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PALOMAR
The Telescope Automation
User Manual Rev. 1.5.1
PALOMAR Code 1.5.1
September 2010
(C) DTA srl 2009-2010, All Rights Reserved
Copyright 2009-2010 DTA s.r.l.
All rights reserved. The reproduction of any part of this manual is allowed only with the written authorization
by DTA s.r.l..
The contents of this manual may be subject to changes without any warning.
DTA are not responsible for errors that may occur in this manual.
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SUMMARY
PALOMAR...................................................................................................................................................................... 1
INTRODUCTION............................................................................................................................................................. 6
COMPOSITION OF THE SYSTEMS ................................................................................................................................... 7
BASE MODEL........................................................................................................................................................................7
GPS MODEL .........................................................................................................................................................................7
SDK MODEL .........................................................................................................................................................................7
OVERVIEW AND CONNECTORS...................................................................................................................................... 8
SERIAL CABLE AND JOYSTICK/AUTOGUIDE SUPPLIED.................................................................................................... 12
POWER SUPPLY........................................................................................................................................................... 14
SOME GOOD RULES..................................................................................................................................................... 15
ON/OFF....................................................................................................................................................................... 16
CHOICE OF THE MOTORS............................................................................................................................................. 17
CONNECTION OF THE MOTORS.................................................................................................................................... 18
THE INTERACTIVE PHILOSOPHY OF PALOMAR.............................................................................................................. 20
ORGANIZATION OF PANELS AND ACTIVITIES................................................................................................................ 21
KEYBOARD OF THE PALOMAR...................................................................................................................................... 22
DISPLAY OF THE PALOMAR.......................................................................................................................................... 23
EDITING OF A PANEL.................................................................................................................................................... 24
SUMMARY OF THE COMMANDS ACCEPTED BY EDIT.........................................................................................................25
AUTOREPEAT........................................................................................................................................................................25
FIRST INSTALLATION OF THE PALOMAR....................................................................................................................... 26
LIST OF MOUNTS RECOGNIZED BY WIZARD.......................................................................................................................28
TUNEUP............................................................................................................................................................................. 29
COMMANDS RECOGNIZED BY TUNEUP.............................................................................................................................30
CHECKING THE DIRECTION OF ROTATION.........................................................................................................................31
OPTIMIZATION OF THE SLEWING SPEED...........................................................................................................................32
CHECKING BACKLASHES OF TRANSMISSION SYSTEM........................................................................................................33
MAIN PANEL ............................................................................................................................................................... 34
COMMANDS RECOGNIZED BY THE MAIN PANEL...............................................................................................................35
REFERENCE OBJECT...................................................................................................................................................... 36
POINTING OBJECT ....................................................................................................................................................... 36
GERMAN MOUNT.............................................................................................................................................................. 36
FORK MOUNT ................................................................................................................................................................... 36
BRIGHT STAR LIST.............................................................................................................................................................. 38
NGC/IC MESSIER................................................................................................................................................................ 39
SOLAR SYSTEM...................................................................................................................................................................39
USER CATALOG.................................................................................................................................................................. 40
BY KEYBOARD....................................................................................................................................................................40
HOME................................................................................................................................................................................ 40
PARKING............................................................................................................................................................................40
MICRO/MACRO CORRECTIONS.................................................................................................................................... 41
LOAD/SAVE THE CONFIGURATIONS............................................................................................................................. 42
TRACKING SELECTION.................................................................................................................................................. 43
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
GPS............................................................................................................................................................................. 44
PEC.............................................................................................................................................................................. 45
TIMERS........................................................................................................................................................................ 49
SIDEREAL TRACKING IMPROVEMENT........................................................................................................................... 50
CONFIGURATION......................................................................................................................................................... 51
EPHEMERIDES.............................................................................................................................................................. 52
ARBITRARY TRACKING ON BOTH AXES......................................................................................................................... 53
SERIAL CONNECTION................................................................................................................................................... 54
JOYSTICK OR AUTOGUIDE CONNECTION...................................................................................................................... 57
PROPRIETARY SERIAL PROTOCOL................................................................................................................................. 58
PROPRIETARY SERIAL COMMANDS.............................................................................................................................. 60
REV.................................................................................................................................................................................... 61
HST.................................................................................................................................................................................... 61
MMC..................................................................................................................................................................................61
RMC................................................................................................................................................................................... 62
OFF.................................................................................................................................................................................... 62
THS.................................................................................................................................................................................... 62
RTH.................................................................................................................................................................................... 63
EEW................................................................................................................................................................................... 63
EWW.................................................................................................................................................................................. 63
ELW................................................................................................................................................................................... 64
EDW...................................................................................................................................................................................64
EER..................................................................................................................................................................................... 64
EWR................................................................................................................................................................................... 65
ELR.....................................................................................................................................................................................65
EDR.................................................................................................................................................................................... 65
ILP...................................................................................................................................................................................... 66
OLP........................................................................................................................................................................................66
MEN................................................................................................................................................................................... 66
SME................................................................................................................................................................................... 67
FRC.....................................................................................................................................................................................67
CMF................................................................................................................................................................................... 67
RES..................................................................................................................................................................................... 68
MPF................................................................................................................................................................................... 68
SMF....................................................................................................................................................................................68
ESF..................................................................................................................................................................................... 69
SEF..................................................................................................................................................................................... 69
ECT..................................................................................................................................................................................... 69
SEC..................................................................................................................................................................................... 70
POS.................................................................................................................................................................................... 70
PCT.................................................................................................................................................................................... 70
TRK.................................................................................................................................................................................... 71
ETK.....................................................................................................................................................................................71
TKS.....................................................................................................................................................................................71
IOP..................................................................................................................................................................................... 71
SOC.................................................................................................................................................................................... 72
STO.................................................................................................................................................................................... 72
GTL.................................................................................................................................................................................... 73
DAC....................................................................................................................................................................................73
SRC.....................................................................................................................................................................................73
RTC.................................................................................................................................................................................... 74
JOY..................................................................................................................................................................................... 74
EDE.................................................................................................................................................................................... 74
SID..................................................................................................................................................................................... 75
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
SOFTWARE UPDATE..................................................................................................................................................... 76
REMOTE CONTROL...................................................................................................................................................... 78
PROPRIETARY REMOTE CONTROL................................................................................................................................ 81
APPENDIX A – SIDEREAL TIME ..................................................................................................................................... 84
SIDEREAL TIME.................................................................................................................................................................. 84
SIDEREAL TIME AND SOLAR TIME......................................................................................................................................85
PRECESSION EFFECTS.........................................................................................................................................................85
DEFINITION........................................................................................................................................................................ 85
EXACT DURATION AND ITS VARIATION..............................................................................................................................86
APPENDIX B – TIME ZONES.......................................................................................................................................... 88
APPENDIX C - REFERENCE STARS.................................................................................................................................. 92
APPENDIX D - I/O ELECTRICAL SCHEME OF PALOMAR................................................................................................... 94
........................................................................................................................................................................................... 94
APPENDIX E – CATALOG OF NGC2000 OBJECTS............................................................................................................. 95
INDEX........................................................................................................................................................................ 147
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
INTRODUCTION
Besides being the name of a famous observatory, PALOMAR is the name of an advanced control system for
equatorial telescopes through the use of stepper motors with micro-technique.
The first version of PALOMAR was marketed over ten years ago, with great success and it was widely spread
in Italy. The strengths were flexibility, accuracy, compactness and a good price.
The electronics make giant steps, so, for a few hundred dollars, you can find now computers you can place
on a table while few years ago they occupied dozens of square meters of area and required a energy
consumption in large quantities.
Now, in consumer electronics you can access to powerful processors at very low consumption.
For the new version of PALOMAR we have used a new 32-bit RISC processor with an operating frequency of
72 MHz compared to the (CISC) 8-bit, 12 MHz microprocessor used in the first version, turns out to be 200300 times more potent.
The availability of so much computing power at low prices has given us the stimulus to build a new version
of Palomar "without limits" at a reasonable cost.
Maintaining the original philosophy, the PALOMAR is a stand-alone system that does not need a PC to
operate or to be configured.
It is thought to work on the field: where a PC crashes, PALOMAR still works.
Making astronomy often means working in hostile and uncomfortable environments. The basic philosophy is:
where you resist, PALOMAR resists, too!
Do not be fooled by the small size of PALOMAR: it is able to drive motors with a torque of over 1N/m with
currents over 2 effective amps per phase with peaks up to 2.8A, while maintaining a very low dissipation.
In practice, it means being able to drive even larger telescopes. If you add the fact that the engine has a
fractionation up to 200000 steps / revolution, and a maximum position frequency of 75000 Hz, other than it
also provides the control of encoders as feedback, well, then we can say that we have an ideal tool to
automate our own telescope not giving up anything.
With this version it has also decided to make available a development system (optionally) for those who
wants, starting from the current program, to make changes to the system software.
In the development system in addition to being provided with all the sources, it is also provided a work
environment (IDE) that, in addition to the compiler and the linker, includes a text editor for C sources, the
program for the binary download and so on.
To undertake this task, as well as buy the SDK, you should also know the C language and to know about
spherical astronomy ...
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
COMPOSITION OF THE SYSTEMS
BASE MODEL
PALOMAR
Main cable for power and connection to the motors
Auxiliary cable with connector for RS232 and joystick
USB-RS232 converter cable
CD-ROM
Plastic case
GPS MODEL
As Base model plus an integrated GPS
External magnetic antenna for GPS with SMA connector
SDK MODEL
As GPS model with the adding of 32Mb RAM memory.
CD-ROM complete of C sources and libraries
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
OVERVIEW AND CONNECTORS
Panel of connectors
LCD Display
Start-on button
PALOMAR bottom side
25 keys backlit keyboard
Hot air flow, take this
exit free!
Fan, the air is forced to enter in
the inner
Connector Y2 for input/ output signals
Input for GPS antenna
Connector Y1 for power supply and
output of motors
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
Detail of connector Y1 numeration and related signals
PIN
1,2,3,4,5
6,7,8,9,18
10,19
11,20
12,21
13,22
14,23
15,24
16,25
17,26
SIGNAL
12-30V
Ground
RA-1A
RA-1B
RA-2A
RA-2B
DE-1A
DE-2A
DE-1B
DE-2B
DESCRIPTION
DC feed from 12 to 30 volts
Ground and feedback
Coil 1A motor in right ascension
Coil 1B motor in right ascension
Coil 2A motor in right ascension
Coil 2B motor in right ascension
Coil 1A motor in declination
Coil 2A motor in declination
Coil 1B motor in declination
Coil 2B motor in declination
The specs are reported for a complete description of the product.
Remember DTA is at disposition to produce cables tailored on customer’s requirements.
Warning: never insert this connector when the power supply in ON, or it can
damage the device.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
Detail of connector Y2 for input/output
PIN
SIGNAL
1
OC1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
+5V
PO[1]
PO[0]
PO[3]
PO[2]
PI[1]
PI[0]
PI[3]
PI[2]
RX0
TX0
DTR
RTS
ENC-0B
ENC-0A
ENC-1B
ENC-1A
FOI[1]
FOI[0]
OI[1]
OI[0]
OI[3]
OI[2]
GND
ORET
10
DESCRIPTION
45V 1A Open-collector output, used to trigger the camera
during a sequence of slewing-image acquisition
Output at 5 volt 500mA for PALOMAR expansion peripherals
Amplified TTL output for expansion peripherals
Amplified TTL output for expansion peripherals
Amplified TTL output for expansion peripherals
Amplified TTL output for expansion peripherals
Amplified TTL input for expansion peripherals
Amplified TTL input for expansion peripherals
Amplified TTL input for expansion peripherals
Amplified TTL input for expansion peripherals
RS232 incoming data
RS232 transmitting data
RS232 signal reserved to PALOMAR program update
RS232 signal reserved to PALOMAR program update
Opto-isolated input encoder phase B of right ascension
Opto-isolated input encoder phase A of right ascension
Opto-isolated input encoder phase B of declination
Opto-isolated input encoder phase A of declination
Opto-isolated input for warning of declination axis end stop
Opto-isolated input for warning of right ascension axis end stop
Opto-isolated input auto-guide or joystick
Opto-isolated input auto-guide or joystick
Opto-isolated input auto-guide or joystick
Opto-isolated input auto-guide or joystick
Ground
Ground-return for opto-isolators
PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
Standard 2m cable for power supply and motors
To the connector Y1 of PALOMAR
Banana plugs for
power supply
9 Pin D-sub connectors for motors
in RA and DEC
Detail of female 9Pin D-sub connectors. A connector for each axis.
PIN
1,6
2,7
3,8
4,9
11
SIGNAL
1A
2A
1B
2B
DESCRIPTION
Coil A
Coil A
Coil B
Coil B
PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
SERIAL CABLE AND JOYSTICK/AUTOGUIDE SUPPLIED
12
26 Pin HD M
SIGNAL
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
OC1
+5V
P4_27
P4_26
P4_29
P4_28
P1_27
P1_26
P1_29
P1_28
RX0
TX0
DTR
RTS
INO1
INO0
INO3
INO2
INO5
INO4
INO7
INO6
INO9
INO8
GND
COMOPTO
JOYSTICK
AUTOGUIDE
9 PIN Male
RS232
9 PIN Female
8
3
2
4
7
3
4
1
2
6
7
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
Picture of the system connected and fed
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
POWER SUPPLY
You can feed the PALOMAR starting by a minimum voltage of 12 volt to a maximum one of 30 volt in direct
current.
The maximum operating current the device can reach is 5 ampere, but the real absorption is never higher
then 2 amperes (average value).
It may seems strange that a system managing two motors of 2.8 ampere per phase require such a low
current. The answer is the PWM (Pulse Width Modulated): in practice, the motor phases are switched on
and off tens of thousands of times per second, so that the average absorption drops significantly.
Below 12 volts, at exactly 9 volts, motor drivers stop to work, while at 40 volts some internal devices risk
the damages, so you must stay in the specified range of voltage supplied:
12-30V
So, we can say the battery of the cari s perfect for your observations on the fiels and a 0-30V 5A variable
power supply is perfect for your permanent observatory.
PALOMAR is protected against reverse polarity, it is absolutely immune from that, but it is a good habit to
always connect the red banana plug to the positive and the black banana plug to the negative of the
power supply or battery.
Maybe you are wondering what need is there to let work the PALOMAR at 18, 24 o 30 volts ... Legitimate
question! The need is dictated by the stepper motors we are going to use and performances that we aim to
get from our pointing system.
The most users expect, plus a high pointing accuracy, even a short waiting times for this to happen, this
means, therefore, that the regime of rotation of the motors must be high.
The electronic of PALOMAR is able to generate very high operating frequencies (75KHz), but not always the
motors can reach these high regime values.
Different causes affect this problem, most important are the high inductive load of the coils and the stray
capacitance.
Higher the power supply, better the performances on the speed of the motors, so contrasting the excessive
inductance of the coils.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
SOME GOOD RULES
PALOMAR has a number of protections that seek to prolong its life as much as possible; of course, their
owners must try to use it in the best way, respecting the following advices:
➔ Connect and disconnect the motors when PALOMAR is off.
➔ Always leave the hole of the fan and the underlying slot free from obstructions.
➔ The system is designed to work in humid environments (see dew at night) but it is not an amphibian
system!
➔ It works easily with an ambient temperature below zero, but it should be brought to room
temperature gradually.
➔ It doesn’t fear the sunlight, but do not complain if you see on the display that the temperature of
the engine drivers has reached 85 ° C and these were automatically shut down waiting for cold
weather!
In addition to those listed, there are no special instructions regarding the maintenance of the instrument.
Remember, however, that the internal lithium battery life is 5 years.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
ON/OFF
To avoid the use of any kind of ON/OFF switch, we have chosen a more electronic than electromechanical
method; in practice, a Power MOSFET is controlled by a key, then the CPU is the only one managing the
ON/OFF procedures.
To start on the device, you must push the key:
for at least half second, then the opening window will appear.
There are advantages and disadvantages in letting the CPU decide when to start on and how to start off.
The advantage is that the CPU, before to start off, performs safety procedures relating to the shutdown and
also saves the data.
More ever, an electronic switch is more reliable than an electromechanical one.
The disadvantage is that when we are going to update the management program, we have to hold this
bottom for at least 2-3 minutes, that is time of downloading of the new program!
As for the starting on, to start off the PALOMAR we have to hold the bottom for at least 1 second, after then
a shutdown message appears and we can release the bottom.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
CHOICE OF THE MOTORS
PALOMAR manage the phase current of the motors from 0 to 2A RMS (sometimes 2.8A) in continue mode, it
is required the use of bipolar motors at 4, 6 or 8 wires.
For end users we recommend three different sizes of the motors tailored for PALOMAR, able to move from
small to the big telescopes.
The word “small” or “big” is relative, of course; actually, we should talk more about friction and balance of
the instrument, as even the engine more small can handle a big device, if this has contained friction and it is
well balanced.
Roughly, we can check the quality of our telescope simply by manually turning the worm.
In fact, if it runs smoothly in every position that the telescope can take, this means that, apart from being
balanced, has a very good mechanic; otherwise, you should first verify the balance and, subsequently,
ensure that the worm is not overly pressed on gear.
As general advice, you should always put before the the worm an additional
de-multiplier, preferably a belt and pulley type, to prevent any imbalances
and / or hardening of the motion due, for example, to the decreasing of the
temperature, which increases the viscosity of the lubricating grease of gears.
On high quality mounts, you can directly mount the engine on the worm,
always using a Unilat joint or similar.
UNILAT joint
You can buy these joints on: www.rswww.com
The table here below shows, approximately, the motor to be used in relation to the size of the telescope:
MOTOR
103H-548-04500
103H-7123-0740
103H-7126-0740
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SIZE
42
56-54
56-76
MAX CURRENT (A)
1
2.2
4
TORQUE (N/m)
0.4
1.1
1.7
TELESCOPE (cm)
0÷20
20÷40
≥ 40
PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
CONNECTION OF THE MOTORS
If you ordered the PALOMAR complete of motors or if you use a wekk known
mount, you can avoid reading this chapter, otherwise let continue.
In the figure at side you can see the simplified structure of a stepper motor.
As you can see, it is composed by 4 coils that, properly fed, cause the
rotation of the central permanent magnet and then of the shaft.
Depending on the brand and model of the motor, you can have 4 or 8
external wires, which are going to be opportunely connected to PALOMAR.
We furnish motors at 6 wires and the connection is as follows, depending on
whether you connect them directly to high-density connector Y1 of the
PALOMAR or on the D-sub connector of the standard supplied cable for
power supply and motors:
Internal connection of the motor and color of the wires
Direct connection on 26PIN high-density connector Y1.
As you can see from the table, each wire is connected to 2 pins so to enhance the contact and increase the
reliability.
When is possible (as in the case of standard supplied cable) let use shielded cable and connect the shield to
pin 6; it reduces drastically the radio frequency emission eventually caused by the PWM of the motors.
PIN
10,19
11,20
12,21
13,22
14,23
15,24
16,25
17,26
6
SIGNAL
1A
2A
1B
2B
1A
2A
1B
2B
MOTOR
Right Ascension
Right Ascension
Right Ascension
Right Ascension
Declination
Declination
Declination
Declination
GND
MOTOR WIRE COLOUR
Orange
Blue
Red
Yellow
Orange
Blue
Red
Yellow
Shield of the cable
Connection to execute for each motor on the female 9PIN D-sub connector if you are using the standard
supplied cable.
PIN
1,6
2,7
3,8
4,9
18
SIGNAL
1A
2A
1B
2B
MOTOR WIRE COLOUR
Orange
Blue
Red
Yellow
PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
If you have your own motors, you need to identify the two coils.
If you have got the documentation of the motor you are safe!
Otherwise, you can try to identify them by the use of a standard tester set to ohmmeter mode, with a scale
of 200 ohms.
Typically, the resistance of the coils ranges from values below one ohm up to several tens of ohms.
In practice, let’s try to connect the tester on a pair of wires until you can see a value different from 0; as
soon as you have identified one pair, it’s easily to find the other one.
No matter how you connect the two pairs, just that these are related in a way similar to signals 1A2A and
1B2B; subsequently, if the direction of rotation of the engine should not be corrected, this can be easily
changed by software.
The picture shows how to search for the pairs of wires that identify the coils
Obviously, in relation to the motor used, you must know the current that the coils can withstand and the
number of steps/revolution that the motor is able to develop.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
THE INTERACTIVE PHILOSOPHY OF PALOMAR
As we told, PALOMAR is a stand-alone system that does not need a PC to operate or to be configured.
Every function can be run by keyboard and display.
Well, of course, with 25 keys and a display of 20 characters by 4 lines can not be compared to the visibility
and convenience of any computer system, but when you must meet the requirements of compactness,
reliability and low cost, then the choices are very constrained.
The display system, as already mentioned, is based on a display of 20 characters by 4 lines, but must be
viewed as a window that runs on a bigger "blackboard". We called the "blackboard": DISPLAY PANEL or
simply PANEL.
The program of the PALOMAR creates and manages many panels, there is one panel for every function.
A panel displays data, operating parameters, help indications and so on.
Even the first window of the PALOMAR is a panel, let’s scroll with the UP/DOWN cursors:
you are going to see more information ...
There are two possible states for each panel:
•
Executing
•
Editing
During the execution, the panel displays the data provided by the program at the moment, and it uses the
keyboard in a modality depending from the panel, while in editing modality, functions and use of the
keyboard are the same for all the panels.
•
•
How to access the editing of the panel (in the case you can do it)? Just pressing the F4 key
How to exit the editing of the panel? Pressing the ESC (escape) key, so deleting every
possible editing you made or with RET (return) key, so saving the editing.
Tipically, at the bottom of the panel there is a sliding menu reporting the main commands.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
ORGANIZATION OF PANELS AND ACTIVITIES
To get an idea of how work the processes carried out by PALOMAR, look at the scheme below:
ON
|
INIZIALIZATION
|
OPENING WINDOW
+--ON+ESC------------- LOADING A TEST CONFIGURATION
+--ON+7--------------- WIZARD
+--ON+8--------------- TUNEUP
|
+--<--RS232[1]--<--RS232[2]--<--TEMPERATURE CONTROL --<--ON/OFF--<-+
|
|
|
+-ENCODER MANAGEMENT
|
|
KERNEL-+-SLEWING MANAGEMENT
|
|
+-SERIAL BUFFER
|
|
|
+-->--MAIN-->--MICRO CORRECTIONS/AUTOGUIDE-->--ALARMS--------------+
----+----|
|-7---- CONFIGURATION
|-8---- EPHEMERIDES
|-9---- ARBITRARY TRACKINGS
|-4---- TIMERS
|-5---- IMPROVEMENT OF SIDEREAL TRACKING
|-6---- CHECKING THE VARIABLES OF THE SYSTEM
|-1---- TRACKING SELECTION
|-2---- GPS DATA
|-3---- PEC
|-0---- LOAD/SAVE CONFIGURATIONS
|-+---- DECREASING THE DISPLAY LIGHT INTENSITY
|-*---- INCREASING THE DISPLAY LIGHT INTENSITY
|-F1--- REFERENCE OBJECT
|-F2--- OBJECT OF DESTINATION
|-F3--- ALTERNATING MICROMETRIC OR FAST MOTIONS
|-F4--- EDITING OF THE MAIN PANEL
|-BCKSP DECREASING THE GEAR REDUCTION
|-DEL-- INCREASING THE GEAR REDUCTION
|-<>--- ENABLE THE CURSORS TO OPERATE ON THE MOTORS
|-ESC—- BACK TO THE MENU MODALITY OF THE CURSORS
Legend:
PANEL
ACTION
As you can see, the power button opens the first panel of the screen, which accepts a key sequence to
perform procedures normally hidden.
Once the system is booted, the kernel takes the management of the whole instrument, performing a series
of cyclical processes and handling critical hardware drivers by interrupt.
One of the processes managed by the main “loop” is the MAIN panel from which it can be executed all the
remaining.
Note: The kernel never stops, the processes are always executed in rapid sequence ensuring real-time
execution. Consequently, the PALOMAR will be able to receive, simultaneously, serial commands, perform
the procedures relating to a panel, receive commands by the auto guide etc. etc. ... There is only a special
case in which the processes are stopped (not including hardware drivers) and this is during the editing of a
panel. This is because, often, change the contents of a field in a panel, it also means, for example, change
the mode of operation of PALOMAR itself, so the operation required by a process may be incorrect.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
KEYBOARD OF THE PALOMAR
The keyboard of the PALOMAR is organized on 24+1 keys as follows:
•
•
•
•
•
ON/OFF key (red)
Positioning keys (yellow)
Control keys (grey)
Function keys (red)
Alphanumerical keys (green)
Each panel, when is running, can associate a different meaning to the action of the keys.
But all the panels, when they are running, always have in common the action of the following keys:
For the sliding of the panel
To exit the current panel and return to the main
To edit the fields in the panel
As said, editing mode of a panel is common to all and it is explained in the next chapter.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
DISPLAY OF THE PALOMAR
Palomar uses a 20 characters by 4 rows backlit LCD display.
With the keys
it is possible to change the intensity of the back-lit illumination while the contrast
is fixed by the factory.
We can supply Palomar with two types of display: LCD and VFD.
LCD is the standard display, cheaper than the other and it can also have an AMBER filter for those who
prefer this color. The limit of an LCD display is the temperature as it becomes slower with the temperature
decreasing.
Already at -10 degrees centigrade, although it functions, the display can’t rapidly run the changes in the
content.
As alternative to this problem, it can use VFD display that, other than offer an excellent contrast, also works
perfectly up to –40 degrees centigrade, but they have an higher cost.
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EDITING OF A PANEL
The possibility to edit a field in a panel is a key function for PALOMAR.
The fields that we can find within a panel are:
•
•
•
Numeric, integer or floating point
Alphanumeric
Menu
The numeric fields accept the sign ± only if it is already present, otherwise, only numbers are accepted.
In numeric fields, if the sign is present, you can change it, placing the cursor over it and pressing the + key.
In alphanumeric fields every character is accepted.
The menu, of course, do not accept the entry of any character, but they can be changed according to preset
values by pressing the DEL key or BCKSP.
It is a good thing to analyze the image below, showing a part of the configuration panel:
Cursor placed on the first
character of the field
Field of menu
type; to change it,
place the cursor
on it and press
DEL or BCKSP
To change numeric field, place the cursor on the
filed and type the desired number
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
SUMMARY OF THE COMMANDS ACCEPTED BY EDIT
Many panels of PALOMAR can be edited in various fields that compose them.
Pressing F4, you enter the editing modality, the cursor display is positioned on
the first editable field.
Pressing ESCAPE, you exit the editing modality, any changes are lost.
Pressing RETURN, changes are saved and it comes back to the displaying
mode or to the previous panel
UP/DOWN keys allow to place the editing cursor on the different editable fields
of the panel
LEFT/RIGHT keys place the editing cursore di editing within the selected field
Delete the character where the cursor is placed and it moves to the left.
However, if the field where the cursor is placed is a menu, this button sets it to
the previous item.
Delete the character where the cursor is placed and it moves to the right.
However, if the field where the cursor is placed is a menu, this button sets it to
the next item.
The fields of a panel may accept numbers or alphanumeric characters depending on the type of variable.
The numerical values are easily set by pressing the button of the same name; for alphanumeric, press the
function button relative to the position of the desired character.
For example, if you want to type the letter P, press, in order, the keys:
taking care to first press F1 and, holding it down, then press the button 7.
To type the character Q, you must hold down the F2 key and, simultaneously, the key 7 and so on.
Here, then, the various combinations for the key 7:
PRESS THIS KEY FIRST
PRESS THIS KEY FOR SECOND
CHARACTER SET
P
Q
R
S
AUTOREPEAT
Extending the push of a button, you cause the repetition of the same, with a frequency more and more fast.
Auto-repeat function starts after half second of pressure.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
FIRST INSTALLATION OF THE PALOMAR
Once you connected the motors to the PALOMAR and the device is fed, we can carry out the first
configuration.
There are two basic ways for configuration: through the Wizard and the Tune Up panel or by the
configuration panel.
An experienced user will work directly with the configuration panel, but if it is the first time you configure a
PALOMAR, we suggest you first run the WIZARD and, later, the TUNEUP. Afterwords, you can also access the
configuration panel to check the parameters and possibly change them.
A little premise: we’ll often remind to the
position of HOME, this is a special position of
the telescope, which is crucial for German
mounts and only useful for the configuration
in case of fork mounts.
Here alongside we report the position that
the telescope with German mount must have
when we say it is in HOME position.
In this position the counterweight is perfectly
vertical and it is at the minimum height
above the ground while the axis of
declination is at 90°.
The fork mount is less critical with regard to
its orientation, however, in the home
position, we suggest that the right ascension
is aligned with the meridian and the
declination points to the celestial equator.
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First step: let run the WIZARD for the setting of the mount.
Start ON the PALOMAR, pressing the key ON +key 7. As soon as the opening window of the
PALOMAR appears, release the key ON, still holding the key 7 pressed.
After a while, it appears the WIZARD panel and we can release the key 7.
The WIZARD collects the information necessary to PALOMAR relation to a series of mounts, commercial or
not.
Here below the panel appearing:
It is shown the whole panel, but since the LCD display can show just 4 lines, to visualize the remaining
parts, you have to use the keys
Instead, If you wish to change the type of mount, press the keys
until it it appears the name of
your mount.
Must, of course, verify that the parameters displayed match those in your possession.
If the mount in your possession is not listed, you should select the generic GERMAN or FORK mount (to
decide which type) and then edit the data by entering the correct ones.
Once the mount is selected, press the RET key and the first configuration step is executed.
The WIZARD procedure sets only certain parameters necessary for proper operation; now we need to define
the directions, optimize the slewing speed and set any backlash that transmissions could have.
For this purpose, an experienced user can use the configuration panel, but it is much easier to use the
TUNEUP program present in PALOMAR.
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LIST OF MOUNTS RECOGNIZED BY WIZARD
If your mount is not included in the present list and you would like to include it, just notice us name and
parameters and it will be added in the next revision of the program.
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TUNEUP
Tuneup is accessed after the WIZARD is completed, but, if you want to re-run the TUNEUP later, just turn on
PALOMAR pressing 8 key, besides the ON button.
As before, once the first window of the PALOMAR appears, release the ON key, then, when the opening
window appears, release the 8 key and it appears the TUNEUP panel (the values shown in the window are
relative, since they change according to different mounts).
Maximum slewing speed
Selected axis
Starting slew ing speed
Number of steps
made by the motor
Angle performed during
the slew ing
Number of steps applied
to each reverse rotation
Note: The slewing speed is expressed as NX, that is N times the selected tracking frequency.
Now it is possible to carry out the following setups:
Checking the direction of rotation of the telescope axes
Optimization of the slewing speed
Checking backlashes of the transmission system
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COMMANDS RECOGNIZED BY TUNEUP
Reverse the direction of rotation of the selected axis. When the command is recognized,
the Palomar run a flash of the LCD back-light
Increase the maximum slewing speed of the selected axis
Decrease the maximum slewing speed of the selected axis
Edit the panel fields
Change the selected axis
Set the angle to execute at 1 second of arc
Set the angle to execute at 30 seconds of arc
Set the angle to execute at 1 minute of arc
Set the angle to execute at 1 degree
Set the angle to execute at 2 degrees
Set the angle to execute at 5 degrees
Set the angle to execute at 10 degrees
Set the angle to execute at 45 degrees
Set the angle to execute at 90 degrees
Increase the value of backlashes
Decrease the value of backlashes
Execute the slewing of the programmed angle in counter-clockwise and on the selected
axis
Execute the slewing of the programmed angle in clockwise and on the selected axis
Decrease the starting slewing speed of the selected axis
Increase the starting slewing speed of the selected axis
Clear the contents of the “Steps” key
Exit the TUNEUP and save the data
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CHECKING THE DIRECTION OF ROTATION
This test allows you to check whether the direction of rotation of the telescope is set correctly.
Note that the direction of rotation changes because of links between the phases of the motors or due to
cascade of gears, if any.
•
•
•
•
•
Manually move the telescope in position HOME
Set an angle of rotation for the test that you consider appropriate; if, for example, you
choose 10 degrees, press key 7 (see table above).
Select the axis on which you want to run the test, if one shown on the panel is not what you
want, just press the 0 key until you reach the goal.
Press the key
and verified that the telescope moves in counter-clockwise direction. If the
movement is not those expected, press the F1 key and repeat the test.
Repeat the test for the other axis.
At this point, the checking of the direction of rotation is finished and you can go to the next.
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OPTIMIZATION OF THE SLEWING SPEED
In WIZARD the slewing speed is pre-set at a low value of 300x with a starting speed of 50X.
These two values also determine how the acceleration and deceleration ramp of the motors are going to
develop.
The ramp is developed (in non-linear way) on 16 steps, from minimum to maximum speed and vice versa.
The choice of the ramp is essential to achieve high slewing speed and at the same time having a high
accuracy of the pointing accuracy.
Even knowing the type of motor and all the system parameters, it is very difficult to predict in advance the
optimal values of the ramp and slewing speed, so this experimental test is very useful.
1. Manually move the telescope in position HOME.
2. Set up a rotation angle of the telescope sufficiently large but consistent with the degrees of freedom
of the instrument. The need of a big angle is required because the slewing is developed by making a
ramp of acceleration and deceleration and, depending on the values set, we need a good angle to
reach the maximum speed. Assuming that your telescope does not have problems of slewing, press
9 key to set 90 degrees.
3.
Press now
or
to run the slewing and observe what happens:
•
The slewing time of the telescope appears to meet your needs so you pass the next test.
•
The slewing time of the telescope appears too slow and you want to increase the speed:
•
Press the F2 key until the “Hi” value reaches up to 100 units. Now, start again from
point 3 maybe making a slewing in the opposite.
•
The telescope made a part of the slewing and then crashed:
•
The final speed is to high: press the F3 key until the “Hi” value decreases up to 10
units. Now start again with step 3 maybe making a move in the opposite.
•
Check if the telescope is well balanced or if the worm has a friction at that point more
pronounced.
•
Check that the power supply used not collapse during operation.
•
The telescope was immediately blocked early slewing:
•
The initial speed is too high: press BCKSP key until the "Lo" value decreases by 10
units. Now start again with step 3 maybe making a move in the opposite.
•
The slewing was successfully completed but the duration of the acceleration and deceleration
ramp is much too short:
•
The initial speed is too high: press the BCKSP key until the "I" value decreases by 10
units. Now start again with step 3 maybe making a move in the opposite.
•
The slewing was successfully completed but the duration of the acceleration and deceleration
ramp is much too long.
•
The initial speed is too low: press the DEL key until the “Lo” value increases by 10
units. Now start again with step 3 maybe making a move in the opposite.
Find the maximum slewing speed consistent with highest reliability means repeat this test many times and
we must also consider that the supply voltage has some very major impact on the performance of the
motors.
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CHECKING BACKLASHES OF TRANSMISSION SYSTEM
For this test you must use a telescope with good magnification, using an eyepiece with a sight, the greater
the magnification, the more our measure will be accurate.
1.
Place the telescope manually to point a distant land object, like an antenna, a tower or
similar.
2.
Press F4 and edit the panel setting the value 10 in the field “Steps”
3.
Carry out the final slewing with the positioning keys
4.
If you carried out the final slewing with the key
now let use the key
(or vice versa)
and count how many times you have to press the key so that the telescope start to move.
a) The telescope is misaligned to the first position: the test was finished, the
transmission system has no backlashes.
b) I had to press 10 times the positioning key for the telescope was moving a little and
misaligned: press the + key to bring the value of the "Dead pulse"field at (N-1) * 10,
in this case to 90 . Now repeat from step 4.
At the end of this test our system is ready to work.
Press the ESC key and you are in the main panel.
All data are stored in nonvolatile memory system (EEPROM).
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MAIN PANEL
This is the fundamental panel, from which start all the main applications and where there are shown the
most important information on state and setting of the instrument.
MICRO: Microcorrections enabled
POSIT: Fast movements enabled
Coefficient of division of the
manual fast slew ing speed
Equatorial coordinates of
the object pointed
MNU: Cursors are used to browse on
menu
POS: Cursors moves the motors
Scroll inscription indicating the name
of the object pointed, if any, such as
M1, Mizar, etc.
Local Time
Tracking set
Status bar: it indicates the
progress in slow processes
Date and local time
Operating state. Currently it runs
the sidereal tracking
Geographic coordinates of
the place of observation
Environmental parameters
used for atmospheric
refraction calculation
Temperature of the internal
heat sink
Once the device has been turned ON, verify that date and time are correct.
If you have the GPS options, we suggest to you use it for update these parameters, since it is surely more
precise than the internal clock of the computer.
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COMMANDS RECOGNIZED BY THE MAIN PANEL
Set the object of reference
Point the telescope to an object
Alternate micro-correction modality and manual slewing. When the command is
recognized, the PALOMAR run a flash of the LCD back-light.
Edit the fields of a panel
Save/Load a setting of PALOMAR
Allow to select a tracking between the ones preset
Display and take data from GPS
Menu of the PEC
Panel of the timers
Panel of the improvement of tracking
Displays some system variables (panel used just for diagnosis)
Configuration panel
Displays ephemerides for the date and hour set
Panel for arbitrary trackings on both axes
Decreases the back-light intensity
Increases the back-light intensity
Pressing contemporaneously the two keys, it alternates SCROLL mode with the slewing of
the motors. Normally, the cursor keys are used to navigate in the panels; however, it is
possible to use the cursors even for the slewing of the motors in absence of the joystick. If
the cursors are in SCROLL mode, on the status line there will display MNU, otherwise, POS.
When the command is recognized, the Palomar run a flash of the LCD back-light.
Increase / decrease the slewing speed by joystick or cursors. Manual slewings undertaken
with the cursors or joystick use the settings of automatic slewing and sometimes it is
useful to decrease this value. The action of two keys changes the value of a coefficient of
division of the slewing speed.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
REFERENCE OBJECT
POINTING OBJECT
These two commands are perhaps the two basic functions of a pointing system. They both have the same
menu selection and the same type of opportunities, obviously with very different meanings and actions.
The symmetry of the two controls also allows us to perform the calibration of the instrument, even using
non-stellar objects, planets and other, but we suggest you to use the stars.
For maximum precision pointing, we have taken into account many parameters, including: the proper
motion of stars, the precession, nutation, aberration and atmospheric refraction. Obviously, it is essential
that the geographical and environmental parameters are correct.
By F1 we calibrate the instrument on a reference object, while by F2 we're going to point the desired object.
Depending on the type of instrument, the calibration method is very different.
GERMAN MOUNT
When you calibrate a German mount, you’ve always to start from the position of HOME.
Choose the star or object of reference, confirm and wait until the telescope reaches the slewing; if
necessary, make any micro / macro correction to adjust the balance, then, press F1 again to inform the
PALOMAR that the reference object is perfectly aligned.
For a good calibration of the instrument it’s better to point to more than one stars and from time to time,
make necessary corrections, remembering that the macro corrections measure the misalignment while
micro corrections not. In practice, we can leave the calibration procedure open as we want and improve the
centering on more stars (with macro corrections). From the measurements of these misalignment s, the
system extracts a polar misalignment (Eq. Wallace) to refine the subsequent slewings. If you believe the
macro corrections act too quickly, just remember that 'can reduce the value with the following keys of the
main panel.
FORK MOUNT
For fork mounts, the calibration procedure is easier.
Point your telescope on a reference star, press F1 and search the star in the list, then confirm the selection
and the telescope is calibrated.
This is true if your system is perfectly aligned to the pole! You do not trust the fact that your telescope has a
good tracking and chasing a star for 10 minutes, because to make a slewing of 90 ° is equivalent to perfect
tracking a star for 6 hours! Again you need to calibrate the system on more sars and make the necessary
corrections with the command MISALIGNMENTS.
Since you select the type of mount in configuration phase of the PALOMAR, this will act accordingly; in fact,
after selecting the object, in the case of German mount and for calibration procedure, you will get the
following message:
By the F1 key it is also possible to resynchronize the telescope position without making the slewing passing
from home position.
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The proposed menu for selecting the type in calibration or slewing is as follows:
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BRIGHT STAR LIST
You can access a list of stars you can use as reference for calibration or target of the telescope.
You can’t edit this panel, just change the star only by the cursor keys.
This is the panel it appears:
Use of the keyboard:
The cursor changes the star type. If you want to quickly scroll the list, hold down the key
and wait auto-repeat.
Scrolls forward "reference". Ex Alpha-> Beta-> Gamma. Once you find a star, this is
highlighted. In practice, all the stars belonging to the constellation selected are shown.
F2 increases, F3 decreases the index identifying the constellation. Once you find a star in
the selected constellation, this is highlighted.
Confirm the selected object.
Cancel the operation and come back to the main panel.
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NGC/IC MESSIER
You can access a list of non-stellar objects, organized accordingly to NGC, IC or MESSIER catalogs.
This is the panel it appears:
You can edit the panel and it is possible to directly indicate the catalog and the number of the reference
object.
The commands recognized by this panel are:
Cursors change the object. If you want to quickly scroll the list, hold down the key and
wait auto-repeat.
Select the NGC catalog.
Select the IC catalog.
Select the MESSIER catalog
Confirm the selected object.
Cancel the operation and come back to the main panel.
SOLAR SYSTEM
You can access a menu allowing to select one of the following objects of solar system:
MOON
SUN
MERCURY
VENUS
MARS
JUPITER
SATURN
URANUS
NEPTUNE
PLUTO
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USER CATALOG
This command gives the possibility to access a personal catalog of objects. The personal catalog can accept
up to about 6000 objects and it can be set by a remote program or by CONSOLE modality. The panel below
permits to select one of the objects in the catalog:
The commands accepted are the following:
The cursors change the object. If you want to scroll fast the list, press the key and wait
until the auto-repeat starts
Confirms the selected object
Cancel the operation and return to the main panel
BY KEYBOARD
By this commands you can directly indicate the coordinates you are going to
use. It’s very important to note that you must indicate if these are apparent
coordinates, then correct for any astronomical and localized variations or if
these coordinates are referred to the equinox J2000.
This is the panel will be shown, you must always edit it with F4 key.
HOME
This command is useful in slewing, in order to make telescope able to reach the position necessary for a
subsequent calibration of the German mounts. Instead, it makes little sense to use it during calibration.
PARKING
This command, when used as a reference (F1), indicates to PALOMAR the position to be used to park our
instrument at the end of the work and to have the instrument already calibrated at the next turn ON.
If, instead, it is used with the positioning (F2), it says the telescope to position itself in a position set before
(F1), suitable for the instrument at rest.
Note that if the instrument during its inaction will not be moved, will be switched pre-calibrated. For this
command is essential the accuracy of the internal clock, which means that if you "wake up" the instrument
after several weeks of inactivity, this will always be well-calibrated, while inactivation of months might show
a level of inaccuracy.
The imprecision of the restoration of the position is not only due to the error of the internal clock, also to
any changes in temperature the electronics should suffer, because, even with a modest contribution, the
quartz used as a time base undergoes variations on the frequency of oscillation, due to the ambient
temperature.
Some additional considerations must be made on the slewing when using equatorial mounts. Actually, when
the telescope performs a slewing, always it takes the shortest path to reach the new coordinates, unless
some constraints are violated. The first constraint is not going to bit a column, but you can also add
another: that, if possible, to keep the counterweight always down to have a easier observation position. This
last option is activated by the configuration panel under the menu item "Smart Mode".
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MICRO/MACRO CORRECTIONS
The slewing corrections that can be performed by keyboard, joystick or autoguiding are fully programmable
as set values and as a direction.
The speed used by the motors for the correction of the slewing is selectable in two basic modes:
•
•
MICRO CORRECTIONS. They make small slewing of the telescope and are mainly used for
making corrections on the tracking of the telescope. The slewing speed can be programmed
in the configuration panel (points 16-17 for RA and 33-34 for DE). They do not involve the
change of coordinates.
MACRO CORRECTIONS. Are used to perform rapid slewings of the telescope; they vary the
coordinate of the telescope and they basically use the speed of automatic slewing panel
(points 9-10 for RA and 27-28 for DE in the configuration menu), but may be locally
decreased by using the
keys that operate on a variable of division.
Pressing F3, you can switch one of two possibilities. When the command is recognized, the display is running
a flash of the LCD back-light and the state is changed in the main panel.
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LOAD/SAVE THE CONFIGURATIONS
This command allows you to save the current configuration of PALOMAR or load a previously saved one. This
possibility, as well as allowing a backup of the settings, it is useful to employ the PALAMOR on different
motorized mounts. For example, we can have a mount in our fixed location and one used for our missions in
different sites.
It can have up to four different configurations.
The first menu that appears asks if we want to load a configuration saved by the menu "LOAD" or if we want
to save one with the menu "SAVE AS".
This command also gives you the possibility to create a backup of the configuration in use.
LOAD. Selecting this command, it appears a menu listing all the configurations available. Scrolling
the list, it is possibile to select one and load it just pressing the RET key.
Before it is actually loaded it should be verified with the configuration command, open the editing
and then saved. All this is necessary for the safety of the Palomar and what it is connected with.
For example you might have a mount that uses motors of 500 mA and another employing motors of
2000mA with two different configurations saved. It is obviously that if you erroneously load the
latter configuration with the first mount it can easily be damaged!
SAVE AS. It allows to save the current configuration by associating a alphanumeric string. It
appears the following panel, that you can edi by pressing the F4 panel:
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TRACKING SELECTION
PALOMAR is able to execute arbitrary tracking on both axes.
The most used is the sidereal tracking, that allows to track the most of the celestial bodies in their apparent
motion.
Some of these, however, have proper motions which are combined with the land one, so their highmagnification observation may imply to see them leave the field of view more or less rapidly. This command
calculates the speed of tracking for a selected body or it can perform a tracking, starting from arbitrary
values. It should be emphasized that, by enabling these motions, you can quickly lose the reference
coordinate of the equatorial system, so, for the maximum precision of the instrument, you should always
make a calibration after it used a tracking different from the sidereal one.
The menu that appears is the following:
Depending on the choice made, even the motor on declination may set in motion and, consequently, the
status of the main panel is updated.
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GPS
The PALOMAR contemplate (as an option) to use an internal GPS module and an external magnetic antenna.
This option allows to have, in each site of observation, precise geographic coordinates and a very precise
time synchronization.
The panel that appears is the following:
If the GPS antenna has the visibility of satellites, the site coordinates appear with relative height above sea
level, in addition to Universal Time. Pressing RET, the data collected by the GPS will be saved and used.
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PEC
In most commercial (and not) telescopes, the slewing of the axes is realized via the crown gear and worm.
The quality of mechanical working can greatly affect the quality of images. One of the most common defects
is the periodic error, basically a non-constant grip of the worm on the crown gear. Eliminate this defect
from mechanics is impossible, unless you replace it with a qualitatively superior one. Consequently, so that
the image is still, should guide the telescope with continuous micro-corrections.
PEC (Periodic Error Correction) allows you to acquire the corrections you made and, subsequently, re-run
them infinitely, allowing you to make long exposures.
In PALOMAR there are two possible modes of PEC:
1.
Learn / Run. This is the most simple mode: PALOMAR keeps all your corrections for the duration of a
complete rotation of the worm, then, re-run them infinitely.
2.
Synchronize / learn / Run. This mode is similar to the previous, but provides a physical point of
synchronization of the worm through an input of PALOMAR.
The advantage is that, being synchronized, can be re-executed as many times as you want, avoiding
the step "Learn".
To enable the synchronized version, please enable the homonym item in the configuration panel (see
points 48,49,50 of the configuration panel).
The menu appearing is the following:
•
•
•
•
•
LEARN AND EXECUTE: If you are equipped with a synchronization, the system expects that this is
realized and then it starts with the learning phase (LEARN). Once the synchronization event rehappens, the learning phase ends and begins the execution phase (PEC EXEC). If you do not have a
hardware synchronization system that is achieved only on the calculation of the time period of
revolution of the worm, then it follows that at any shutdown or movement of the telescope should
also repeat the learning phase.
SYNC AND RESTART: Command reserved for those who have a timing system on the worm, in
practice this command allows you to apply previously acquired PEC.
STOP: Abort a phase of learning or performance of PEC.
SAVE: Save a previously acquired PEC in EEPROM il PEC.
LOAD AND EXECUTE: Load a previously acquired PEC from EEPROM and execute it.
The possibility of having a synchronization of the worm gives us a chance to run once the learning phase
and then to applied it again any time we want. Of course, all the teeth of your gear must be fairly equals or
the PEC will change from area to area of the gear itself.
The PEC is made by keeping accurate records of the corrections made by Joystick (recommended) in right
ascension. The system has 8192 points available for registration, this means that using for example a gear
with 360 teeth, each point is acquired every 30 milliseconds. This value comes from the fact that a worm
keyed to a gear of 360 teeth takes about 240 seconds to make a revolution, so we have: 240 / 8192 =
0.029296875 s.
Another very important point is the type of sensor used for synchronization of the worm, we strongly
recommend you to use a PNP or NPN inductive proximity sensor. These sensors allow the detection of a
small metal (iron) part placed at very close range with excellent reproducibility and without physical contact.
Here below a picture of a M4 PNP proximity sensor:
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
In the picture below, you can see another kind of proximity sensor mounted on the worm:
It is fundamental that the proximity sensor
achieves a detection more punctiform as
possible.
For the synchronization, you can also use
standard toggle; there are many different
types on the market, the choice must be made
especially for a good mechanical precision and
a small mechanical size.
Just as example, you can see a kind of these
switches in the image below.
They are almost all switch, we need to use the COMMON and the contact
NORMALLY OPEN.
As input of the PEC you can use one of the TTL inputs from PI[0] to PI[3].
We strongly recommend you to not connect directly the output of your position
sensor to the input port, it is much more convenient to use an optical decoupling
system following the scheme below:
Connect VCC to PIN 2 of Y2
Connect the GROUND to PIN 25 of Y2
R2 is a 2200 ohm resistor
R1 is a 2200 ohm resistor for a Vi voltage ranging from 12 to 30 volt.
Set LOW at point 50 of the configuration
As optical decoupling system it can use a PC817X4J000F by SHARP but sincerely you can use any of these
systems that are largely present on the market.
Look at the shape and connection of one of these optical decoupling systems here below (they are all the
same):
This is the connection scheme for a PNP inductive switch type, remember
that the proximity sensors have three output wires:
BROWN: positive powering 12 to 30 volt
BLACK: output
BLUE: ground
Connect VCC to PIN 2 of Y2
Connect the ground to PIN 25 of Y2
R2 is a 2200 ohm resistor
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R1 is a 2200 ohm resistor for a supply voltage of the proximity sensor ranging from 12 to 30 volts (BROWN
= +12, BLUR = GND).
Set LOW at point 50 of the configuration.
Here below the scheme for a NPN inductive sensor:
Connections and values are the same as the previous documentation.
To end, just a notation: why don’t connect the output of the positioning
sensor directly to the provided one?
The answer is easy: to reduce the possibility of malfunctioning due to
interference or ground rings.
The concept is very simple: the PALOMAR has a own power supply and it can
be connected to a PC by a serial port.
It can also be connected to an auto-guide controlled by the same PC.
Finally, there are different connections to devices such as limit switch,
encoder and so on.
All the wires used in these connections are often very long and they becomes a good antennas “fishing” in a
very polluted sea as our electromagnetic spectrum.
To reduce possible trouble is better to have a small 12V 1A power supply to power various small devices and
use the optical decoupling to connect to Palomar.
To make the idea here below you find an image taken by a digital oscilloscope with the probe short-circuited
by 5 cm of copper wire. What you see is FM 88-108 MHz!
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The ground loops are dangerous for the signal connections. In fact:
- let suppose that at least one of electrical devices is powered by the mains power (for example, the PC) and
that there is a not negligible or parasite or inserted ad hoc capacity (for example to filter the radio noise)
between the conductors at mains potential and the earth.
In this case, it is very probable that a 50 Hz current added to different noises always present in the mains
power passes through the conductor that connect the device where the dispersion is generated and the
earth.
At that point, due to the resistance and the electrical impedance of the conductor, across the conductor it
generates a noise voltage present at the ends of the shielding braided wire of the signal cables. This voltage
is added to the present signal and it can cause malfunctioning.
- if there is time-varying magnetic field in the inner of the ground loop, it generates an induced current in
the loop itself involving the same effect of a noise voltage that goes to add at the signal saw in the previous
point.
The variable magnetic field can be produced by THE dispersion of power transformers, the dispersion of
switching, by radio frequency signals (I, for example, live within the range of a MF radio transmitter), or
other.
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TIMERS
In this panel we can find 4 timers, that you can use for many different kind of measures.
Other than visualize the contents of the timers, the panel allows to execute start/stop and clear functions.
Timers’ functions stay active even when you exit the panel and execute any other function of your interest.
To see their count values, just open again the panel.
Here below the panel appearing:
The usefulness of an integrated timing is manifold, for example to calculate an eyepiece field of view is
enough to bring a reference star on the edge of the framed area with micro-metric movements in a
clockwise direction (for northern latitudes), to start the timer and simultaneously block the clockwise
movement with the joystick; when the star reaches the opposite edge, stop the timer and release the
joystick. At this point simply multiply the measured time (converted into seconds) for 15 and we have the
framed area in seconds of arc.
Use of the keyboard:
START/STOP TIMER 3
CLEAR TIMER 3
START/STOP TIMER 2
START/STOP TIMER 1
START/STOP TIMER 0
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CLEAR TIMER 2
CLEAR TIMER 1
CLEAR TIMER 0
SIDEREAL TRACKING IMPROVEMENT
This command allows you to vary arbitrarily the speed of sidereal tracking or to calculate it exactly for the
current date.
The changes that are made are applied in real time and, therefore, it it possible to see its effect on the
tracking.
The panel that appears is the following:
Use of the keyboard:
Set the Step value at 0.0000000001
Set the Step value at 0.0000000010
Set the Step value at 0.0000000100
Set the Step value at 0.0000001000
Set the Step value at
Set the Step value at 0.0000100000
Set the Step value at 0.0001000000
Set the Step value at 0.0010000000
Set the Step value at 0.0100000000
Set the Step value at 0.1000000000
Subtracts the value of Step to Ksid
Sum the Step value to the Ksid values
Ksid is set at the average value of the sidereal day (default 1.002737909350795)
Ksid is calculated with reference to the present date
The Ksid value is saved in EEPROM and used again afterward
No change is applied to Ksid
WARNING: if you press RET key, the value changed by this command is memorized and it will be used as
default even after the turn OFF of the device.
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CONFIGURATION
This is the panel that appears:
This panel manages the configuration of PALOMAR. When you change a parameter, you must be sure of its
value since the instrument's performance can also be significantly affected by this. In all cases, whatever the
value entered, it can never be a cause of electrical damage.
This is a panel that can simply be displayed for verification or edited with F4 to change the values.
This is a panel that can simply be displayed for verification or edited with F4 to change its values. All content
is stored in EEPROM.
When you are sure of the parameters set, we suggest to always make a back up of the same, using a PC
connected with its management program or saving the contents in one of four areas of memory available.
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EPHEMERIDES
It calculates the position of planets, sun, moon and some time values.
Every time you press F1 all fields are updated with the current value of time ..
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ARBITRARY TRACKING ON BOTH AXES
As said, PALOMAR is able to execute arbitrary tracking on both axes.
The panel appearing is the following:
It enables the axis or axes on which you want to set the arbitrary tracking, it provides the sense of rotation
and angular motion in seconds of arc (AS).
Thereafter, to enable the tracking programmed, you must select the USER command by SELECTION
TRACKING (1).
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SERIAL CONNECTION
PALOMAR has two RS232 serial channels; generally, just one channel is reported on the input/output
connector Y2. This is because to permit the updating of the management software it is necessary two control
signals that take the place of the second channel.
It is also possible to order the PALOMAR version with the two serial channel both present on Y2, but in this
case you have to take into account that to re-program it, you have to dismount it and have access to an
inner connector.
The serial communication is set to 9600,8,N,1 and it allows to receive LX200 commands by most of
astronomy programs.
PALOMAR version 1.0.0 correctly works on these programs:
1.
2.
3.
SkyMap Pro 8
The Sky 6
Cartes Du Ciel 3.0
The LX200 commands recognized are:
GR,GD,GA,GZ,GS,SS,GL,Ga,SL,GC,SC,Gt,St,Gg,Sg,GG,RC,RG,RS,RM,Me,Mn,Ms,Mw,Qn,Qs,Qe,Qw,U#,Gr,Sr,
Gd,Sd,MS,Q#,P#,CM,GT,GVT,GVP,GVD,GVN,T,T-,T+,TQ
At the same time, PALOMAR recognizes, by the use of a proprietary format, an higher number of commands
for which you can find documentation in the following chapters.
Now, let’s see how to connect PALOMAR to you personal computer.
Supplied is already present a two-meter cable with 9-pin connector, following is a complete documentation
for those who want to make all this by himself.
In personal computers there are one or more serial
ports, of two different possible types: at 9 o 25 PINS.
We need only three of all present signals:
Receive data
Transmit data
Signal ground
Depending on the type of connector, these signals are in different pins, the table below shows the
disposition.
DB9 DB25
Function
1
8
Data carrier detect
2
3
Receive data
3
2
Transmit data
4
20
Data terminal ready
5
7
Signal ground
6
6
Data set ready
7
4
Request to send
8
5
Clear to send
9
22
Ring indicator
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To identify the numeration of the RS232 connector’s pins, the images below can be very useful:
The supplied connector requires the use of the DB9 under this disposition:
DB9
DB9 PALOMAR
PC Function
2
2
Receive data
3
3
Transmit data
5
5
Signal ground
Instead, if you want to build a cable directly from Y2, the connection becomes:
DB9 PC
Y2 PALOMAR
PC Function
2
12
Receive data
3
11
Transmit data
25-14
RTS at ground
25-13
DTR at ground
25
Signal ground
5
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PROGRAMMING CABLE
It could also be very useful the programming cable, which is necessary when you intend to reprogram the
PALOMAR with a new version of the program. It is possible to purchase this cable online, but here are a few
basic guidelines on how build it by yourselves.
Let always use a shielded cable connecting the braided wire to PIN5 of the DB9 and to PIN25 of
Y2 of Palomar.
DB9
Y2 PALOMAR
PC Function
7
14
Request to send
2
12
Receive data
3
11
Transmit data
4
13
Data terminal ready
5
25
Signal ground
WARNING: always connect the pins 13 and 14 to the ground if you don’t use the
programming cable.
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JOYSTICK OR AUTOGUIDE CONNECTION
Both the joystick and the auto guide a refer to the same inputs, since they are alternatives to each others.
Every input is opto-isolated and it represents a guarantee for the noise and the safety of the PALOMAR even
when you use very long cables.
For each input of the auto guide, it exists an opto-isolator.
The scheme alongside reports exactly a PALOMAR input.
The resistance R1 is 470 ohms and it is internal.
S1 is the contact the auto guide must have, while Vi is the voltage
generator ranging from 5 to 12 volts.
The same considerations are valid even for an external keyboard or
joystick.
In the example below, it is reported the connection to make for the
use of an ST4 type of auto guide.
CONNECTION PALOMAR - ST4
CAVO
JOYSTICK
7
2
1
4
3
PIN Y2
PALOMAR
26
PIN CONNECTOR RELAYS ST4
DESCRIZIONE
-
-
5,8,11,14
24
23
22
21
10
4
13
7
Common (cathode) of the
optoisolators. Connect to the
ground
of
the
external
generator Vi
Common relays ST4. Connect at
positive electrode of Vi
X+ (OI[2])
X- (OI[3])
Y+ (OI[0])
Y- (OI[1])
For very short connections and when you use a shielded cable, it is possible to use the +5 volts tension
present on pin 2 of the Y2 connector as Vi generator, by interposing a 47 ohms resistance in series and
connecting the pins 25-26 together.
Pay attention: this kind of connection is strongly discouraged since it is subject to noise and not reliable.
You can find free software that by the use of a web cam connected to the PC by the USB and of the
PALOMAR, connected to the PC by a parallel port, optimally perform the functions of an auto guide system.
In this case, it is sufficient to connect the ground of the PC, present on pins 18,19,20,21,22,23,24,25 (one is
enough!) to the pin 26 of Y2 and connect the control pins (these change depending on the software)
respectively to the control pins 21,22,23,24.
Pay attention: if you use the same PC even for the remote control by RS232 you nullified the galvanic
isolation!
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PROPRIETARY SERIAL PROTOCOL
Other than recognize the commands with LX200 format, PALOMAR has also a proprietary format allowing
you the possibility to control and set it wider than LX200 format can allow.
Both of the format are accepted and they are very different with respect to syntax used.
Communicate with PALOMAR means transmit and receive typically only text messages in ASCII format.
For “typically” we intend that the protocol can be defined by the user and it is possible to choose also nontext characters.
The protocol herein described is the default one set during the testing of the instrument.
The proprietary serial protocol used has three possible type of fields:
Control, you can use this field for:
Identity: this field indicates the base address identifying the PALOMAR of message destination; typically it
is a number of maximum 2 digits.
Separator: it is a character used to separate logically the fields between them.
End of message: it is a character identifying the end of message.
Command: it is a command of three ASCII characters identifying the command that the PALOMAR must
run.
Parameter/s: Zero or at maximum 15 parameter specific of the command to run.
Here below an example composition of a command transmitted to PALOMAR:
Let’s see a real message:
0,REVCR
in C language the string is defined as follows:
“0,REV\r”
Analyzing it:
The character ‘0’ is the identifying number of PALOMAR, the character ‘,’ is the separator, ‘REV’ is the
command, ‘\r’ e’ is the character of control of end string.
If you are using only one PALOMAR by the serial port, it is possible to skip the CONTROL IDENTITY, so the
previous message becomes:
“REV\r”
You can even use this modality when there are many PALOMARs connected by the same serial port;
however, you have take into account that only the one directly connected to the serial port of the system is
able to receive the commands.
At the contrary, it could be useful to send the same commands to all the PALOMARs connected, you can do it
indicating the sequence of characters ‘##’ instead of the the NUMBER IDENTITY, so the message becomes:
“##,REV\r”
There is also the possibility to enable a control for the integrity of the messages; to do it, by a command you
can enable the generation and control of a 16 bit CRC.
This type of control gives a high reliability on the integrity of the received message.
If we enable the CRC, the previous message becomes:
0,REV,18149CR
The characters highlighted in yellow are the ones used for the calculation of CRC.
In case the received CRC is different from the one calculated, the response is:
0,CRC,55991CR
Instead, if the CRC is right, we receive:
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0,100,55487CR
More info on CRC at the website:
http://it.wikipedia.org/wiki/Cyclic_redundancy_check
It’s very important to underline the first parameter
indicated by PALOMAR in the response message is its
identity number.
A brief note on the notation used:
[] The square brackets enclose optional fields
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PROPRIETARY SERIAL COMMANDS
In the following pages you can find a complete list of the commands run by PALOMAR.
For all the examples, we assume that: 1) the identity number of PALOMAR is 0; 2) the decimal mode is
active; the separator used is a comma; the terminator character is CR (13); the CRC control is disabled.
Otherwise it would change the parameters encoding or the response codes.
DIGITS indicates the number of hexadecimal digits when HEX mode is active.
For all the commands returning a state, these are the possible messages:
TEXT
ACK
INDEX OF STATUS
0
DESCRIPTION
Successfully executed command
NAK
BPN
1
2
Not recognized command
Wrong number of parameters
POR
UNS
3
4
Parameter out of range
Not supported mode
CRC
5
CRC failure on received string
As for the commands, the error codes can be text type or numeric index depending on the choice of the
user; you can switch from one type to the other by the use of VRB command.
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REV
COMMAND
TEXT
INDEX
REV
000
PARAMETER
#
Digits
Minimum Value
RETURN
#
Digits
0
2
1
4
DETAIL
Command used to know the program
EXAMPLE

REVCR
DESCRIPTION
Return the remote management program revision.
DESCRIPTION
Maximum Value
DESCRIPTION
Value
0-255
100-1000
PALOMAR identifier
Program revision
revision. If it returns the value 100, it means 1.0.0.

0,100CR
HST
COMMAND
DESCRIPTION
TEXT
INDEX
HST
001
Return the temperature of the heat sink.
PARAMETER
DESCRIPTION
#
Digits
Minimum Value
Maximum Value
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
PALOMAR identifier
1
2
0-255
Heat sink temperature
DETAIL
Command used to know the operating temperature of the heat sink in degrees centigrade.
EXAMPLE


HSTCR
0,27CR
MMC
COMMAND
TEXT
INDEX
MMC
002
PARAMETER
#
Digits
Minimum Value
0
2
0
1
4
0
RETURN
#
Digits
0
2
1
2
DETAIL
Command used to set the maximum
EXAMPLE
MMC,0,2000CR
DESCRIPTION
Set the max current of the motors.
DESCRIPTION
Maximum Value
1
2800
Value
0-255
CODE
Set motor. 0 = RA, 1 = DE
Max current of the motor in mA
DESCRIPTION
PALOMAR identifier
Operation result
current of the motors.
0,ACKCR
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RMC
COMMAND
DESCRIPTION
TEXT
INDEX
RMC
003
Return the current of the used motors.
PARAMETER
DESCRIPTION
#
Digits
Minimum Value
Maximum Value
0
2
0
1
Set motor. 0 = RA, 1 = DE
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
PALOMAR identifier
1
4
0-2800
Current in use in mA
DETAIL
Command used to know the current in use on the selected motor.
EXAMPLE
RMC,0CR
0,2000CR
OFF
COMMAND
TEXT
OFF
PARAMETER
#
Digits
DESCRIPTION
INDEX
004
Minimum Value
Turn off the PALOMAR.
DESCRIPTION
Maximum Value
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
PALOMAR identifier
1
3
OFF
DETAIL
By this command you can turn off the PALOMAR by remote connection
EXAMPLE
OFFCR
0,OFFCR
THS
COMMAND
DESCRIPTION
TEXT
INDEX
THS
005
Temperature threshold to start on the fan
PARAMETER
DESCRIPTION
#
Digits
Minimum Value
Maximum Value
1
2
0
99
Temperature in degrees centigrade
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
PALOMAR identifier
1
2
CODE
Operation result
DETAIL
Set the temperature threshold measured on the inner heat sink in the order to turn on the fan
EXAMPLE
THS,55CR
0,ACKCR
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RTH
COMMAND
DESCRIPTION
TEXT
INDEX
RTH
006
Return the temperature threshold
PARAMETER
DESCRIPTION
#
Digits
Minimum Value
Maximum Value
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
PALOMAR identifier
1
2
0-99
Heat sink temperature
DETAIL
Return the temperature threshold above which turns on the fan
EXAMPLE
RTHCR
0,55CR
EEW
COMMAND
DESCRIPTION
TEXT
INDEX
EEW
009
Write a byte in the EEPROM at the specified address
PARAMETER
DESCRIPTION
#
Digits
Minimum Value
Maximum Value
0
8
0
131071
EEPROM address
1
2
0
255
Byte
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
PALOMAR identifier
1
2
CODE
Operation result
DETAIL
Write a byte in the EEPROM at the specified address. Attention! An area of the EEPROM is reserved to the PALOMAR
settings, a wrong writing is cause of malfunctioning
EXAMPLE
EEW,16384,27CR
0,ACKCR
EWW
COMMAND
TEXT
EWW
DESCRIPTION
INDEX
010
Write a (16 bit) word in the EEPROM at the specified
address
DESCRIPTION
PARAMETER
#
Digits
Minimum Value
Maximum Value
0
8
0
131071
EEPROM address
1
4
0
65535
Word
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
PALOMAR identifier
1
2
CODE
Operation result
DETAIL
Write a (16 bit) word in the EEPROM at the specified address. Attention! An area of the EEPROM is reserved to the
PALOMAR settings, a wrong writing is cause of malfunctioning
EXAMPLE
EEW,16384,1957CR
0,ACKCR
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ELW
COMMAND
TEXT
ELW
DESCRIPTION
INDEX
011
Write a (32 bit) long word in the EEPROM at the specified
address
DESCRIPTION
PARAMETER
#
Digits
Minimum Value
Maximum Value
0
8
0
131071
EEPROM address
1
8
0
4294967295
Long Word
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
PALOMAR identifier
1
2
CODE
Operation result
DETAIL
Write a (32 bit) long word in the EEPROM at the specified address. Attention! An area of the EEPROM is reserved to the
PALOMAR settings, a wrong writing is cause of malfunctioning
EXAMPLE
EEW,16384,1961957CR
0,ACKCR
EDW
COMMAND
TEXT
ELW
DESCRIPTION
INDEX
011
PARAMETER
#
Digits
Minimum Value
Maximum Value
0
8
0
131071
1
8
1E-37
1E+37
RETURN
#
Digits
Value
0
2
0-255
1
2
CODE
DETAIL
Write a (64 bit) floating point number in the EEPROM at the
reserved to the PALOMAR settings, a wrong writing is cause
EXAMPLE
EEW,16384,1957.34567CR
Write a (64 bit) floating point number in the EEPROM at
the specified address
DESCRIPTION
EEPROM address
Floating point number
DESCRIPTION
PALOMAR identifier
Operation result
specified address. Attention! An area of the EEPROM is
of malfunctioning
0,ACKCR
EER
COMMAND
DESCRIPTION
TEXT
INDEX
EER
013
Read a byte of the EEPROM at the specified address.
PARAMETER
DESCRIPTION
# Digits
Minimum Value
Maximum Value
0
8
0
131071
EEPROM address
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
0-255
Contents of the memory
DETAIL
Read a byte of the EEPROM at the specified address (in the example given, it is not said that 206 is the content of the
cell 3184).
EXAMPLE
EER,3184CR
0,206CR
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EWR
COMMAND
TEXT
EWR
DESCRIPTION
INDEX
014
PARAMETER
# Digits
Minimum Value
0
8
0
RETURN
#
Digits
0
2
1
4
DETAIL
Read a (16 bit) word of the EEPROM
content of the 33174).
EXAMPLE
EWR,33174CR
Read a (16 bit) word of the EEPROM at the specified
address.
DESCRIPTION
Maximum Value
131071
Value
0-255
0-65535
EEPROM address
DESCRIPTION
AMS identifier
Contents of the memory
at the specified address (in the example given, it is not said that 21065 is the
0,21065CR
ELR
COMMAND
TEXT
ELR
DESCRIPTION
INDEX
015
Read a (32 bit) long word of the EEPROM at the specified
address.
DESCRIPTION
PARAMETER
# Digits
Minimum Value
Maximum Value
0
8
0
131071
EEPROM address
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
4
0-65535
Contents of the memory
DETAIL
Read a (32 bit) long word of the EEPROM at the specified address (in the example given, it is not said that 65 is the
content of the 1024372).
EXAMPLE
ELR,65CR
0,1024372CR
EDR
COMMAND
TEXT
EDR
DESCRIPTION
INDEX
016
Read a real number from the EEPROM at the specified
address.
DESCRIPTION
PARAMETER
# Digits
Minimum Value
Maximum Value
0
8
0
131071
EEPROM address
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
4
0-65535
Contents of the memory
DETAIL
Read a real number from the EEPROM at the specified address ((in the example given, it is not said that 1331 is the
content of the 3.14159265).
EXAMPLE
EDR,1331CR
0,3.14159265CR
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ILP
COMMAND
TEXT
INDEX
ILP
017
PARAMETER
# Digits
Minimum Value
RETURN
#
Digits
0
2
1
4
DETAIL
Read the content of the input port at
EXAMPLE
EDR,1331CR
DESCRIPTION
Read the port at 14 bit
DESCRIPTION
Maximum Value
DESCRIPTION
Value
0-255
0-16383
AMS identifier
Contents of the memory
14 bit, following the order ROW[0:7],IN[0:7].
0,3.14159265CR
OLP
COMMAND
TEXT
INDEX
OLP
018
PARAMETER
# Digits
Minimum Value
0
4
0
RETURN
#
Digits
0
2
1
2
DETAIL
Write the port at 16 bit, the involved
EXAMPLE
OLP,1CR
DESCRIPTION
Write the port at 16 bit.
DESCRIPTION
Maximum Value
65535
Value
0-255
CODE
16 bit word to write on the port
DESCRIPTION
AMS identifier
Operation result
signals are COL[0:7],OUT[0:7]
0,ACKCR
MEN
COMMAND
TEXT
INDEX
MEN
019
PARAMETER
# Digits
Minimum Value
0
2
0
1
2
0
RETURN
#
Digits
0
2
1
2
DETAIL
Enable or disable the motors.
EXAMPLE
MEN,0,1CR
DESCRIPTION
Enable or disable the motors.
DESCRIPTION
Maximum Value
1
1
Value
0-255
CODE
Motor selection
0 = disabled, 1 = enabled
DESCRIPTION
AMS identifier
Operation result
0,ACKCR
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SME
COMMAND
TEXT
INDEX
SME
020
PARAMETER
# Digits
Minimum Value
0
2
0
RETURN
#
Digits
0
2
1
2
DETAIL
Read the enabling of motors.
EXAMPLE
SME,1CR
DESCRIPTION
Read the enabling of the motors.
DESCRIPTION
Maximum Value
1
Value
0-255
0-1
Motor selection
DESCRIPTION
AMS identifier
0 = disabled, 1 = enabled
0,1CR
FRC
COMMAND
DESCRIPTION
TEXT
INDEX
FRC
021
Set the fractionation of the motors.
PARAMETER
DESCRIPTION
# Digits
Minimum Value
Maximum Value
0
2
0
3
Program selection
1
2
1
500
Fractionation (N * 400)
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
CODE
Operation result
DETAIL
Set the fractionation of the motors. Motors can execute tracking and slewing, for each operation (program) it is
possible to set a different fractionation:
0 = Slewing axis 0
1 = Tracking axis 0
2 = Slewing axis 1
3 = Tracking axis 1
EXAMPLE
FRC,0,25CR
0,ACKCR
CMF
COMMAND
TEXT
CMF
PARAMETER
# Digits
0
2
DESCRIPTION
INDEX
022
Minimum Value
0
Read the set fractionation.
DESCRIPTION
Maximum Value
3
Program selection
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
1-500
Frazionamento (N * 400)
DETAIL
Read the fractionation sets for each of the available program.
EXAMPLE
CMF,0CR
0,25CR
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RES
COMMAND
TEXT
RES
PARAMETER
# Digits
RETURN
#
0
1
DETAIL
Reset AMS
EXAMPLE
RESCR
DESCRIPTION
INDEX
023
Reset the AMS
DESCRIPTION
Minimum Value
-
Maximum Value
-
Digits
2
2
Value
0-255
CODE
DESCRIPTION
AMS identifier
Operation result
0,ACKCR
MPF
COMMAND
TEXT
INDEX
MPF
024
PARAMETER
#
Digits
Minimum Value
0
8
1
RETURN
#
Digits
0
2
1
2
DETAIL
Set the maximum frequency (Hz).
EXAMPLE
MPF,50000CR
DESCRIPTION
Set the maximum frequency (Hz).
DESCRIPTION
Maximum Value
500000
Value
0-255
CODE
Frequency in Hz
DESCRIPTION
AMS identifier
Operation result
0,ACKCR
SMF
COMMAND
TEXT
INDEX
SMF
025
PARAMETER
# Digits
Minimum Value
RETURN
#
Digits
0
2
1
8
DETAIL
Read the maximum frequency (Hz).
EXAMPLE
SMFCR
DESCRIPTION
Read the maximum frequency (Hz).
DESCRIPTION
Maximum Value
DESCRIPTION
Value
0-255
1-500000
AMS identifier
Frequency in Hz
0,50000CR
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ESF
COMMAND
DESCRIPTION
TEXT
INDEX
ESF
026
Set the sampling frequency (Hz) of the encoders.
PARAMETER
DESCRIPTION
# Digits
Minimum Value
Maximum Value
0
8
1
500000
Frequency in Hz
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
CODE
Operation result
DETAIL
Set the sampling frequency (Hz) of the encoders. Typically this frequency must be 4 times the maximum slewing
frequency.
EXAMPLE
ESF,200000CR
0,ACKCR
SEF
COMMAND
TEXT
SEF
DESCRIPTION
INDEX
025
Read the maximum sampling frequency (Hz) of the
encoders.
DESCRIPTION
PARAMETER
# Digits
Minimum Value
Maximum Value
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
8
1-500000
Frequency in Hz
DETAIL
Read the maximum sampling frequency (Hz) of the encoders.
EXAMPLE
SEFCR
0,200000CR
ECT
COMMAND
TEXT
INDEX
ECT
028
PARAMETER
# Digits
Minimum Value
Maximum Value
0
2
0
1
RETURN
#
Digits
Value
0
2
0-255
1
8
0-232
DETAIL
Read the number of counts of the encoders.
EXAMPLE
ECT,0CR
DESCRIPTION
Read the number of counts of the encoders.
DESCRIPTION
Motor selection 0,1
DESCRIPTION
AMS identifier
Number of counts
0,33212CR
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SEC
COMMAND
TEXT
INDEX
SEC
029
PARAMETER
# Digits
Minimum Value
Maximum Value
0
2
0
1
1
2
0
232
RETURN
#
Digits
Value
0
2
0-255
1
2
CODE
DETAIL
Set the number of counts of the encoders.
EXAMPLE
SEC,0,0CR
DESCRIPTION
Set the number of counts of the encoders.
DESCRIPTION
Motor selection
Number of counts
DESCRIPTION
AMS identifier
Operation result
0,ACKCR
POS
COMMAND
DESCRIPTION
TEXT
INDEX
POS
030
Run a slewing on both axes.
PARAMETER
DESCRIPTION
# Digits
Minimum Value
Maximum Value
0
2
0
1
Direction axis 0, 0 = CCW, 1 = CW
1
8
0
232
Number of steps to run axis 0
2
2
0
1
Direction axis 1, 0 = CCW, 1 = CW
3
8
0
232
Number of steps to run axis 1
4
8
0
232
Starting period axis 0
5
8
0
232
Period of max speed axis 0
6
8
0
232
Starting period axis 1
7
8
0
232
Period of max speed axis 1
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
CODE
Operation result
DETAIL
Run a slewing on both axes. Starting and maximum speed periods give the acceleration and deceleration ramp. To get
the used frequencies in Hz just divide the maximum slewing speed (set with the command MPF) by the number used
plus one.
EXAMPLE
POS,0,332450,1,1234,20,2,15,2CR
0,ACKCR
PCT
COMMAND
DESCRIPTION
TEXT
INDEX
PCT
031
Read the number of counts that motors have to run.
PARAMETER
DESCRIPTION
# Digits
Minimum Value
Maximum Value
0
2
0
1
Motor selection 0,1
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
8
0-232
Number of counts
DETAIL
Once the slewing is run (command POS) it can read the countdown of the steps remaining to execute by the motors.
EXAMPLE
PCT,0CR
0,39252CR
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TRK
COMMAND
DESCRIPTION
TEXT
INDEX
TRK
032
Set the tracking on both axes.
PARAMETER
DESCRIPTION
# Digits
Minimum Value
Maximum Value
0
2
0
1
Motor selection
1
8
0
232
Primary period
2
8
0
232
Number of primary periods
3
8
0
232
Secondary period
4
8
0
232
Number of secondary periods
5
8
0
1
Direction axis 0, 0 = CCW, 1 = CW
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
CODE
Operation result
DETAIL
This command allows you to set an arbitrary tracking on both axes. The frequency of steps is established by setting the
time to be used which is equal to the maximum frequency of slewing divided the value of the period. If the frequency
you want has no fractional, the primary period is equal to the secondary and the number of periods is the same;
otherwise, the primary will be run for a certain period (e.g. positive deviation) and then it will be run the secondary
period ( e.g. negative deviation) so that the average period is centered (in an error limit) on the value you desire.
EXAMPLE
TRK,0,100,373,1234,20,0CR
0,ACKCR
ETK
COMMAND
DESCRIPTION
TEXT
INDEX
ETK
033
Enable the tracking on an axis.
COMMAND
DESCRIPTION
# Digits
Minimum Value
Maximum Value
0
2
0
1
Motor selection
1
2
0
1
Disable 0, Enable 1
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
CODE
Operation result
DETAIL
After sets a tracking by the command TRK, it’s possible to run or not it by this command.
EXAMPLE
ETK,0,1CR
0,ACKCR
TKS
COMMAND
TEXT
INDEX
TKS
034
PARAMETER
# Digits
Minimum Value
Maximum Value
0
2
0
1
RETURN
#
Digits
Value
0
2
0-255
1
8
0-1
DETAIL
Check the tracking activity.
EXAMPLE
TKS,0CR
DESCRIPTION
Check the tracking activity.
DESCRIPTION
Motor selection 0,1
DESCRIPTION
AMS identifier
0 = Disabled, 1 = Enabled
0,1CR
IOP
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COMMAND
TEXT
INDEX
IOP
035
PARAMETER
# Digits
Minimum Value
Maximum Value
RETURN
#
Digits
Value
0
2
0-255
1
2
0-15
DETAIL
Generally the 4 opto-isolated bits of this port are dedicated
these inputs can be used for generic purposes.
EXAMPLE
IOPCR
DESCRIPTION
Read the opto-isolated inputs of the encoders.
DESCRIPTION
DESCRIPTION
AMS identifier
Status of the port
to the encoders; however, if you use an open-loop system
0,8CR
SOC
COMMAND
TEXT
INDEX
SOC
036
PARAMETER
# Digits
Minimum Value
0
2
0
RETURN
#
Digits
0
2
1
2
DETAIL
By this command you can control the
EXAMPLE
SOC,1CR
DESCRIPTION
ON/OFF open collector output.
DESCRIPTION
Maximum Value
1
Value
0-255
CODE
Disable 0, Enable 1
DESCRIPTION
AMS identifier
Operation result
output of the open collector present on pin 1 of Y17.
0,ACKCR
STO
COMMAND
TEXT
INDEX
STO
037
PARAMETER
# Digits
Minimum Value
Maximum Value
0
2
0
15
RETURN
#
Digits
Value
0
2
0-255
1
2
CODE
DETAIL
Write Write at 4 bit wide on buffered the port.
EXAMPLE
STO,7CR
DESCRIPTION
Write at 4 bit wide on the TTL amplified port.
DESCRIPTION
Contents of the port
DESCRIPTION
AMS identifier
Operation result
0,ACKCR
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GTL
COMMAND
TEXT
GTL
PARAMETER
# Digits
RETURN
#
0
1
DETAIL
Read the 4bit
EXAMPLE
GTLCR
DESCRIPTION
INDEX
038
Read the inputs of the 4bit amplified port.
DESCRIPTION
Minimum Value
-
Maximum Value
-
Digits
2
2
Value
0-255
0-15
DESCRIPTION
AMS identifier
Status of the port
input of the TTL port with buffer.
0,7CR
DAC
COMMAND
DESCRIPTION
TEXT
INDEX
DAC
039
Set a voltage in one of two D/A converters.
PARAMETER
DESCRIPTION
# Digits
Minimum Value
Maximum Value
0
2
0
1
Channel selection
1
4
0
4095
Output voltage
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
CODE
Operation result
DETAIL
By this command you can set the output voltage of the two analog outputs.
EXAMPLE
DAC,0,1023CR
0,ACKCR
SRC
COMMAND
TEXT
INDEX
SRC
040
PARAMETER
# Digits
Minimum Value
0
4
1900
1
2
1
2
2
1
3
2
1
4
2
0
5
2
0
6
2
0
RETURN
#
Digits
0
2
1
2
DETAIL
Set the internal clock.
EXAMPLE
SRC,2010,1,10,2,9,9,20CR
DESCRIPTION
Set the internal clock.
DESCRIPTION
Maximum Value
2050
12
31
7
23
59
59
Value
0-255
CODE
Year
Month
Day
Day of the week
Hour
Minute
Second
DESCRIPTION
AMS identifier
Operation result
0,ACKCR
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RTC
COMMAND
TEXT
INDEX
RTC
041
PARAMETER
# Digits
Minimum Value
RETURN
#
Digits
0
2
1
4
2
2
3
2
4
2
5
2
6
2
7
2
DETAIL
Read the internal clock.
EXAMPLE
RTCCR
DESCRIPTION
Read the internal clock.
DESCRIPTION
Maximum Value
DESCRIPTION
Value
0-255
1900-2050
1-12
1-31
1-7
0-23
0-59
0-59
AMS identifier
Year
Month
Day
Day of the week
Hour
Minute
Second
0,2010,1,10,2,9,9,28CR
JOY
COMMAND
DESCRIPTION
TEXT
INDEX
JOY
042
Read the status of the joystick.
PARAMETER
DESCRIPTION
# Digits
Minimum Value
Maximum Value
RETURN
DESCRIPTION
#
Digits
Value
0
2
0-255
AMS identifier
1
2
0-15
Status of the port
DETAIL
The opto-isolated inputs OPTO[2:5] are typically used for a 4 switch joystick for manual movements
EXAMPLE
JOYCR
0,1CR
EDE
COMMAND
TEXT
INDEX
EDE
047
PARAMETER
# Digits
Minimum Value
Maximum Value
0
2
0
1
RETURN
#
Digits
Value
0
2
0-255
1
2
CODE
DETAIL
Enable or disable the reading of the encoders.
EXAMPLE
EDE,1CR
DESCRIPTION
Enable or disable the reading of the encoders.
DESCRIPTION
Disable 0, Enable 1
DESCRIPTION
AMS identifier
Operation result
0,ACKCR
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SID
COMMAND
TEXT
INDEX
EDE
048
PARAMETER
# Digits
Minimum Value
0
2
0
RETURN
#
Digits
0
2
1
2
DETAIL
It sets AMS identifier. Attention: the
EXAMPLE
SID,1CR
DESCRIPTION
Set the identifier number.
DESCRIPTION
Maximum Value
255
Value
0-255
CODE
Identity number
DESCRIPTION
AMS identifier
Operation result
return will use the new identifier.
1,ACKCR
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SOFTWARE UPDATE
Update the PALOMAR management software is important since you can access to updated functions and
resolution of possible malfunctions.
To update the internal code it is necessary you have already installed on your PC (XP/VISTA) the MDI
working ambient included in the supplied CD-ROM and to have got the programming cable for which you
can find documentation on following chapters.
Then, connect the programming cable to the and disconnect the motors.
If you installed the MDI on your PC you’ll find the identifying icon:
Click on it and after few seconds its window will appear.
Press F9 or select the voice Applications from Window menu.
By a double click, select the ISP application from the application index:
Clicking on icon OPEN
the following window will appear:
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Settings must be as the ones reported above, except for the COM, that has to be set properly. Now, click on
BROWSE command and look for the code file of the updating (.HEX extension).
Once the file has been uploaded, it is possible to begin the writing phase of the internal FLASH memory of
the PALOMAR. To do it, you must press the ON button of PALOMAR, being careful not to release it during all
the programming time, then click on the UPLOAD button of the ISP application.
Once the programming has be done, the PALOMAR is going to restart.
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REMOTE CONTROL
The Palomar is LX200 compliance device, for this reason, it is possible to use it with all astronomy programs
running with this telescope.
Each program has a own specific setup to install the driver necessary for the management of the telescope
and it doesn’t exist a common way of installation.
Here we describe how to install Cartes du Ciel V3.0, one of the most popular freeware of astronomical
simulation and how to install the driver for LX200.
First, from the Cartes du Ciel website, let download the executable for the installation of the program and
run it.
The classical installation window will appear:
Follow the indications of the installation program.
After installing the main program should now install the plug-in of Cartes du Ciel for LX200, you can find it
on the website of the program itself, the file is called “cdcmeade.exe”, download and run it.
Now, we can run the Cartes du Ciel and select the driver for LX200.
From the mani menu, select CONFIGURATION->SYSTEM, select the TAB TELESCOPE and in the field SELECT
INTERFACE click on the button Plugin CdC.
Then, in the field PLUGIN CDC SETTINGS, select Meade.tid and press OK.
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It should open the following window:
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Now from the main menu, let select TELESCOPE->CONTROL PANEL and the typical panel will appear:
From the tab COMM SETTINGS select the serial port where your Palomar is connected:
Come back to the first panel and click on CONNECT button: if your Palomar is ON and good powered, you
can manage it simply clicking on the objects present in the simulator.
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PROPRIETARY REMOTE CONTROL
In the CD-ROM supplied with Palomar there is even a program for management from PC with Operative
Systems XP/Vista/7 that other than allows the setting and the total remote control of Palomar, it also offers
the possibility to execute complex slewing in a very easy way.
The managing program of the Palomar is called MDI and it its the same we use for the updating fo the
firmware and for the changing or writing of the firmware itself.
If not already done, let install it running the Palomar.exe program.
It appears the window:
Follow the instruction of the installation program.
After the program installation, on the desktop will appear icon
Click on it and the MDI window will appear.
Attention: for the operative systems Vista and 7 you must execute MDI as administrator.
If you configure MDI for the Palomar you will have the icon
If you don’t have this icon, you have to select this application: press F9 or execute from the WINDOWAPPLICATIONS menu: a list of applications will appear, you have just to select Palomar.
since this is the first time you connect to
Palomar we suggest you to make a backup of the settings
of it, so let click on the icon
or select FILE->NEW.
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It appears the remote control panel of Palomar:
Select the serial port where Palomar is connected and click on CONNECT button: if the Palomar is ON and
connected correctly you will have the following window:
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Select the tab CONFIG
Click on DOWNLOAD button. By this command, all the parameters of Palomar will be read and displayed.
Now, from the main menu, select FILE->SAVE AS and save the configuration of Palomar.
At the next running of MDI you can use the command FILE->OPEN to opne your configuration of the
Palomar.
The program is intuitive and allows you to make by remote the same operations you do with the keyboard of
the Palomar.
But you must take into account that when you change the parameters, then you must apply them to the
Palomar: you can do it by clicking on the button UPLOAD and then APPLY.
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APPENDIX A – SIDEREAL TIME
Below is a short article from Wikipedia, preparatory to the topic:
SIDEREAL TIME
From Wikipedia, the free encyclopedia
Astronomers use sidereal time as a way to keep track of the direction in which their telescopes need to be
pointed to view any given star in the night sky. Just as the Sun and Moon appear to rise in the east and set
in the west, so do the stars.
A sidereal day is approximately 23 hours, 56 minutes, 4.091 seconds, corresponding to the time it takes
for the Earth to complete one rotation relative to the vernal equinox. The vernal equinox itself precesses
very slowly in a westwards direction relative to the fixed stars, completing one revolution every 26,000
years approximately. As a consequence, the sidereal day is some 0.008 seconds shorter than the earth's
period of rotation relative to the fixed stars (sidereal period of rotation).
The direction from the Earth to the Sun is constantly changing (because the Earth revolves around the Sun
once a year), but the directions from the Earth to the distant stars do not change. Therefore the cycle of the
apparent motion of the stars around the Earth has a period which is not quite the same as the 24-hour
average length of the solar day.
Maps of the stars in the night sky usually make use of declination and right ascension as coordinates. These
correspond to latitude and longitude respectively. While declination is measured in degrees, right ascension
is measured in units of hours and minutes, because it was most natural to name locations in the sky in
connection with the time when they crossed the meridian.
In the sky, the meridian is an imaginary line going from north to south that goes through the point directly
overhead, or the zenith. The right ascension of any object currently crossing the meridian is equal to the
current local (apparent) sidereal time, ignoring for present purposes that part of the circumpolar region
north of the north celestial pole (for an observer in the northern hemisphere) or south of the south celestial
pole (for an observer in the southern hemisphere) that is crossing the meridian the other way.
Because the Earth orbits the Sun once a year, the sidereal time at any one place at midnight will be about
four minutes later each night, until, after a year has passed, one additional sidereal day has transpired
compared to the number of solar days that have gone by.
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SIDEREAL TIME AND SOLAR TIME
Solar time is measured by the apparent
diurnal motion of the sun, and local noon in
solar time is defined as the moment when
the sun is at its highest point in the sky
(exactly due south or north depending on
the observer's latitude and the season). The
average time taken for the sun to return to
its highest point is 24 hours.
During the time needed by the Earth to
complete a rotation around its axis (a
sidereal day), the Earth moves a short
distance (approximately 1°) along its orbit
around the sun. Therefore, after a sidereal
day, the Earth still needs to rotate a small
extra angular distance before the sun
reaches its highest point. A solar day is,
therefore, nearly 4 minutes longer than a
sidereal day.
The stars, however, are so far away that
the Earth's movement along its orbit makes
a generally negligible difference to their
apparent direction (see, however, parallax),
and so they return to their highest point in
a sidereal day. A sidereal day is almost 4
minutes shorter than a mean solar day.
Another way to see this difference is to
notice that, relative to the stars, the Sun
appears to move around the Earth once per
year. Therefore, there is one less solar day
per year than there are sidereal days. This
makes a sidereal day approximately
⁄366.24 times the length of the 24-hour
solar day, giving approximately 23 hours,
56
minutes,
4.1
seconds
(86,164.1
seconds).
365.24
PRECESSION EFFECTS
Sidereal time vs solar time. Above left: a distant star (the
small red circle) and the Sun are at culmination, on the
local meridian. Centre: only the distant star is at
culmination (a mean sidereal day). Right: few minutes later
the Sun is on the local meridian again. A solar day is
complete.
The Earth's rotation is not simply a simple rotation around an axis that would always remain parallel to
itself. The Earth's rotational axis itself rotates about a second axis, orthogonal to the Earth's orbit, taking
about 25,800 years to perform a complete rotation. This phenomenon is called the precession of the
equinoxes. Because of this precession, the stars appear to move around the Earth in a manner more
complicated than a simple constant rotation.
For this reason, to simplify the description of Earth's orientation in astronomy and geodesy, it is
conventional to chart the positions of the stars in the sky according to right ascension and declination, which
are based on a frame which itself follows the Earth's precession, and to keep track of Earth's rotation,
through sidereal time, relative to this frame as well. In this reference frame, Earth's rotation is close to
constant, but the stars appear to rotate slowly with a period of about 25,800 years. It is also in this
reference frame that the tropical year, the year related to the Earth's seasons, represents one orbit of the
Earth around the sun. The precise definition of a sidereal day is the time taken for one rotation of the Earth
in this precessing reference frame.
DEFINITION
Sidereal time, at any moment (and at a given locality defined by its geographical longitude), more precisely
Local Apparent Sidereal Time (LAST), is defined as the hour angle of the vernal equinox at that locality: it
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has the same value as the right ascension of any celestial body that is crossing the local meridian at that
same moment.
At the moment when the vernal equinox crosses the local meridian, Local Apparent Sidereal Time is 00:00.
Greenwich Apparent Sidereal Time (GAST) is the hour angle of the vernal equinox at the prime meridian at
Greenwich, England.
Local Sidereal Time at any locality differs from the Greenwich Sidereal Time value of the same moment, by
an amount that depends on the longitude of the locality. When one moves eastward 15° in longitude,
sidereal time is larger by one hour (note that it wraps around at 24 hours). Unlike computing local solar
time, differences in longitude and time are counted here to the accuracy of measurement, not just in whole
hours.
Apparent Sidereal Time (Local or at Greenwich) differs from Mean Sidereal Time (for the same locality and
moment) by the Equation of the Equinoxes: This is a small difference in Right Ascension R.A. ( dRA) (parallel
to the equator), not exceeding about +/-1.2 seconds of time, and is due to nutation, the complex 'nodding'
motion of the earth's polar axis of rotation. It corresponds to the current amount of the nutation in ( ecliptic)
longitude (dψ) and to the current obliquity (ε) of the ecliptic, so that dRA = dψ * cos(ε).
Greenwich Mean Sidereal Time (GMST) and UT1 differ from each other in rate, with the second of sidereal
time a little shorter than that of UT1, so that (as at 2000 January 1 noon) 1.002737909350795 second of
mean sidereal time was equal to 1 second of Universal Time (UT1). The ratio is almost constant, varying but
only very slightly with time, reaching 1.002737909409795 after a century.
To an accuracy which involves a loss of precision of 0.1 second of error after a century, Greenwich (Mean)
Sidereal Time (in hours and decimal parts of an hour) can be calculated as
GMST = 18.697374558 + 24.06570982441908 * D ,
where D is the interval, in days including any fraction of a day, since 2000 January 1, at 12h UT (interval
counted positive if forwards to a later time than the 2000 reference instant), and the result is freed from any
integer multiples of 24 hours to reduce it to a value in the range 0-24.
In other words, Greenwich Mean Sidereal Time exceeds mean solar time at Greenwich by a difference equal
to the longitude of the fictitious mean Sun used for defining mean solar time (with longitude converted to
time as usual at the rate of 1 hour for 15 degrees), plus or minus an offset of 12 hours (because mean solar
time is reckoned from 0h midnight instead of the older pre-1925 astronomical tradition by which 0h used to
mean noon).
Sidereal time is used at astronomical observatories because sidereal time makes it very easy to work out
which astronomical objects will be observable at a given time. Objects are located in the night sky using
right ascension and declination relative to the celestial equator (analogous to longitude and latitude on
Earth), and when sidereal time is equal to an object's right ascension, the object will be at its highest point
in the sky, or culmination, at which time it is usually best placed for observation, as atmospheric extinction
is minimised.
Sidereal time is a measure of the position of the Earth in its rotation around its axis, or time measured by
the apparent diurnal motion of the vernal equinox, which is very close to, but not identical to, the motion of
stars. They differ by the precession of the vernal equinox in right ascension relative to the stars.
Earth's sidereal day also differs from its rotation period relative to the background stars by the amount of
precession in right ascension during one day (8.4 ms). Its J2000 mean value is 23 h56m4.090530833s.
Etymology of sidereal is from Latin "sidereus" from sidus, sider- = star. Therefore, its meaning relates to a
measurement of time relative to the position of the stars.
EXACT DURATION AND ITS VARIATION
A mean sidereal day is about 23 h 56 m 4.1 s in length. However, due to variations in the rotation rate of
the Earth the rate of an ideal sidereal clock deviates from any simple multiple of a civil clock. In practice, the
difference is kept track of by the difference UTC–UT1, which is measured by radio telescopes and kept on file
and available to the public at the IERS and at the United States Naval Observatory.
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PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
Given a tropical year of 365.242190402 days from Simon et al. this gives a sidereal day of 86,400 × , or
86,164.09053 seconds.
According to Aoki et al., an accurate value for the sidereal day at the beginning of 2000 is 1⁄1.002737909350795
times a mean solar day of 86,400 seconds, which gives 86,164.090530833 seconds. For times within a
century of 1984, the ratio only alters in its 11th decimal place. This web-based sidereal time calculator uses
a truncated ratio of
⁄
1
1.00273790935
.
Because this is the period of rotation in a precessing reference frame, it is not directly related to the mean
rotation rate of the Earth in an inertial frame, which is given by ω=2π/T where T is the slightly longer stellar
day given by Aoki et al. as 86,164.09890369732 seconds. This can be calculated by noting that ω is the
magnitude of the vector sum of the rotations leading to the sidereal day and the precession of that rotation
vector. In fact, the period of the Earth's rotation varies on hourly to interannual timescales by around a
millisecond, together with a secular increase in length of day of about 2.3 milliseconds per century which
mostly results from slowing of the Earth's rotation by tidal friction.
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APPENDIX B – TIME ZONES
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APPENDIX C - REFERENCE STARS
STAR NAME
"Sirius"
"Canopus"
"Arcturus"
"Rigil
Kentaurus"
"Vega"
"Capella"
"Rigel"
"Procyon"
"Achernar"
"Betelgeuse"
"Hadar"
"Altair"
"Aldebaran"
"Antares"
CONSTELLATION
CMa
Car
Boo
BAYER
Alpha
Alpha
Alpha
SPECTRUM
"A1Vm"
"F0II"
"K1.5IIIFe"
MAGNITUDE
-1.46
-0.72
-0.04
DISTANCE
8.6
312.6
36.7
INDEX
0
1
2
Cen
Alpha
"G2V"
-0.01
4.4
3
Lyr
Aur
Ori
CMi
Eri
Ori
Cen
Aql
Tau
Sco
Alpha
Alpha
Beta
Alpha
Alpha
Alpha
Beta
Alpha
Alpha
Alpha
+0.03
+0.08
+0.12
+0.38
+0.46
+0.50
+0.61
+0.77
+0.85
+0.96
25.3
42.2
772.5
11.4
143.7
427.3
525
16.8
65.1
603.7
4
5
6
7
8
9
10
11
12
13
"Spica"
Vir
Alpha
+0.98
262.1
14
"Pollux"
"Fomalhaut"
"Mimosa"
"Deneb"
"Acrux"
"Regulus"
"Adhara"
"Gacrux"
"Shaula"
"Bellatrix"
"El Nath"
"Miaplacidus"
"Alnilan"
"Al Nair"
"Alioth"
"Regor"
"Alnitak"
"Mirfak"
"Dubhe"
"Wezen"
"Kaus
Australis"
"Avior"
"Alkaid"
"Sargas"
"Menkalinan"
"Atria"
"Alhena"
"Peacock"
"Koo She"
"Mirzam"
"Castor"
"Alphard"
"Hamal"
"Polaris"
"Diphda"
"Saiph"
"Nunki"
"Menkent"
"Alpheratz"
"Mirach"
"Kochab"
Gem
PsA
Cru
Cyg
Cru
Leo
CMa
Cru
Sco
Ori
Tau
Car
Ori
Gru
UMa
Vel
Ori
Per
UMa
CMa
Beta
Alpha
Beta
Alpha
Alpha
Alpha
Epsilon
Gamma
Lambda
Gamma
Beta
Beta
Epsilon
Alpha
Epsilon
Gamma
Zeta
Alpha
Alpha
Delta
"A0Va"
"G5IIIe+G0III"
"B8la"
"F5IV-V"
"B3Vpe"
"M1-2la-lab"
"B1III"
"A7V"
"K5+III"
"M1Ib+B2.5V"
"B1IIIIV+B2V"
"KOIIIb"
"A3V"
"B0.5III"
"A2Ia"
"B0.5IV"
"B7V"
"B2II"
"M3.5II"
"B2IV+B"
"B2III"
"B7III"
"A2IV"
"B0Ia"
"B7IV"
"A0pCr"
"WC8+O9I"
"O9.5Ib"
"F5Ib"
"K0IIIa"
"F8Ia"
+1.14
+1.16
+1.25
+1.25
+1.33
+1.35
+1.50
+1.63
+1.63
+1.64
+1.65
+1.68
+1.70
+1.74
+1.77
+1.78
+1.79
+1.79
+1.79
+1.84
33.7
25.1
352.4
3227.7
320.6
77.5
430.6
87.9
702.6
242.9
131
111.1
1341.6
101.4
80.9
840.2
820
591.7
123.6
1791.2
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
Sgr
Epsilon
"B9.5III"
+1.85
144.6
35
Car
UMa
Sco
Aur
TrA
Gem
Pav
Vel
CMa
Gem
Hya
Ari
UMi
Cet
Ori
Sgr
Cen
And
And
UMi
Epsilon
Eta
Theta
Beta
Alpha
Gamma
Alpha
Delta
Beta
Alpha
Alpha
Alpha
Alpha
Beta
Kappa
Sigma
Theta
Alpha
Beta
Beta
"K3III+B2:V"
"B3V"
"F1II"
"A2IV"
"K2IIb-IIIa"
"A0IV"
"B2IV"
"A1V"
"B1II-III"
"A1V"
"K3II-III"
"K2-IIICa-1"
"F7:Ib-II"
"K0III"
"B0Iab"
"B2V"
"K0III"
"B8IVmnp"
"M0III"
"K4III"
+1.86
+1.86
+1.87
+1.90
+1.92
+1.93
+1.94
+1.96
+1.98
+1.98
+1.98
+2.00
+2.02
+2.04
+2.05
+2.06
+2.06
+2.06
+2.06
+2.08
631.8
100.6
271.9
82.1
415.3
104.8
183.1
79.7
499.2
51.5
177.2
65.9
431.2
95.8
720
220
61
97
200
130
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
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"Ras Alhague"
"Algol"
"Al Dhanab"
"Denebola"
"Muhlifain"
"Naos"
"Suhail"
"Eltanin"
"Mintaka"
"Alphecca"
"Sadr"
"Schedar"
"Aspidiske"
"Almach A"
"Mizar"
"Caph"
"E. Centauri"
"Algieba"
"Men"
"Dschubba"
"Wei"
"Eta Centauri"
"Merak"
"Ankaa"
"Girtab"
"G.Cassiop."
"Izar"
"Enif"
"Aludra"
"Avior"
"Scheat"
"Phecda"
"Sabik"
"Alderamin"
"Markeb"
"Markab"
"Gienah"
"Al Nair"
"Menkar"
"Zosma"
"Han"
"Arneb"
"Ascella"
"Graffias"
Oph
Per
Gru
Leo
Cen
Pup
Vel
Dra
Ori
CrB
Cyg
Cas
Car
And
UMa
Cas
Cen
Leo
Lup
Sco
Sco
Cen
UMa
Phe
Sco
Cas
Boo
Peg
CMa
Car
Peg
UMa
Oph
Cep
Vel
Peg
Cyg
Cen
Cet
Leo
Oph
Lep
Sgr
Sco
Alpha
Beta
Beta
Beta
Gamma
Zeta
Lambda
Gamma
Delta
Alpha
Gamma
Alpha
Iota
Gamma
Zeta
Beta
Epsilon
Gamma
Alpha
Delta
Epsilon
Eta
Beta
Alpha
Kappa
Gamma
Epsilon
Epsilon
Eta
Epsilon
Beta
Gamma
Eta
Alpha
Kappa
Alpha
Epsilon
Zeta
Alpha
Delta
Zeta
Alpha
Zeta
Beta
"A5III"
"B8V"
"M5III"
"A3V"
"A1IV+"
"O5Ia"
"K4Ib-II"
"K5III"
"O9.5II+"
"A0V"
"F8Iab"
"K0IIIa"
"A8Ib"
"K3IIb"
"A2V"
"F2III-IV"
"B1III"
"K0"
"B1.5III"
"B0.2IVe"
"K1III"
"B1.5Vne"
"A1V"
"K0.5IIIb"
"B1.5III"
"B0IVpe"
"A0"
"K2Ib"
"B5Iab"
"K3:IIIv+"
"M2.5II-III"
"A0Ve"
"A2IV-V"
"A7IV"
"B2IV-V"
"B9III"
"K0III"
"B2.5IV"
"M1.5IIIa"
"A4V"
"O9V"
"F0Ib"
"A2.5Va"
"B0.5V"
+2.10
+2.12
+2.13
+2.14
+2.18
+2.21
+2.23
+2.23
+2.23
+2.24
+2.24
+2.25
+2.25
+2.26
+2.27
+2.27
+2.27
+2.28
+2.28
+2.29
+2.29
+2.32
+2.35
+2.37
+2.38
+2.39
+2.39
+2.40
+2.40
+2.40
+2.42
+2.43
+2.43
+2.44
+2.46
+2.49
+2.50
+2.52
+2.56
+2.56
+2.58
+2.60
+2.60
+2.62
47
93
170
36
130
1400
570
150
148
75
1500
229
690
350
78
54
380
130
550
400
65
310
79
77
460
610
210
670
3200
630
200
84
84
49
540
140
72
390
220
58
460
1300
89
530
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56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
APPENDIX D - I/O ELECTRICAL SCHEME OF PALOMAR
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APPENDIX E – CATALOG OF NGC2000 OBJECTS
NGC 2000.0 is a modern compilation of the New General Catalogue of Nebulae and Clusters of
Stars (NGC), the Index Catalogue (IC), and the Second Index Catalogue compiled by J. L. E.
Dreyer (1888, 1895, 1908). The new compilation of these classical catalogs is intended to
meet
the needs of present-day observers by reporting positions at equinox B2000.0 and by
incorporating the corrections reported by Dreyer himself and by a host of other astronomers
who have worked with the data and compiled lists of errata. The object types given are
those
known to modern astronomy. The catalog lists object ID, object type, positions in
equinox B2000.0, source of modern data (see NGC 2000 paperback copy), constellation, object
size, magnitude, and the description of the object as given by Dreyer. The order of the new
catalog is strictly by right ascension, the NGC and IC objects being merged into one
machine-readable file.
Byte-by-byte Description of file: ngc2000.dat
-------------------------------------------------------------------------------Bytes Format Units
Label
Explanations
-------------------------------------------------------------------------------1- 5 A5
--Name
NGC or IC designation (preceded by I)
7- 9 A3
--Type
*Object classification
11- 12 I2
h
RAh
Right Ascension 2000 (hours)
14- 17 F4.1
min
RAm
Right Ascension 2000 (minutes)
20 A1
--DEDeclination 2000 (sign)
21- 22 I2
deg
DEd
Declination 2000 (degrees)
24- 25 I2
arcmin DEm
Declination 2000 (minutes)
27 A1
--Source *Source of entry
30- 32 A3
--Const
Constellation
33 A1
--l_size
[<] Limit on Size
34- 38 F5.1
arcmin size
? Largest dimension
41- 44 F4.1
mag
mag
? Integrated magnitude, visual or photographic
(see n_mag)
45 A1
--n_mag
[p] 'p' if mag is photographic (blue)
47- 96 A50
--Desc
*Description of the object
-------------------------------------------------------------------------------Note on Type: the field is coded as follows:
Gx
Galaxy
OC
Open star cluster
Gb
Globular star cluster, usually in the Milky Way Galaxy
Nb
Bright emission or reflection nebula
Pl
Planetary nebula
C+N
Cluster associated with nebulosity
Ast
Asterism or group of a few stars
Kt
Knot or nebulous region in an external galaxy
***
Triple star
D*
Double star
*
Single star
?
Uncertain type or may not exist
blank Unidentified at the place given, or type unknown
Object called nonexistent in the RNGC (Sulentic and Tifft 1973)
PD
Photographic plate defect
95
PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
I5 3 7 0
Gx
I5 3 7 1
78 0 1
I5 3 7 2
Gx
I5 3 7 3
Gx
78 0 2
Gx
I5 3 7 4
I5 3 7 5
Gx
78 0 4
78 0 3
Gx
78 0 5
Gx
I5 3 7 6
Gx
78 0 6
Gx
I1 5 2 6
Gx
I5 3 7 7
Gx
78 0 9
Gx
78 1 0
Gx
I1 5 2 7
78 1 1
Gx
I5 3 7 8
I5 3 7 9
I5 3 8 0
78 1 2
Gx
78 1 3
Gx
I5 3 8 1
Gx
78 1 4
Gx
78 1 5
I5 3 8 2
78 0 8
Gx
78 2 2
Nb
78 1 6
Gx
I5 3 8 3
78 1 7
Gx
78 1 8
Gx
I5 3 8 4
Gx
78 1 9
Gx
78 2 0
Gx
78 2 3
Gx
I1 5 2 8
78 2 4
Gx
78 2 5
Gx
78 2 6
I1 5 2 9
78 2 1
Gx
78 2 7
Gx
78 3 0
*
78 2 8
Gx
78 2 9
Gx
I5 3 8 5
78 3 3
I5 3 8 6
78 3 2
Gx
78 3 4
Gx
78 3 5
Gx
78 3 7
Gx
78 3 8
Gx
78 3 9
D*
78 4 0
Gx
1 Gx
2 Gx
3 Gx
78 3 1
Gx
I1 5 3 0
Gx
4 Gx
5 Gx
78 3 6
Gx
6
7 Gx
I
1 D*
10 Gx
11 Gx
12 Gx
8 D*
13 Gx
14 Gx
9 Gx
15 Gx
16 Gx
18 D*
19
20 Gx
I1 5 3 1
Gx
22 Gx
23 Gx
24 Gx
25 Gx
I1 5 3 2
Gx
28 Gx
26 Gx
27 Gx
31 Gx
I1 5 3 3
21 Gx
29 Gx
30 D*
32 As t
33 D*
17
I
2 Gx
34 Gx
35 Gx
37 Gx
36 Gx
38 Gx
I
3 Gx
39 Gx
41 Gx
42 Gx
40 Pl
43 Gx
44
I
4 Gx
I1 5 3 4
48 Gx
I1 5 3 5
45 Gx
46
*
I1 5 3 6
Gx
49 Gx
47 Gx
58
51 Gx
52 Gx
50 Gx
53 Gx
55 Gx
54 Gx
56
57 Gx
59 Gx
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
00 . 1
00 . 2
00 . 4
00 . 4
00 . 4
01 . 1
01 . 1
01 . 1
01 . 3
01 . 4
01 . 4
01 . 4
01 . 5
01 . 6
02 . 1
02 . 2
02 . 4
02 . 4
02 . 5
02 . 6
02 . 7
02 . 7
02 . 9
03 . 2
03 . 2
03 . 3
03 . 4
03 . 4
03 . 5
03 . 6
03 . 8
03 . 8
04 . 0
04 . 2
04 . 2
04 . 4
04 . 6
04 . 8
05 . 1
05 . 2
05 . 2
05 . 2
05 . 2
05 . 3
05 . 5
06 . 2
06 . 4
06 . 4
06 . 4
06 . 5
06 . 5
06 . 6
06 . 7
06 . 8
06 . 9
07 . 0
07 . 0
07 . 1
07 . 3
07 . 3
07 . 3
07 . 3
07 . 3
07 . 4
07 . 8
08 . 0
08 . 3
08 . 4
08 . 4
08 . 6
08 . 7
08 . 7
08 . 8
08 . 8
08 . 8
08 . 9
09 . 1
09 . 1
09 . 4
09 . 4
09 . 5
09 . 6
09 . 8
09 . 9
09 . 9
09 . 9
09 . 9
10 . 3
10 . 4
10 . 5
10 . 5
10 . 6
10 . 7
10 . 8
10 . 8
10 . 9
10 . 9
11 . 0
11 . 0
11 . 1
11 . 2
11 . 3
11 . 4
11 . 9
12 . 1
12 . 3
12 . 8
12 . 9
13 . 0
13 . 0
13 . 1
13 . 4
13 . 8
14 . 0
14 . 0
14 . 1
14 . 1
14 . 2
14 . 3
14 . 5
14 . 5
14 . 6
14 . 6
14 . 7
14 . 7
14 . 9
15 . 1
15 . 4
15 . 4
15 . 5
+3 2
+3 2
+5 0
+3 2
+3 2
+0 6
+0 4
+0 4
+0 7
+1 3
+3 1
+3 4
+3 1
+1 1
+1 6
+0 2
+1 2
+0 4
+0 3
+1 6
+1 6
- 66
- 34
- 11
+1 5
+1 6
+2 0
- 65
- 10
+6 8
+0 7
+1 6
+2 0
+0 7
- 11
+3 1
+0 5
- 62
- 03
+0 6
+0 5
- 20
- 11
- 16
+0 5
+0 8
- 13
- 13
- 00
+2 7
- 03
- 03
+0 8
+0 8
+0 8
+0 8
+2 7
+0 8
+2 7
+2 7
+0 8
+3 2
+3 2
+0 8
+3 5
+3 3
+3 2
- 29
+2 7
- 33
+3 7
+0 4
+2 3
+3 3
+1 5
+2 3
+2 1
+2 7
+2 7
+3 2
+3 3
- 32
+2 7
+2 5
- 24
- 57
- 64
- 57
+2 5
+2 9
- 57
- 07
+3 2
+3 3
+2 1
+1 8
+0 3
- 12
- 12
- 12
- 12
- 56
+0 6
- 05
- 00
+3 1
+2 2
+2 2
+7 2
+3 0
+3 1
+1 7
+4 8
+4 8
+4 8
- 23
+0 5
+4 8
+4 8
- 07
- 07
+4 8
+1 8
- 07
- 60
- 39
- 07
+1 2
+1 7
- 21
45
49
42
47
47
13
30
31
45
06
26
32
27
21
36
56
57
07
20
37
35
11
15
59
58
09
41
11
45
37
28
00
45
21
58
29
11
04
07
54
12
44
30
29
13
22
24
24
04
38
43
42
21
25
20
20
38
33
43
41
17
35
37
22
21
04
30
55
43
52
26
37
50
26
49
49
36
44
43
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19
17
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55
58
03
22
01
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00
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25
59
21
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47
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06
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06
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58
23
36
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03
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06
32
54
17
29
09
14
09
11
59
08
14
11
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15
33
20
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11
08
26
18
27
m
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r
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d
s
d
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r
m
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D
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r
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c
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r
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r
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An d
An d
Ca s
An d
An d
Ps c
Ps c
Ps c
Ps c
Pe g
Pe g
An d
Pe g
Pe g
Pe g
Ps c
Pe g
Ps c
Ps c
Pe g
Pe g
Tu c
Sc l
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Pe g
Pe g
Pe g
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Ce t
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Ps c
Pe g
Pe g
Ps c
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Ps c
Tu c
Ps c
Ps c
Ps c
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Ce t
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Ps c
Ce t
Ce t
Ps c
Pe g
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Pe g
Ps c
Pe g
Pe g
Ps c
An d
An d
Ps c
An d
An d
An d
Sc l
Pe g
Sc l
An d
Ps c
Pe g
An d
Pe g
Pe g
Pe g
Pe g
Pe g
An d
An d
Sc l
Pe g
Pe g
Sc l
Ph e
Tu c
Ph e
Pe g
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Ph e
Ce t
An d
An d
Pe g
Pe g
Ps c
Ce t
Ce t
Ce t
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Ps c
Ps c
Ps c
An d
Pe g
Pe g
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An d
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Ps c
An d
An d
Ce t
Ce t
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Pe g
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Sc l
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Ps c
Ps c
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0. 7
0. 7
0. 7
0. 9
1. 4
2. 1
1. 3
1. 3
1. 5
6. 3
60 .
1. 9
3. 7
0. 8
2. 0
1. 4
1. 9
1. 4
1. 8
1. 2
2. 5
2. 7
1. 9
2. 7
3. 0
1. 5
2. 1
2. 0
1. 9
2. 3
5. 5
1. 6
2. 2
1. 4
1. 8
2. 4
0. 6
1. 7
8. 1
0. 7
1. 8
2. 1
32 . 4
15 . p pB , S, R, st e l l N
F, vS , *1 5 at t
Cl , pR i , pC , st 9. . .
15 . p F, vS , R N
15 . p pB , S, R, st e l l N
14 . p vF , S, R, ps b M
F, S, E ns , gb M , r
14 . p cF , E ns , gb M N , r
on l y a F D* , no t ne b s
14 . p pF , pS , R, F* np vn r
14 . p eF , S, R, sb M , st e l l a r , sp of 2
15 . p F, S, E ns , gb M
14 . p eF , S, R, st e l l a r , nf of 2
15 . p F, S, bM S N
16 . p vF , S, R, di f
15 . p eF , vS
14 . p pF , st e l l a r , 2 st np in li n e
F, R, r, vF * sf
15 . p vF , S, R, st e l l a r
F, pS , E ns , *1 5 in v
F, S, lE pf , lb M , *1 7 cl o s e p
vl E
vF , S, R, am st
15 . p eF , vS , E 16 0 d e g , *8 . 5 p 49 s , 2 st 9 n 8'
pF , S, lE sp n f , bM , *1 3 nr
10 . 5
cB , cL , E, vg b M
F, S, lE , 78 1 7 nf
al m R, lb M
14 . p eF , vS , R, st e l l N, *8 . 5 sp 3'
! ee F , ee L
14 . p vF , pL , R, gb M
F, S, R, bM
12 . p pF , cL , mE 45 d e g +/ - , lb M
15 . p ee F , pS , v di f f i c , sf 78 1 6
15 . p eF , vS , E 16 0 d e g ; = 78 1 3 ?
14 . p eF , L
14 . p pF , vS , vs m b M , *1 4 sp
F, S, R, gb M
no de s c r i p t i o n
14 . p pF , S, R, *1 0 np
15 . p vF , S, gb M
Cl , vP , vl C
F, S, R, bi N , r
14 . p vF , pS , iF , gl b M
14 . p vF , S, R, *1 2 - 13 nf
eF , ne b * 13 m
eF , S, E 13 0 d e g , sb M N , *1 5 sf
on l y a *1 3 at 10 0 d e g , 20 " fr o m 78 2 8
eF (n o t ve r i f i e d )
Cl , vS , vF , 2' . 5 , ne b s ?
pB , pS , mE ; = 78 3 2
13 . p vF , vS , R, vg p s m b M , 2 st 9 sf ; = IC 53 8 6
15 . p ee F , vS
15 . p eF , S, R
16 . p eF , p of Dn e b
15 . p eF , f of Dn e b
vF , pS , di f , r
eF , S
13 . p F, S, R, be t *1 1 an d *1 4
15 . p vF , S, s of 1
14 . p F, vS , R, al m st e l l
14 . p eF , vS , mE , vF * vn r
vF , S, iF , bM
eF
14 . p vF , vS , N = *1 3 , 14
eF , vS , R, be t 2 st
eF , vS , cE ; = 78 3 1 ?
eF , cL , mE , vg v l b M
D* , 13 & 13 , on e ne b s
F, cL , vl E , gl b M
14 . p vF , vS , vl E , 2 vF st in v
15 . p eF , pL , vg l b M
vF , N in n en d
14 . p vF , vS , S st + ne b
12 . p vF , pS , R, gl b M
15 . p F, R, *9 , 10 sf
15 . p vF , vS , R, bM
12 . 0
pB , S, R, bM
F, vS , iR , mb M , 16 p 19 s
ee F , lE , 3 vF st ar o u n d
15 . p F, *1 0 at t
vF , vS , R, D* n
15 . p vF , pS , R, lb M , r
12 . 0
3 S st + ne b
11 . 5
vF , cL , mE , gb M
vF , S, R
2' l, mE , bM
eF , p of 2
14 . p vF , pL , R, 2 F st n
14 . p eF , vS , E, B* nr
ee F , S, R, f of 2
ee F , vS , R, v di f f i c ; *7 . 5 n, *9 s
14 . p eF , S, lE
14 . p pB , pL , E 0d e g
ne b *1 3
F
eF , vS , or ne b st
vF , eS , iR , D* 2' p; = 34
F, S, bM
13 . p pF , S, R, 2 st nr
14 . p ee F , pS , R
eF , S, R
15 . p vF , pS , iF
13 . p F, S, R, mb M
F, vS , iF , r
14 . p vF , pS , R
14 . p pF , S, lE , gb M
15 . p F, vS , st e l l
11 . p F, vS , R, vs m b M , *1 2 sp
14 . p eF , *1 2 np 45 "
eF , vS
vF , vS , R
pF , vS , di f f i c , *1 0 nr nf
15 . p ee F , pL , R, v di f f i c
vF , S, 48 nf 6'
10 . 4
eF , L, vg v l b M , *9 co n t s
ne b u l a
15 . p F, S, R
15 . p ee F , S, R, 2n d of 3
13 . p vF , vS
vF , pS , R; = 47
15 . p pF , pS , R, bM
14 . p vF , S, E
vF
eF , S, R, bM
8. p vB , vL , vm E , tr i N
14 . p vF , pS , R, 50 sp
eF , eL , di f f
13 . p F, S, R, sb M
13 . p vF , pS , iR , gb M
60
I153 7
61
62
I
5
64
63
I153 8
67
68
69
70
71
I153 9
72
73
74
I
6
65
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7
I
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66
75
76
I
9
I154 0
77
I154 1
I 12
78
I 10
I 13
I 11
I154 2
I154 3
79
80
81
87
88
89
I154 4
I154 5
82
83
85
84
86
92
I154 6
I154 7
91
90
I154 8
93
94
95
96
97
I 14
98
I154 9
101
99
100
104
102
I155 0
106
103
105
107
108
109
111
112
115
121
113
114
119
116
117
118
110
120
I155 1
122
123
124
I 16
I 15
I 17
I 20
I 18
I 19
125
126
127
128
I 21
130
131
I 22
I155 2
129
132
134
I 23
138
139
137
133
I 24
I 25
140
142
141
143
144
136
145
135
I 26
I155 3
152
146
I 27
I 28
I155 4
Gx
Gx
Gx
Gx
Gx
Gx
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Gx
Gx
Gx
Gx
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Gx
Gx
Gx
Gx
Gx
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Gx
Gx
Gx
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Gx
Gx
Gx
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OC
OC
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Gx
Gx
Gx
Gx
OC
Gx
Gx
Gb
OC
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0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
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0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
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0
0
0
0
0
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0
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0
0
0
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16 . 0
16 . 0
16.5
17 . 1
17 . 4
17 . 5
17.7
18 . 0
18 . 2
18 . 3
18 . 3
18 . 4
18 . 4
18 . 4
18 . 5
18.8
18.9
19 . 0
19 . 1
19 . 1
19 . 1
19 . 2
19 . 5
19.6
19 . 7
19 . 8
20 . 0
20 . 0
20 . 3
20 . 4
20 . 4
20 . 4
20 . 5
20 . 6
20 . 9
21 . 0
21 . 2
21 . 2
21 . 2
21 . 3
21 . 3
21 . 3
21 . 3
21 . 4
21 . 4
21.4
21.5
21 . 5
21 . 5
21 . 5
21 . 6
21 . 8
21 . 9
21 . 9
22 . 0
22 . 2
22.2
22.3
22.4
22 . 6
22 . 8
23 . 2
23 . 9
24.0
24 . 0
24 . 1
24 . 4
24 . 4
24 . 7
25 . 3
25 . 3
25 . 6
25 . 9
26 . 2
26 . 7
26 . 7
26 . 8
26 . 8
27 . 0
27 . 1
27 . 1
27 . 2
27 . 2
27 . 3
27 . 4
27 . 5
27 . 6
27 . 7
27 . 8
27 . 9
27 . 9
28 . 0
28 . 5
28 . 5
28 . 6
28 . 7
28 . 8
29 . 1
29 . 2
29 . 2
29 . 2
29 . 3
29 . 6
29 . 6
29 . 6
29 . 9
30 . 2
30 . 4
30 . 9
31 . 0
31 . 0
31 . 1
31 . 2
31 . 2
31 . 2
31 . 3
31 . 3
31 . 4
31 . 4
31 . 4
31 . 5
31 . 7
31 . 8
31 . 8
32 . 7
32 . 8
33 . 1
33 . 1
33 . 1
33 . 1
- 00
- 39
- 06
- 13
- 09
- 06
+1 1
+30
+30
+30
+30
+30
+30
+30
+30
- 15
+3 0
- 03
- 22
+10
- 03
- 22
+06
+2 9
- 14
+23
- 22
+22
- 02
+00
+59
+07
+56
+22
+21
+22
+22
+22
- 48
- 48
- 48
+23
+21
+22
+22
+2 2
+2 2
+22
- 48
+22
+22
+22
+22
+22
+22
+22
+1 0
+2 2
+2 9
+10
- 45
+06
- 32
+1 5
+16
- 72
- 13
+38
- 05
+61
+12
- 08
+29
+21
- 02
+31
- 33
- 71
- 02
- 01
- 56
- 07
+01
- 01
+71
- 01
+08
- 01
- 01
- 01
- 13
- 00
+02
- 13
- 11
- 11
+02
+02
+02
+02
- 00
+02
- 33
- 09
+21
+60
+02
- 33
- 12
+05
+05
+10
+63
+30
- 00
+30
- 22
+05
- 22
- 22
+61
- 05
- 13
- 13
- 25
- 73
+63
- 13
- 13
- 32
18
19
14
28
33
51
27
04
04
04
02
05
04
06
02
21
03
16
54
33
13
57
25
56
07
43
31
01
39
49
18
42
36
37
53
34
21
22
38
39
41
02
59
26
26
30
36
33
38
30
31
25
25
01
25
28
30
33
44
29
16
59
34
47
29
05
57
12
10
21
53
17
13
49
38
43
41
32
30
47
59
42
19
47
23
31
53
38
36
49
05
04
39
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34
38
50
49
52
51
10
52
16
03
29
14
06
15
44
10
05
11
22
51
24
47
37
11
34
39
32
09
22
20
35
09
18
22
27
16
r
d
r
r
m
r
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x
s
s
v
s
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Ps c
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And
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And
Cet
Psc
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Cas
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0.8
1.9
0.4
1.5
0.4
1.7
1.8
1.4
0.5
0.7
0.4
0.7
5.1
1.6
0.7
0.8
2.5
1.3
1.6
2.5
1.9
1.8
1.7
5. 8
30.9
0.6
5.
1. 2
1.5
1.8
2.7
1.6
0.5
0.6
0.6
0.6
2.0
1.4
1. 0
3. 4
0.4
0. 9
2. 1
0.6
1.1
21.
2.0
8. 1
7.
0.8
1.
1.8
1.0
7.
1.6
1 5 . p eF , v S , R , l b M
ee F , vL , v m E ; 5 5 np
1 5 . p vF , S , i R , p s v l b M
1 4 . p F, v S , R, gl b M
1 4 . p F, n e b *1 3
1 4 . p ee F , vS , R , v d i f f i c
1 3 . p pF , S , R , sb M
eF
1 6 . p eF , v S , R
13.0
eF , L , 3 o r 4 s t + n e b
14.8
eF , v S , R
1 5 . p eF , v S , R , b e t 2 F s t
13.0
eF , v S , R
eF , b e t 2 st 1 3 ; = 7 0
13.4
eF , v S , R
1 3 . p vF , S , R , eF D* c l o s e f
1 6 . p eF , S , E , la s t of 6
1 4 . p F, v S , R, mb M = * 1 4
1 5 . p eF , v S , R , g b M , p o f 2
F, v S , R, *1 2 . 5 c l o s e
1 5 . p vF , v S , i r r E, lb M
1 4 . p eF , p S , E 22 5 d e g , * 9 n 1 ' , f of 2
1 5 . p vF , v S , R
1 4 . p vF , S , b M
1 5 . p vF , p L , R
F, S , i F
eF , v S , i F ( * ? ) , *9 p 3'
1 5 . p F, S , R , l b M , r
1 6 . p pF , S , E n s
1 4 . p vF , S , R
10.3
F* i n v in eF , v L ne b
1 5 . p vF , p L , E ns , d i f
vF , L , tr i p l e * o n n p co r n e r
1 5 . p F, d i f , g b M
1 4 . p F, S , R , g b M N
1 5 . p vF , S , vl b M
12.1
F, S , R , p s b M
ee F , sp 8 3
eF , S , R, gb M , 1s t o f 4
eF , v S , R , 2 n d of 4
vF , S , R, gb M , 3r d o f 4
F, S , R , v l b M
F, v S , R, di f , vF N
1 4 . p eF , s t e l l a r
12.6
E, b i N , 3 B st nr
1 5 . p ee F , cL , R
1 7 . p eF , s t & n e b
1 5 . p eF , v S , l b M
F, S , R , g b M , 4 t h o f 4
vF , S , v d i f f i c
eF . p S , sb M *
1 5 . p vF , v S , * 1 3 sp
vF , l E
1 6 . p F, v S , R, st e l l
1 4 . p vF , v S
1 5 . p eF , v S
12.6
F, pL , R , gb M
1 7 . p vF , S , v l b M
1 3 . p F, vS , R , gb M
su s p ne b
vF , p S , R , b M , r
eF , D * f 4 6 s
13 . p p B , pL , l E , *1 4 f
1 4 . p vF , p L , R, g b M
v F , pS , m E , 2' l o n g
4. 0 gl o b . c l . ! ! v B , v L , vm C M
14 . p e F , vS , R
1 5 . p R, s t e l l , vF N
p F , vS , R , l b M
9 . 8 C l , pS , p C , st 1 1 . . . 1 8
13 . 2
v F , S, R, v l b M
F , p L , *7 s f 5 '
13 . p p F , pL , R , p s l b M
15 . p v F , S, 3 st nr
v F , S, R, l b M , * 8 . 5 p 36 s , n 2 ' ; = 1 1 3 ?
1 4 . p eF , v S , R
v F , pL , l E , D* 2 ' n p
10.6
pB , p S , l E , vg b M
1 3 . p vF , S , sb M
15 . p v F , S* in c e n t r e , p o f 2
p B , S, R, m b M
14 . p v F
1 5 . p F, v S
15 . p v F , S* in c e n t r e , f o f 2
C l , pR , l C , st 9 . . . 1 2
1 5 . p ne b u l o u s *
1 5 . p F, v S , R, r
1 s t of 2 vF ne b 4 ' - 5' np o f * 8 . 5
2n d o f 2 v F ne b 4 ' - 5 ' np of * 8 . 5
1 4 . p vF , L , di f , 2 F s t n p
1 5 . p pB , R , bM
vF , v S , i F , sb M
1 5 . p pB , v S , R , s t e l l a r
1 4 . p pB , R
1 5 . p pF , S , iF , g b M
1 5 . p R, S , s t e l l a r = 1 4 m
12.3
vF , S , bM , D * s p
1 6 . p vF , S , lE
14 . 0
v F , vS , R , p 1 2 8
11 . 6
p B , pS , l E 2 d e g , b M
1 4 . p pB , v s , i F
14 . 3
v F , vS , R , f 1 2 8
F , p L , pm E , vg b M , p o f 2
1 5 . p F, S , l b M , r
1 5 . p F, p L , di f
6 . 5 C l , v L , pR , l C , st 9 . . . 1 3
1 4 . p pF , c L , R , v g l b M , R
10 . 1
v B , L, vm E 4 7 d e g , ps b M , f of 2 , * 1 0 np 4 5 "
pB , S , R, bM
1 5 . p F, e S , sb M
1 5 . p eF , S
14 . p F , i F , lb M
9. p Cl , p L , s t 1 0 . . . , D * i n v
S, C l , 30 " - 4 0 ' , n e b s ?
1 5 . p F, v S , ir r R , v l b M , r
1 4 . p vF , S , R, gb M
14 . p e F , S, lE , 1 s t o f 3 a n d fa i n t e s t
15 . p v F , vS , i R
15 . p e F , S, mE , 2 n d o f 3
1 4 . p eF , p S , R , 3 r d of 3 an d b r i g h t e s t
gl o b . c l . , vF , S , e C
12.8
F, p L , vl E , vg b M , * 8 - 9 f 5'
v F , vS , R
F, S , R , g b M ; = 1 3 5
1 4 . p vF , v m E 1 0 d e g
12 . p v F , L, R, v g l b M
9 . 1 C l , pL , l C , st 1 1 - 1 2 , D*
F, v S , lE pf , b M
vF , d i f , v l b M
vF , v S , e E 1 7 0 d e g , sb M
96
PALOMAR User Manual Rev. 1.5.1 – © DTA 2009-2010 All Rights Reserved
14 7 Gx
14 9 Gx
15 1 Gx
15 3
15 4 Gx
I 29 Gx
14 8 Gx
15 0 Gx
I 30 Gx
I 31 Gx
15 6 D*
15 9 Gx
I1 5 5 5
Gx
15 5 Gx
15 7 Gx
15 8 D* ?
I 32 Gx
I 33 Gx
I1 5 5 6
?
16 7 Gx
16 1 Gx
I1 5 5 7
Gx
I 34 Gx
16 6 Gx
17 6 OC
I1 5 5 8
Gx
16 3 Gx
16 0 Gx
16 2 Gx
16 4 Gx
16 5 Gx
16 8 Gx
17 0 Gx
16 9 Gx
17 4 Gx
I1 5 5 9
Gx
17 3 Gx
17 2 Gx
17 1
17 5 Gx
17 7 Gx
I 35 Gx
I1 5 6 0
17 9 Gx
I 36
18 0 Gx
18 1 Gx
18 2 Gx
18 3 Gx
18 4 Gx
18 6 Gx
I 37 Gx
I1 5 6 1
Gx
I 38 Gx
I1 5 6 2
Gx
19 0 Gx
18 5 Gx
19 1 Gx
I1 5 6 3
Gx
17 8 Gx
20 9 Gx
I 39
I1 5 6 4
19 2 Gx
19 3 Gx
19 4 Gx
19 6 Gx
19 7 Gx
19 8 Gx
I1 5 6 5
Gx
I1 5 6 6
Gx
I 40 Gx
18 7 Gx
18 9 OC
19 5 Gx
19 9 Gx
20 0 Gx
I1 5 6 7
20 1 Gx
20 2 Gx
20 3 Gx
I 41
20 4 Gx
I1 5 6 8
Gx
20 7
21 2 Gx
20 5 Gx
20 8 Gx
I1 5 6 9
Gx
22 0 OC
20 6 C+ N
21 0 Gx
22 2 OC
I1 5 7 0
I1 5 7 1
Gx
21 5 Gx
21 1
*
23 1 OC
I 42 Gx
21 3 Gx
I1 5 7 2
21 6 Gx
21 4 Gx
21 7 Gx
21 8 Gx
I 44 Gx
I1 5 7 3
21 9 Gx
23 0 Gx
I 43 Gx
22 7 Gx
22 1 Gx
22 3 Gx
22 4 Gx
23 2 Gx
I 45
22 6 Gx
22 8 Gx
23 5 Gx
I 47
?
22 9 Gx
I 46 Gx
I1 5 7 4
Gx
22 5 OC
23 3 Gx
23 4 Gx
23 8 Gx
24 1
23 6 Gx
23 7 Gx
24 2 OC
97
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
33 . 2
33 . 7
34 . 0
34 . 0
34 . 1
34 . 2
34 . 3
34 . 3
34 . 3
34 . 4
34 . 6
34 . 6
34 . 6
34 . 7
34 . 8
34 . 9
35 . 0
35 . 1
35 . 1
35 . 3
35 . 5
35 . 5
35 . 6
35 . 8
35 . 8
35 . 8
36 . 0
36 . 1
36 . 1
36 . 5
36 . 5
36 . 7
36 . 7
36 . 9
36 . 9
36 . 9
37 . 2
37 . 3
37 . 4
37 . 4
37 . 5
37 . 7
37 . 7
37 . 8
37 . 8
38 . 0
38 . 2
38 . 2
38 . 3
38 . 5
38 . 5
38 . 5
38 . 5
38 . 6
38 . 6
38 . 9
39 . 0
39 . 0
39 . 0
39 . 1
39 . 1
39 . 1
39 . 2
39 . 3
39 . 3
39 . 3
39 . 3
39 . 4
39 . 4
39 . 4
39 . 4
39 . 5
39 . 6
39 . 6
39 . 6
39 . 6
39 . 6
39 . 6
39 . 7
39 . 7
39 . 7
39 . 7
39 . 8
39 . 9
40 . 0
40 . 1
40 . 4
40 . 4
40 . 4
40 . 5
40 . 6
40 . 6
40 . 6
40 . 6
40 . 7
40 . 8
41 . 0
41 . 0
41 . 1
41 . 2
41 . 2
41 . 4
41 . 5
41 . 5
41 . 8
42 . 2
42 . 2
42 . 3
42 . 4
42 . 4
42 . 6
42 . 7
42 . 7
42 . 7
42 . 7
42 . 7
42 . 8
42 . 8
42 . 8
42 . 9
43 . 0
43 . 0
43 . 1
43 . 4
43 . 4
43 . 4
43 . 4
43 . 4
43 . 5
43 . 5
43 . 6
+4 8
+3 0
- 09
- 09
- 12
- 02
- 31
- 27
- 02
+1 2
- 08
- 55
- 30
- 10
- 08
- 08
- 02
- 02
- 09
- 23
- 02
- 02
+0 9
- 13
- 73
- 25
- 10
+2 3
+2 3
+0 2
- 10
- 22
+0 1
+2 3
- 29
+2 3
+0 1
- 22
- 19
- 19
- 22
+1 0
+0 2
- 17
- 15
+0 8
+2 9
+0 2
+2 9
+2 9
+0 3
- 15
- 24
- 15
- 24
+0 7
+4 8
- 09
- 09
- 14
- 18
- 14
+0 5
+0 0
+0 3
+0 3
+0 0
+0 0
+0 2
+0 6
+0 6
+0 2
- 14
+6 1
- 09
+0 3
+0 2
+0 6
+0 0
+0 3
+0 3
- 14
+0 3
+0 6
- 14
- 56
+4 1
+0 2
+0 6
- 73
+4 0
- 13
- 73
+0 6
- 00
- 56
+0 3
- 73
- 15
+1 6
+1 6
- 21
+2 5
- 10
+3 6
+0 0
- 23
+0 0
- 23
+2 9
- 01
+4 0
+0 0
+4 1
- 23
+2 9
+3 2
+2 3
- 23
- 13
+2 3
+2 7
- 22
+6 1
+3 0
+1 4
- 50
- 73
+0 2
- 00
- 73
30
43
42
42
39
11
47
48
05
17
21
47
01
46
24
19
08
08
34
22
50
51
08
37
11
22
07
57
58
45
06
36
51
59
29
59
56
36
56
56
34
21
40
53
26
38
28
44
30
26
09
23
20
26
17
02
20
00
01
10
38
10
58
51
20
02
54
53
48
43
48
26
41
04
12
07
53
37
51
31
26
10
17
50
18
10
41
44
42
24
44
52
24
45
19
13
26
22
26
28
16
03
30
02
21
51
32
54
38
38
32
52
51
16
34
40
34
30
33
45
29
15
15
47
35
20
11
26
56
07
27
s
r
s
D
r
m
s
s
m
u
F
r
c
r
s
F
m
m
x
r
r
m
u
r
r
c
s
s
r
r
s
r
r
s
r
v
s
v
F
s
r
u
d
r
d
s
r
s
r
r
r
m
m
m
c
s
s
s
v
s
r
x
d
s
s
s
r
r
s
v
m
u
r
s
v
r
s
d
s
r
r
d
r
m
d
r
s
r
m
r
r
s
r
d
u
c
F
r
m
r
d
s
s
v
r
m
d
r
r
v
s
s
r
s
r
d
r
r
r
x
r
z
c
s
r
r
c
r
r
s
r
Ca s 12 . 9
An d
Ce t
3. 7
Ce t
Ce t
Ce t
0. 6
Sc l
2. 4
Sc l
4. 2
Ce t
0. 4
Ps c
1. 4
Ce t
Ph e
Sc l
1. 5
Ce t
Ce t
4. 3
Ce t
Ce t
0. 4
Ce t
0. 5
Ce t
Ce t
Ce t
Ce t
0. 6
Ps c
3. 4
Ce t
Tu c
Sc l
3. 4
Ce t
1. 4
An d
3. 2
An d
Ps c
Ce t
1. 6
Ce t
Ce t
An d
3. 0
Sc l
An d
0. 9
Ce t
3. 5
Ce t
2. 6
Ce t
Ce t
2. 6
Ce t
Ps c
1. 3
Ce t
Ce t
Ce t
Ps c
2. 6
An d
Ps c
2. 3
An d
An d
Ps c
Ce t
0. 7
Ce t
1. 3
Ce t
0. 6
Ce t
2. 1
Ps c
1. 0
Ca s 11 . 5
Ce t
1. 5
Ce t
0. 6
Ce t
2. 0
Ce t
Ce t
Ps c
Ce t
2. 3
Ps c
1. 7
Ps c
1. 9
Ce t
Ce t
Ps c
1. 3
Ps c
1. 7
Ps c
0. 6
Ce t
1. 2
Ce t
Ca s
4.
Ce t
1. 3
Ps c
Ps c
2. 0
Ps c
Ce t
2. 2
Ps c
Ps c
Ce t
Ps c
Ps c
0. 8
Ce t
Ph e
An d 17 . 4
Ps c
Ps c
0. 2
Tu c
An d
Ce t
5. 4
Tu c
Ps c
Ce t
1. 3
Ph e
1. 2
Ps c
Tu c
Ce t
0. 6
Ps c
Ps c
Ce t
1. 8
An d
2. 1
Ce t
3. 3
An d
Ce t
0. 5
Ce t
Ce t
Ce t
An d
2. 1
Ce t
2. 1
An d
7. 6
Ce t
An d 17 8 .
Ce t
An d
An d
An d
Ce t
Ce t
An d
An d
Ce t
2. 5
Ca s 12 .
An d
Ps c
Ph e
1. 9
Tu c
Ps c
Ce t
1. 8
Tu c
9. 3 vF , vL , iR , gs m b M *1 1
15 . p vF , vS , R, gb M *1 4 , *1 2 sp
11 . 5
pF , pL , lE 90 d e g , vg l b M
pF , pS , R, * nr nf ; = 15 1
14 . p eF , vS , R
15 . p vF , S, R, lb M
12 . 1
vB , S, lE 90 d e g , sm b M *1 1
11 . 1
pF , pS , R
15 . p vF , S, R, lb M
15 . p F, E pf , di f
vS , np 15 7
vF , pS , R, gl b M , 3 st f
ee F , S, R, 2 st p in li n e
13 . p pF , S, R
10 . 4
pB , L, E, be t 2 cB st
vS , nf 15 7
15 . p vF , vS , R, lb M
15 . p vF vS , R, lb M
ee F , pS , R, v di f f i c
13 . p vF , pS , iR
15 . p eF , eS , R, ne a r l y be t 2 st ; = IC 15 5 7
16 . p eF , vS , 2 vF st cl o s e ; nr 16 1
14 . p vF , pS , lE
15 . p eF , S, lE , *1 1 np
12 . p eF , S, vl E , r, *8 nr
E 16 0 d e g , * n, pe r h a p s sp i r
12 . 8
vF , vS
12 . 4
vF , vS , st e l l , *8 , 17 d e g , 4'
eF , st e l l a r , 16 0 sp
16 . p eF
13 . 2
F, L, st in ce n t r e , f of 2
14 . p eF , S, E 30 d e g , *1 0 nf 3'
15 . p F, S, R
13 . p F, pL , D or bi N , *6 nf 4'
14 . p eF , S, vl E , am B st
vF , 0' . 5 ss f 16 9
15 . p vF , S, R, vg b M , *1 1 sp 80 "
eF , S, E, *1 3 cl o s e sp
vF , pL , lE , 2 pB st sf ; = 17 5
12 . 1
pB , pL , E, gb M , R
13 . p eF , S, E 17 5 d e g
15 . p vF , S, di f , *9 . 5 nf
eF ; = 16 4 ?
14 . p eF , eS , R, B* np
F, vS , R, di f
14 . p vF , pL , iR , * np in v
15 . p eF , eS , ir r , vF * at t
12 . 6
vF , S, iR , vg b M
14 . p pF , vS , R, gb M
15 . p eF , eS
15 . p F, S, R, lb M
15 . p eF , vS , R, di f
14 . p E 10 5 d e g , * n
14 . p F, S, R
S, R, ps b M
14 . p vF , S, lE , se v st nr sp
9. 2 pB , vL , iR , vg m b M , r
12 . p pB , pL , iE 0d e g
eF , st e l l a r , 0' . 6 sf 19 1
12 . 6
F, S, mE 0d e g , bM ; = IC 39
14 . p vF , vS , R, bM
pB , pl , E ns , gb M ; = 17 8
eF
14 . p F, pS , pm E , bM
12 . 3
F, L, p of 2, *1 5 cl o s e sp
12 . 1
pB , S, R, vg b M
14 . p F, pS , R, ps m b M
15 . p eF , s of 19 6
12 . 8
F, S, vg b M
F, S, R, gb M
15 . p F, S, R, gb M , r
15 . p F, S, R, gb M N = 13 . 5
13 . p F, S, mE 15 0 d e g , bM
8. 8 Cl , pL , R, st 11 . . . 1 5
F
15 . p F, vS , *8 p 27 s , 45 " s
14 . p pB , S, vg b M
ne b *
15 . p vF , cL , E, vg l b M
15 . p eF , vS , ib M
15 . p F, R, *9 sp 8'
vF , S, di f
14 . p F, pS , R, vg b M , f of 2
15 . p F, S, R, gb M , r
vF , S, lE , st e l l a r
vF , S, R, p of 2
8. 0 vB , vL , mE 16 5 d e g , vg v m b M ; = M1 1 0
15 . p pF
15 . p vF , vS , R, gb M
11 . p F, iR , vg b M , 1s t of se v e r a l
vF , vL , mE 0d e g
10 . 9
B, pS , R, ps b M , r, *1 1 p 2'
11 . p vF , R, 2n d of se v e r a l
vF , vS , R, vF N
15 . p F, pS , R, di f
F, S, R, am st , f of 2
eF , S, mb M N
12 . p i tr a i n of st an d ne b
15 . p S, ir r , v di f
15 . p F, S, be t 2 S st
eF , st e l l , 21 3 nr
13 . 3
eF , vS , lE
12 . 2
pF , pS , gv l b M , r
F, S, lE 90 d e g , gl b M
15 . p eF , vS , R, gb M
14 . p eF , S, R, be t 2 st
eF , eS , mE 60 d e g
15 . p F, S, R, *1 1 sp 1'
15 . p eF , eS , R, bM N
vF , S, mb M
13 . p F, pL , lb M
8. 2 ! vv B , L, R, ps m b M N ; = M3 2
14 . p vF , pS , R; = IC 44
3. 5 !! ! ee B , eL , vm E (A n d r o m e d a ) ; = M3 1
14 . p eF , S, R, bM N
su s p ne b
14 . p eF , S, R, *1 3 s 20 "
15 . p eF , S, R, fa i n t e r of 2
14 . p eF , S, R, bM N
eF , eS , R, st e l l a r
14 . p vF , S, R, sm a l l e r of 2
15 . p pB , S, R, bM
vF , vm E 0d e g , gb M
7. 0 Cl , L, lC , st 9. . . 1 0
14 . p F, vS , R, lb M
13 . p F, pS , il E , bM
eF , pL , R, gv l b M
vF , R; = 24 2 ?
14 . p vF , pL
14 . p vF , pS , lE , lb M
12 . p vF , S, bi N
I 48
I157 5
188
I 49
I157 6
I157 8
239
I157 7
240
248
249
I157 9
244
243
256
245
I158 1
I 50
I158 0
I158 2
I 51
261
246
247
I158 3
250
I158 5
I158 4
254
253
265
251
255
I158 6
252
267
257
259
258
264
I 52
269
260
262
I158 7
263
266
268
I 53
270
271
273
I 54
274
I158 8
275
290
272
277
I 56
I158 9
I 55
276
278
294
I159 1
279
280
289
281
282
288
292
I159 0
283
I159 2
I159 7
284
286
287
291
285
I159 4
I159 5
299
293
I159 9
I159 3
I159 6
I159 8
303
I 57
300
306
297
298
I160 0
I 58
295
296
I160 1
I160 2
305
304
I 60
330
301
312
302
308
307
309
323
I 59
310
314
319
328
I160 3
I 61
322
321
311
317
I160 5
339
313
315
316
325
327
OC
Gx
Gx
Gx
Gx
Nb
Nb
Gx
Gx
Gx
C+ N
Gx
Gx
Gx
Gx
Nb
Pl
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
C+ N
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
OC
OC
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
C+ N
Gx
Gb
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
C+N
Gx
Gx
Gx
Gx
Gx
Gx
Gx
C+ N
D*?
Gx
Gx
Gx
Gx
Gx
Gx
As t
Gx
Gx
OC
Gx
Gx
*
*
Gx
Gx
Gx
Nb
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
43 . 6
43 . 6
44 .
44 . 0
44 . 2
44 . 5
44 . 6
44 . 6
45 . 1
45 . 4
45 . 4
45 . 6
45 . 8
45 . 9
45 . 9
46 . 1
46 . 1
46 . 2
46 . 3
46 . 3
46 . 4
46 . 5
47 . 0
47 . 1
47 . 2
47 . 3
47 . 3
47 . 4
47 . 5
47 . 6
47 . 6
47 . 8
47 . 8
47 . 9
48 . 0
48 . 0
48 . 1
48 . 1
48 . 2
48 . 3
48 . 4
48 . 5
48 . 6
48 . 8
48 . 8
48 . 9
49 . 8
50 . 2
50 . 5
50 . 7
50 . 8
50 . 8
50 . 8
51 . 0
51 . 0
51 . 1
51 . 3
51 . 4
51 . 5
51 . 5
51 . 5
51 . 7
52 . 1
52 . 1
52 . 1
52 . 1
52 . 3
52 . 5
52 . 7
52 . 8
52 . 8
52 . 8
52 . 8
53 . 1
53 . 3
53 . 5
53 . 5
53 . 6
53 . 6
53 . 6
53 . 6
53 . 7
53 . 7
53 . 8
54 . 0
54 . 3
54 . 5
54 . 7
54 . 7
54 . 7
54 . 8
54 . 8
54 . 9
54 . 9
55 . 0
55 . 0
55 . 0
55 . 1
55 . 2
55 . 4
55 . 6
55 . 9
56 . 0
56 . 1
56 . 1
56 . 2
56 . 3
56 . 3
56 . 4
56 . 4
56 . 6
56 . 7
56 . 7
56 . 7
56 . 9
56 . 9
57 . 0
57 . 0
57 . 0
57 . 1
57 . 2
57 . 4
57 . 6
57 . 6
57 . 6
57 . 7
57 . 8
57 . 8
57 . 8
57 . 9
57 . 9
- 07
- 04
+85
+01
- 25
- 25
- 03
- 08
+06
- 73
- 73
- 26
- 15
+29
- 73
- 01
- 25
- 09
+29
- 24
- 13
- 73
- 11
- 20
+23
+07
+23
+27
- 31
- 25
- 73
+19
- 11
+22
+27
- 73
+08
- 02
+27
- 38
+04
- 73
+27
+31
- 23
- 13
+32
- 05
+10
- 08
- 01
- 06
- 02
- 07
- 23
- 07
- 73
+35
- 08
- 12
- 34
+07
- 22
+47
- 73
- 22
- 02
+24
- 31
+56
+30
- 26
- 72
+56
- 13
+05
- 58
- 13
- 13
+32
- 08
- 13
- 47
- 45
- 72
- 07
- 23
+32
+21
+05
- 16
+11
- 37
- 72
- 07
- 07
- 23
- 13
+31
+31
- 24
- 09
+12
+24
- 13
- 72
- 10
- 52
- 10
- 01
- 01
- 09
- 52
+61
- 01
- 31
- 43
- 52
- 45
+07
- 43
- 05
+30
+43
- 48
- 74
+30
+30
+30
- 05
- 05
53
09
20
51
06
04
47
08
08
23
05
34
36
56
30
44
54
30
55
18
26
07
53
46
05
55
03
49
25
17
29
34
28
22
38
17
19
47
38
14
06
32
42
57
34
06
16
12
37
39
53
53
17
03
33
04
09
50
35
51
28
43
41
33
21
41
12
20
12
37
37
35
50
35
11
46
07
09
06
29
45
10
39
11
10
14
29
30
31
46
40
50
41
13
21
21
31
41
31
40
09
59
06
07
23
29
40
47
39
47
46
55
59
04
46
58
50
55
25
31
44
02
16
47
54
29
21
21
21
08
08
d
d
s
v
m
m
D
d
r
r
r
m
s
r
r
s
d
m
d
m
m
r
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s
d
r
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r
r
s
v
s
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s
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m
r
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d
r
s
s
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s
d
s
r
r
r
v
d
m
r
s
r
c
s
r
s
s
r
s
r
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r
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c
r
r
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r
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c
c
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r
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m
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m
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m
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c
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r
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c
s
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c
c
c
c
u
c
v
r
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c
s
u
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s
Cet
Cet
Cep
Cet
Scl
Scl
Cet
Cet
Psc
Tuc
Tuc
Scl
Cet
And
Tuc
Cet
Scl
Cet
And
Cet
Cet
Tuc
Cet
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And
Psc
And
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Scl
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Psc
Cet
And
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Tuc
Psc
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Scl
Psc
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Psc
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Cet
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Cas
Tuc
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Scl
Cas
Psc
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Cas
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14.
1.9
0.6
0.6
8.1
15. p
14. p
15. p
0.8
1. 3
1. 4
15.
13 . 3
14.
12.
13 .
p
0.6
14. p
1.2
1.0
15. p
13. p
3. 8
20.0
8. p
8.9
p
p
p
15. p
1.8
2.1
25.1
3.1
15. p
11.8
7. 1
12 . p
14. p
11.8
1.8
13. p
2.1
3. 2
14. p
15. p
0. 9
1.2
3.2
1.7
15.
12.
14 .
15.
15.
14 .
13.
13.
2. 5
2.6
13 . p
13 . p
13. p
1.7
13. p
1. 5
12 . 5
12. p
1. 0
1.4
0.8
p
p
p
p
p
p
p
p
13. p
1.3
0.5
2.2
1.3
1. 8
3.7
35.
13.8
1.1
1.4
14. p
14. p
10.9
14 .
14.
12.
7.
14 .
8.1
p
p
p
p
p
14. p
15. p
15 .
14.
15 .
14 .
p
p
p
p
1.2
1.2
0.8
11 . p
14 . p
15. p
2.5
1.3
15. p
15. p
1.1
20.0
16. p
9. p
12. p
0.7
0.6
13.
15.
15.
13.
15 .
p
p
p
p
p
0.7
14. p
0.6
2.
14 . p
15. p
9.6
1.8
3.1
1.3
10.
1.2
1.1
2. 8
1.3
1.5
1. 3
14 . p
11.8
15. p
14. p
15 . p
1.6
2.2
3. 6
3. 2
3. 6
1. 9
11.9
12 .
13 .
12 .
16 .
13 .
p
p
p
p
p
pF , S ( v a r b r i g h t n e s s ? )
eF , S , R, *1 0 s
C l , vL , R , 1 5 0 - 2 0 0 st 10 . . . 1 8
ee F , pS , R , e d i f f i c
vF , v S , c E 1 3 5 d e g , be t 2 s t
vF , v S , v m E
p F , pS , E 2 0 d e g , b M N , * 8 f 2 0 s
pB , S , R, gb M s t e l l N
vF , S , R, * nr s
F, S , E o r b i N , v g l b M
F, p L , vl E , r
eF , e S , c E 1 5 d e g , g b M
v F , S, iR , r , *1 0 s 5 '
F, v S , R, gb M , *1 0 p
F, S , R , g b M , * 9 nf 40 "
F , p S , iF , e r
eF , e S , E 45 d e g , g b M
F, = ne b * 1 3
vF , v s t e l l
eF , e S , E 45 d e g , s b M *
pB , S , bM , r
F, p L , R, gb M * 1 3
v F , L, 4 st in d i f ne b
F , e L , vm E 1 7 2 d e g
F, v S , R, st e l l N
eF , v S , R , a m 3 s t
F, v S , R, st e l l N
eF , L , di f , r
vB , p S , l E , sm b M , * 8 n f 5 '
!! v v B , v v L , v m E 54 d e g , gb M
F, pS, R
vF , S , R, lb M , * in v , 2 v S st f
F, p S , R, gb M
F, v S , R, gb M , r
pB , S , R, pm b M , r , * * p
Cl , F , pL , s t v S
pL , l E , g b M , r
F , S , E 1 3 5 d e g , lb M
eF , S , vF st c l o s e
F , S , R , vs v m b M * 1 3
vF , v S , R , g v l b M
vF , S , R
e F , pS , l E
eF , v S , R , v d i f f i c
eF , e S , a l m R
e F , vS , l E 3 0 d e g
pB , p S , l E , ps b M , r , * 8 s f 4'
vF , p S , i l E , r
ee F , pS , R , ot h e r s s u s p
p F , vS , i R , pg b M
p F , S, lE , p s b M , *8 f 5s
vF , v S
ne b o r S C l , 2 ' , bM
pB , p S , s m b M , n p of 2
vF , v S , c E 1 5 5 d e g
v F , S, R, s f o f 2
eF
Cl , L , lC
F, p S , *1 1 n p
vF , S , lb M
eF , e S , R , l i k e D n e b
F, v S , di f , *1 3 c l o s e
eF , p S , E 26 5 d e g , * 8 nf is a cl o s e
cB , p L , R , 2 s t 1 0 n r
v F , pL , R , v g l b M , r
vF , v S , c E 9 5 d e g , b M ; = 27 6
v F , S, iR , b M , s t e l l a r
eF , S , R, *1 5 f 3 0 "
vB , L , pm E , gb M , *1 1 n p
F, v L , di f , S t r i p l e * o n n p e d g e
F , S , R , lb M
g l o b . c l . , B, L , l E , st 1 2 . . . 1 6
C l , F, ee L , R, s t 1 2 . . . 1 8
Cl , v L , s t s c ; 28 1 f
eF , S , R, 1s t o f 4
eF , S , be t * 1 2 an d * 1 3
eF , e S , c E 1 6 5 d e g , cb M
e F , S, R, 2 n d of 4
eF , S , R, 4t h o f 4
e F , S, R; R A 1 m a g
gr e a t e r ?
v F , vS , l E , al m s t e l l a r
eF , S , R, 3r d o f 4
eF , e S , c E 1 3 0 d e g , st e l l N
eF , S , mE 10 d e g , s t e l l N
p B , vS , R , g v l b R , r
vF, S
vF , v S , c E 1 0 0 d e g
eF , s e m i - s t e l l a r
F, S , E p f , gb M
ne b * 1 1 ; * 9 p 1 0 s , 4 ' . 5 n
eF , v S
F, v S , R, vl b M , F * c l o s e
pB , v L , v m i E , v g p m b M
F, v S
eF
pF
vF , v S , c E 9 5 d e g
F, v S , R, r
F, S , R , * 1 0 " n, 2 9 6 nf
F , l E , *1 0 n f 2'
vF , v S , l E 1 0 5 d e g
vF , S , nr 30 9
Cl , S , sc st
p F , S, R, s v l b M
F, v S , R, SN
g l o b . c l . , vB , S , lE , s t 1 3 . . . 1 5
e F , S, iR , g b M , * 8 p 3 0 s
F, S , R , * 1 2 f
e F , vS
vF , e S , 1 ' s f 3 0 7
p F , S, E
pB , p L , * 1 2 - 13 n
pF , S , R, bM , p o f 2
pF , e L ! ( n f ga m m a C a s )
st e l l a r
eF , v S , R , p B * f 2'
eF , v S , R , l b M
v F , lE , v g b M , f o f 2
eF , e S , c E 1 1 5 d e g , cb M
pF , v S , R , v l b M
v F , vS , R , l b M , 3 s t p
eF , v S
pF , v S , R , g b M
e e F , p S , lE , D * c l o s e f
vF , e S , R
F, L , R , v g b M
v F , eS , 1 ' n p 31 5
p B , pL , R , g b M , * 9 nf 3'
v F , eS , s t e l l a r , 1' f 31 5
v F , vS
F, S, E
D*
32 9
I1 6 0 4
31 8
32 6
I1 6 0 6
32 4
33 1
I 62
32 0
33 2
33 3
33 4
33 6
I1 6 0 7
34 6
33 5
I 64
I1 6 0 8
I 63
I1 6 1 1
33 7
I1 6 0 9
I1 6 1 2
I 67
I 68
I 66
33 8
34 0
34 1
34 2
34 3
34 8
I 65
I 70
I 71
34 5
34 7
I 69
I 72
34 4
I1 6 1 0
34 9
35 0
35 1
35 2
36 1
35 3
36 0
35 5
36 2
35 4
35 6
37 1
35 7
37 6
36 5
I1 6 1 5
I1 6 1 7
35 9
36 8
36 4
I1 6 1 3
36 7
I 73
I1 6 1 6
36 9
I1 6 1 4
35 8
39 5
I1 6 2 4
I 74
I1 6 1 8
36 3
I1 6 2 6
37 8
37 7
36 6
I1 6 2 1
37 0
37 2
37 3
37 4
37 5
I1 6 2 0
I 75
37 9
38 0
38 2
38 3
38 4
38 5
40 6
I1 6 1 9
38 6
38 7
39 1
I1 6 2 2
I1 6 2 3
I1 6 2 5
38 8
41 1
39 6
39 0
41 6
I 76
I1 6 2 7
38 1
40 5
41 9
I1 6 3 0
39 2
39 4
38 9
39 7
39 3
I 77
39 8
I 78
I 79
I1 6 2 8
I1 6 3 1
42 2
I 80
39 9
40 0
40 1
I 82
40 2
40 3
I 81
I1 6 4 4
98
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
C+ N
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gb
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
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Gx
Gx
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Gx
Gx
Gx
As t
Gx
Gx
Gx
Gx
** *
OC
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Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
OC
D*
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
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
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
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
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
1
1
1
1
1
1
1
1
1
58 . 0
58 . 0
58 . 1
58 . 4
58 . 4
58 . 6
58 . 6
58 . 7
58 . 8
58 . 8
58 . 8
58 . 8
58 . 8
58 . 9
59 . 1
59 . 3
59 . 4
59 . 4
59 . 5
59 . 7
59 . 8
59 . 8
00 . 0
00 . 3
00 . 4
00 . 5
00 . 6
00 . 6
00 . 8
00 . 8
00 . 8
00 . 9
00 . 9
01 . 1
01 . 3
01 . 4
01 . 4
01 . 4
01 . 5
01 . 6
01 . 7
01 . 9
02 . 0
02 . 1
02 . 1
02 . 2
02 . 6
02 . 9
03 . 2
03 . 2
03 . 3
03 . 3
03 . 3
03 . 4
03 . 9
04 . 1
04 . 1
04 . 3
04 . 4
04 . 4
04 . 6
04 . 8
04 . 9
04 . 9
04 . 9
05 . 1
05 . 1
05 . 2
05 . 3
05 . 3
05 . 9
06 . 0
06 . 1
06 . 1
06 . 2
06 . 3
06 . 4
06 . 4
06 . 6
06 . 7
07 . 0
07 . 1
07 . 1
07 . 1
07 . 2
07 . 3
07 . 3
07 . 4
07 . 4
07 . 4
07 . 4
07 . 4
07 . 4
07 . 5
07 . 5
07 . 5
07 . 5
07 . 7
07 . 7
07 . 8
07 . 9
08 . 0
08 . 1
08 . 1
08 . 2
08 . 2
08 . 3
08 . 3
08 . 3
08 . 3
08 . 4
08 . 4
08 . 5
08 . 5
08 . 6
08 . 7
08 . 8
08 . 8
08 . 8
08 . 8
08 . 8
08 . 9
08 . 9
09 . 0
09 . 0
09 . 1
09 . 1
09 . 2
09 . 2
09 . 2
09 . 2
- 05
- 16
+3 0
+2 6
- 12
- 40
- 02
+1 1
- 20
+0 7
- 16
- 35
- 18
+0 0
- 72
- 18
+2 7
- 34
+6 0
- 72
- 07
- 40
- 72
- 06
- 06
+3 0
+3 0
- 06
- 09
- 06
- 23
- 53
+4 7
+0 0
- 06
- 06
- 06
+3 1
- 06
- 23
- 15
- 06
- 06
- 01
- 04
- 71
- 01
- 65
- 06
- 70
+2 2
- 07
- 72
- 06
- 72
- 35
- 51
- 51
- 00
- 43
- 00
+0 2
- 12
+0 4
- 27
- 17
+3 3
+6 2
- 72
- 72
+0 4
+3 2
- 16
- 73
- 30
- 20
+6 2
- 46
+3 2
+3 2
+3 2
+3 2
+3 2
+1 3
+1 0
+3 2
+3 2
+3 2
+3 2
+3 2
+3 2
- 69
+3 3
+3 2
+3 2
+0 0
- 17
- 17
- 46
+3 2
- 71
+0 4
+3 2
- 72
- 04
- 46
+6 1
- 46
- 72
- 46
+3 3
+3 3
+3 9
+3 3
+3 9
- 15
+3 2
- 15
- 15
- 28
- 46
- 71
- 15
+3 2
+3 2
+3 2
- 16
+3 2
+3 2
- 01
- 73
04
15
25
52
11
30
43
49
50
06
29
08
46
36
11
14
03
20
49
21
35
20
23
55
57
48
39
53
11
47
14
15
41
03
47
54
49
03
46
16
34
49
49
55
15
33
56
37
20
51
20
00
05
20
49
07
08
02
45
16
51
07
09
46
26
45
13
02
00
02
05
25
34
17
11
03
14
43
25
26
18
46
21
58
51
31
29
24
25
18
19
53
04
22
23
56
30
28
54
19
46
32
27
21
32
06
35
40
53
45
07
08
42
06
40
25
30
51
57
35
29
46
24
37
44
46
00
49
45
41
12
s
d
r
s
d
r
F
u
r
r
r
r
r
u
s
c
u
c
s
d
s
c
d
d
d
u
r
r
r
r
r
c
s
d
d
r
r
z
d
c
m
r
r
r
s
s
r
c
r
s
s
r
s
s
D
v
c
c
r
r
r
s
F
z
c
c
d
r
D
d
z
u
r
d
r
F
s
d
r
r
r
r
s
u
u
s
s
s
s
s
s
s
z
v
r
r
d
d
c
v
D
A
r
s
m
c
s
r
s
c
r
r
r
r
r
x
r
x
v
c
c
D
x
r
r
r
x
r
s
D
d
Ce t
Ce t
Ps c
Ps c
Ce t
Ph e
Ce t
Ps c
Ce t
Ps c
Ce t
Sc l
Ce t
Ce t
Tu c
Ce t
Ps c
Sc l
Ca s
Tu c
Ce t
Ph e
Tu c
Ce t
Ce t
Ps c
Ps c
Ce t
Ce t
Ce t
Ce t
Ph e
An d
Ce t
Ce t
Ce t
Ce t
Ps c
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Tu c
Ce t
Tu c
Ce t
Tu c
Ps c
Ce t
Tu c
Ce t
Tu c
Sc l
Ph e
Ph e
Ce t
Ph e
Ce t
Ce t
Ce t
Ps c
Sc l
Ce t
Ps c
Ca s
Tu c
Tu c
Ps c
Ps c
Ce t
Tu c
Sc l
Ce t
Ca s
Ph e
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Tu c
Ps c
Ps c
Ps c
Ce t
Ce t
Ce t
Ph e
Ps c
Tu c
Ps c
Ps c
Tu c
Ce t
Ph e
Ca s
Ph e
Tu c
Ph e
Ps c
Ps c
An d
Ps c
An d
Ce t
Ps c
Ce t
Ce t
Sc l
Ph e
Tu c
Ce t
Ps c
Ps c
Ps c
Ce t
Ps c
Ps c
Ce t
Tu c
1. 9
1. 5
1. 0
1. 1
14 .
1. 2
1. 3
1. 7
10 .
2. 8
1. 4
1. 1
1. 1
4. 3
0. 9
1. 2
2. 7
1. 5
3. 3
12 . 9
0. 9
8.
2. 6
1. 2
1. 5
12 . 0
1. 7
1. 3
1. 2
3.
1. 3
1. 2
1. 6
1. 8
1. 6
0. 4
2. 3
1. 1
1. 5
3. 8
0. 9
2. 1
0. 8
1. 1
0. 7
2. 5
6.
2. 6
1. 7
0. 7
1. 4
1. 3
2. 1
13 . p F, E
pF , vS , *7 . 5 np , F* nr sp (= 33 3 ? )
15 . p vF , vS , R, bM
13 . 2
F, lE , *9 - 10 sf
eF , pS , ne a r l y be t *7 p an d *9 nf
(? ) , F, S, st e l l a r
eF , vS , R, lb M , *1 2 nf 3'
15 . p vF , pL , di f
15 . p vF , pS , E 16 0 d e g , *1 0 n
15 . p vF , S, R, se v st nr S
16 . p no de s c r i p t i o n
vF , S, R, gl b M , 2 st 11 s
12 . p vF , vS , R, sb M
14 . p vF , pS , R, lb M
10 . 3
B, L, vi F , mb M D* , r
vF , pS , E, bM
16 . p F, S, R, gm b M
pB , pS , R; 2 st nf , 2 np
pF , eL ! co n n wi t h np on e
vF , bM
11 . 6
pF , L, E, gl b M , *1 0 f 21 s
vF , vS , R
eF , vS
vF , su s p e c t e d
vF , su s p e c t e d
15 . p vF , vS , ir r
14 . p vF , vS , iF , bM
14 . p vF , S, E
13 . p F, pL , R, lb M , r
14 . p vF , vS
eF , vS , iR , sb M N (* ? )
eF , S, R
13 . p eF , pL , mE , B st f & s
vF , vS , lb M
vF , su s p e c t e d
13 . p vF , vS , gb M
14 . p vF , vS
15 . p F, iF , lb M
ne b ; *7 sf 2'
eF , vS , iR , sb M N (* ? )
14 . p pF , pS , R, *1 0 np
13 . p vF , vS
15 . p eF
14 . p eF , pS , np of 2
13 . p pF , S, iE , *8 f 97 s
11 . 8
vv F , pL , vl E , vg b M
14 . p eF , pS , R, sf of 2
eF , vm E 14 5 d e g , vl b M
15 . p eF , vS
6. 6 gl o b . cl . , vB , vL , vC , vm b M st 13 - 14
14 . p vF , vS , R, vS * in v , *1 4 cl o s e p
13 . p vF , S, iR
Cl , F, L, R, pC , st 14 . . . 1 6
11 . 8
F, S, iR , sb M , *1 4 nf 20 "
on l y a D* , po s 27 0 d e g , di s t 10 "
F, S, R, gl b M
eF , S, cE 14 0 d e g , cb M
eF , S, cE 13 0 d e g , cb M
15 . p eF , vS
eF , vS , *7 - 8 sp 3'
14 . p vF , vS
9. 3 F, ee L
eF , pS , E 17 5 d e g , bn , 3 st 12 np
15 . p vF , pL , di f
eF , pS , 3 st in li n e nr
vF , vS , R, gb M
vF , S, E 12 0 d e g , vl b M , *1 5 nr
Cl , vl R i
gr o u p of ab o u t 10 st , no ne b
vF , S, R
15 . p vF , S, st e l l a r
16 . p vF , S
15 . p eF , eS , R
vF , cS , R
14 . p vF , S, R, gb M
vF , vS , mE , sb M N
Cl , S
eF , eS , mE 0d e g , cb M
vF , *1 3 s 15 " , di f
st e l l a r , mb M , r
vF , vS
14 . p F, S, be t 2 st 15
16 . p vF , vS
14 . p F, pS , di f
15 . p vF , vS , di f , vl b M
12 . 6
pF , S, R, bM
12 . 5
pF , S, R, sb M
14 . p vF , S, R, sp of D ne b
11 . 9
pF , pL , R, gb M , nf of D ne b
13 . 0
pF , pS , sp of 2
12 . 9
pF , pS , R, nf of 2
12 . p F, vL , vg l b M , bN wi t h eE wi s p s 16 5 d e g
15 . p F, S, R, gb M F N , be t 2 st 13
14 . 1
cF , S, R
vF , S, R
14 . p F, S, r
vF , S, R, sp of 2
B, cS , lE , nf of 2
eF , vS , R, su s p
14 . 3
vF , S, R
cB , S, R, st e l l a r
eF , S, lE
vF , vS , st e l l a r
11 . 0
F, pS , R, gb M
15 . p F, vS , R, lb M
cF , S, eE 13 5 d e g , vm b M
9. p Cl , pC
eS , st e l l a r , = *7
10 . 0
pB , pL , R, gb M
eF , eS , E 60 d e g , su s p
14 . p F, vS , R, mb M , be t 2 st
15 . p F, S, 50 " nf 39 2
15 . p eF , eS , R, * nr
15 . p eF , S, R, vF * p
13 . p F, vS , vl E , gb M , 4 S st nr
vF , S, ir r , bM
15 . p vF , vS , st e l l a r
F, S, lb M , r
R, S, bM N = 14 m
cB , pS , R, 3 st 8 nr
eF , S, R, su s p
on l y 3 eF st , cl o s e , in SM C
vF , S, R, gb M
14 . p vF , S, R
eF , vS , 40 3 f
eF , st e l l a r , 40 3 f
F, S, gb M
eF , vS , R, 40 3 s 3'
13 . p vF , pS , cE , *1 1 s 85 "
eF , S, lE , * 1' sf f
PN , st e l l
I164 1
404 Gx
I162 9
Gx
409 Gx
413 Gx
I163 3
Gx
415 Gx
412
I 83 G x
407 Gx
418 Gx
I163 2
408 Gx
410 Gx
I163 7
Gx
417 Gx
I163 4
I163 5
414 Gx
423 Gx
424 Gx
I 84 G x
I163 6
432 Gx
I 85
I163 9
Gx
I164 9
Gx
I164 0
Gx
I165 5
OC
420 Gx
421
434 Gx
I164 3
Gx
I163 8
Gx
I165 0
Gx
I164 2
427 Gx
I164 5
I166 0
I166 2
OC
I164 6
Gx
426 Gx
428 Gx
440 Gx
425 Gx
429 Gx
430 Gx
I164 7
Gx
438 Gx
I 86 G x
I165 1
I164 8
439 Gx
435 Gx
441 Gx
I165 7
Gx
I166 3
431 Gx
I 87 G x
I166 4
?
437 Gx
454 Gx
456 Nb
I 88
442 Gx
4 6 0 C+ N
445 Gx
446 Gx
458
I165 2
Gx
443 Gx
I165 3
Gx
I165 4
Gx
433 OC
448 Gx
450 Gx
465 OC
436 OC
447 Gx
I165 6
I165 8
444 Gx
455 Gx
449 Gx
I 89 G x
I165 9
Gx
451 Gx
I166 1
452 Gx
453 ***
I 90 G x
466 Gx
461 Gx
I166 7
I166 5
459 Gx
462 Gx
I166 6
I 91
I166 8
Gx
463 Gx
464 Gx
I 93 G x
I167 4
457 OC
467 Gx
I167 0
I 95
469 Gx
484 Gx
I167 1
470 Gx
468 Gx
471 Gx
473 Gx
I 92 G x
475 Gx
I 97
474 Gx
I 94
I166 9
Gx
476 Gx
478 Gx
482 Gx
I 96
472 Gx
I167 2
Gx
I167 3
480
481 Gx
I 98 G x
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
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
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
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
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
1
1
1
1
1
1
09 . 3
09 . 4
09 . 4
09 . 5
09 . 5
09 . 9
10 . 2
10 . 3
10 . 5
10 . 6
10 . 6
10 . 7
10 . 9
11 . 0
11 . 0
11 . 1
11 . 1
11 . 1
11 . 3
11 . 4
11 . 5
11 . 5
11 . 6
11 . 8
11 . 8
11 . 8
11 . 8
11 . 9
11 . 9
12 . 1
12 . 1
12 . 2
12 . 2
12 . 3
12 . 3
12 . 4
12 . 5
12 . 5
12 . 6
12 . 6
12 . 7
12 . 9
12 . 9
12 . 9
13 . 0
13 . 0
13 . 1
13 . 2
13 . 4
13 . 5
13 . 5
13 . 7
13 . 8
14 . 0
14 . 0
14 . 1
14 . 1
14 . 2
14 . 3
14.3
14 . 4
14 . 4
14 . 4
14 . 5
14 . 6
14 . 8
14 . 9
14 . 9
14 . 9
15 . 0
15 . 1
15 . 1
15 . 2
15 . 3
15 . 3
15 . 5
15 . 5
15 . 6
15 . 6
15 . 6
15 . 8
15 . 9
16 . 0
16 . 1
16 . 1
16 . 1
16 . 2
16 . 2
16 . 3
16 . 3
16 . 5
17 . 2
17 . 3
17 . 6
17 . 7
18 . 0
18 . 1
18 . 5
18 . 7
18 . 8
18 . 9
19 . 0
19 . 0
19 . 0
19 . 1
19 . 2
19 . 2
19 . 3
19 . 4
19 . 6
19 . 6
19 . 7
19 . 8
19 . 9
19 . 9
19 . 9
20 . 0
20 . 0
20 . 1
20 . 1
20 . 1
20 . 2
20 . 2
20 . 3
20 . 3
20 . 5
20 . 7
20 . 8
20 . 9
21 . 0
21 . 0
- 71
+35
+02
- 35
- 02
- 45
- 35
- 20
+01
+33
- 30
+17
+33
+33
- 30
- 18
+17
+17
+33
- 29
- 38
+01
+33
- 61
- 00
- 00
- 55
- 00
- 71
+32
+32
- 58
- 00
+33
- 50
+15
- 32
+15
- 71
- 73
+15
- 00
+00
- 58
+38
- 00
- 00
+38
- 37
- 16
+02
+33
- 31
+02
- 31
- 32
- 32
+33
+00
- 69
+05
- 55
- 73
+00
- 01
- 72
+01
+04
- 71
+31
+33
+33
+30
+60
- 01
- 00
- 73
+58
+33
+33
+31
+31
+05
+33
+04
+30
+33
+33
+31
+33
- 07
- 58
- 33
- 17
+34
+17
+04
+32
+02
+33
+16
+34
- 17
- 50
+58
+03
- 16
- 12
+14
- 58
- 17
+03
+32
+14
+16
+32
+14
+14
+03
+32
+33
+16
- 22
- 40
+29
+32
+29
+33
- 09
- 09
- 12
46
43
34
48
50
56
29
01
41
07
13
41
06
09
26
10
39
39
06
13
05
39
21
32
28
39
51
37
20
06
09
15
24
21
24
45
03
44
45
27
41
17
59
17
48
20
15
53
56
14
06
13
45
04
47
39
39
44
46
48
56
24
17
48
01
18
56
11
33
58
23
23
12
08
37
52
20
49
04
05
05
05
11
05
18
21
04
05
02
05
58
55
50
07
42
33
14
28
33
11
19
58
04
39
20
18
51
34
53
31
06
25
47
47
33
46
51
51
25
42
12
01
22
57
40
43
42
01
52
12
37
x
s
z
c
r
c
r
r
m
s
s
d
A
s
c
r
d
d
r
r
c
z
d
c
d
s
c
x
x
r
r
s
x
m
c
d
r
d
d
x
m
r
s
s
r
r
r
z
r
x
d
d
s
r
r
c
c
r
x
x
r
c
s
d
s
r
r
r
D
u
r
s
u
s
r
s
D
s
v
x
x
r
r
v
v
u
r
x
r
A
m
c
c
d
d
r
r
d
d
z
r
r
m
d
s
s
d
d
r
c
d
s
r
r
s
m
r
d
s
d
z
r
r
r
d
r
u
d
F
r
m
Tuc
And
Cet
Scl
Cet
Phe
Scl
Cet
Cet
Psc
Scl
Psc
Psc
Psc
Scl
Cet
Psc
Psc
Psc
Scl
Scl
Cet
Psc
Tuc
Cet
Cet
Phe
Cet
Tuc
Psc
Psc
Tuc
Cet
Psc
Phe
Psc
Scl
Psc
Tuc
Tuc
Psc
Cet
Cet
Tuc
And
Cet
Cet
And
Scl
Cet
Cet
Psc
Scl
Cet
Scl
Scl
Scl
And
Cet
Tu c
Psc
Phe
Tuc
Cet
Cet
Tuc
Cet
Psc
Tuc
Psc
Psc
Psc
Psc
Cas
Cet
Cet
Tuc
Cas
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Cet
Tuc
Scl
Cet
And
Psc
Psc
Psc
Cet
Psc
Psc
And
Cet
Phe
Cas
Psc
Cet
Cet
Psc
Tuc
Cet
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Psc
Cet
Phe
Psc
Psc
Psc
Psc
Cet
Cet
Cet
4.4
1. 5
3.0
0.5
2.0
2. 3
2.6
1.8
2.1
1. 5
0.8
1.6
1.9
0.4
1.5
0.5
4.1
1. 0
2.1
1.9
15.
1.2
1.4
1.1
1.6
3.
3. 2
6.
2.6
0.7
2.3
1.6
0.5
2. 1
1.2
1.2
13.
2. 4
2.2
3.0
2. 2
0.7
7.9
1.8
0.6
eF , e S , R ; = 4 2 2
10.1
pB , c L , R , g b M , b e t a A n d sf
1 6 . p F, v S , R, st e l l
e F , S, R, v S * nr
16 . p e F , pS , v l E
vF , S , R, vF * f
vF , S , R, gl b M
vF , e S , R , s b M N ( n e b ? )
1 5 . p F, S , d i f , l b M
1 4 . p vF , v S , s p o f 2
13 . p F , p L , R, v g l b M , p of 2
vF , v S , d i f , * 1 5 v c l o s e
vF , v S , 4 1 0 f 8 s
1 3 . p pB , p L , n f o f 2
eF , S , R, su s p
1 5 . p eF , e S , R
F, S , R , g b M , r
F, S , R , g b M , r
1 4 . p vF , S , iR , m b M , 4 1 0 np
14 . p e F , S, E, g l b M , f o f 2
vF , S , R, gl b M
1 5 . p pB , S , iF , b M
F, v S , gb M N
F , S , R , gb M , *1 2 f
eF , c l o s e to * 8
1 4 . p vS , R , st e l l
eF , c S , E 14 0 d e g , c b M
1 5 . p vS , R , bM N
Cl , C , eF , v S
1 3 . p F, p S , R, bM
e F , vS
1 3 . p B, S , R , p s b M
1 5 . p F, S , R , g b M
1 5 . p F, v S , R, gb M N , r
cF , S , mE 55 d e g , c b M
F, S , R , l b M N
1 5 . p 3 vS st w i t h n e b y ( ? )
F, S , R , d i f
eF , v S , R , s t e l l N o r F* in M
vF , e S ; v S C l ?
1 5 . p vF , p S , d i f
1 4 . p vF , v S , R
11.4
F, L , R , b M , e r
F, vS, R
1 3 . p vF , v S , R , l b M , * 1 1 at t
14 . p v F , vS
13 . p F , v S , R, v s b M *
1 5 . p vF , S , R, di f f i c
p F , S, R, g l b M
F, s b M
*1 3 w i t h n e b , c h i e f l y nn f
F, v S , R, N, r
13 . p p B , S, R, g b M
1 5 . p eF , S , E
1 4 . p pF , S , R, gb M
eF , S , vm E
eF , m E 35 0 d e g ; = I C 1 6 5 7
1 4 . p F, S , v s b M
1 5 . p F, p S , R, di f
2 F s t i n v in e e F ne b
14 . p p F , vS , R , F * np
vF , S , R, bM
p F , pL , i R , r, 1 s t of se v
pF , S , R, vl b M
1 5 . p vF , S , R, B* s f
F, p L , iR , g b M , r , 2 n d o f s e v
15 . p v F , vS
1 5 . p F, v S , st e l l a r ; = I C 8 9
pr o b Cl , e S , c l o s e , no n e b
1 4 . p F, S , E n s , *1 2 v c l o s e
14 . p F , S , R , *1 5 p 8 s on pa r a l l e l
13.5
F, v S , R, gb M N , r
1 4 . p F, S , l E , gb l M , r
Cl , S , lC
13 . p p B , vS , l E
12 . 1
vF, L
ma n y st , n o ne b , pe r h a p s Cl
8. 8 Cl , S , iF , p C
14.0
F, p L , bM , * 1 1 nf
ne b , S* c l o s e s f , * 9 s f 3 ' ; = 44 7
vF , p S , E , N , r ; = 4 4 4
1 4 . p vF , m E 13 5 d e g , l b M ; = I C 1 6 5 8
1 4 . p F, v S , al m s t e l l
14.3
vF , v S , R , v l b M , vF st i n v
F, S , i F , N = 1 3 m ; 4 6 2 f ; = 4 4 6 ?
1 5 . p F, S , R , N , r
1 5 . p vF , v S , R , v l b M ; = I C 16 6 1
eF , S , R; = 45 1
1 4 . p vF , E , *9 np , S * nf , v n r
v F , vS , R , v F st in v
1 4 . p B, v S , sb M N
v F , pS , R , g b M
pB , R , gl b M
eF , p S , R
F, v S , R, li k e 2 or 3 F s t in ne b
1 5 . p eF
eF , v S , s t e l l a r
F, p S , di f , *1 3 a t t
F, S , r , N = 1 4 m
1 6 . p eF , v S , R , v F N
1 5 . p eF , v S , R , l b M
S
1 4 . p vF , p S , l E , *8 f 14 s , 1 ' n
eF , e S , b M , 2 s p i r w i s p s
6. 4 Cl , B , L, pR i , st 7 , 8 , 1 0
11 . 9
p B , pL , R , g b M
vF , p S , l E , 2 s t nr nf
F, v S , di f , vl b M
15 . p e F , S, R
vB , S , lE , p s m b M
eF , v S , R , * 7 n f 47 s
11.9
pB , L , iR
15 . p v F , eS , s t e l l a r
14 . p n e b *1 2
13 . p e F , S
1 5 . p ee F ( d i f f e r e n t fr o m 46 8 ? )
eF , S
st e l l a r = 13 . 5 m
11.1
pB , S , sm b M , f of 2
ne b * 1 3
1 6 . p vF , S , di f
1 5 . p eF , v S , s t e l l a r
1 5 . p eF , e S , R , s b M N
eF , l E
pB , p S , v m b M N = 1 2 m
1 4 . p eF , v S , * 9 - 1 0 p 1 4 s , v d i f f
1 4 . p pB , S , R, gb M N , r
F, R , s t e l l N
e F , vS , R ( n e b ? ) ; = 4 8 1 ?
1 4 . p vF , v S , R , F * n p
1 5 . p vF , v S , i F , bM
I1 6 7 5
I1 6 7 6
I1 6 7 8
I1 6 7 7
47 7
47 9
48 5
49 1
I1 6 8 1
48 7
48 8
48 9
I1 6 7 9
I1 6 8 0
48 3
48 6
49 0
49 2
49 3
I1 6 8 2
49 7
I 99
I1 6 8 3
50 0
50 2
49 5
50 5
I 10 0
I1 6 8 4
49 4
I1 6 8 5
49 9
I1 6 8 6
49 6
49 8
50 1
50 9
I1 6 8 7
I1 6 8 8
50 3
50 4
51 1
50 6
50 7
50 8
51 0
51 3
I1 6 8 9
I1 6 9 0
52 6
51 2
52 7
I1 6 9 3
51 4
51 6
I 10 1
51 8
I 10 2
51 9
I1 6 9 1
51 5
52 0
52 1
53 4
I 10 3
I 10 4
I1 6 9 2
51 7
53 0
I 10 5
I 10 6
I 10 8
52 2
52 4
52 5
I1 6 9 4
I1 6 9 6
I1 7 0 8
I1 6 9 5
54 4
54 6
I1 6 9 7
I 10 7
I 10 9
52 3
53 2
53 9
53 8
I1 6 9 8
I1 6 9 9
52 8
53 3
53 5
54 9
I1 7 0 0
52 9
54 1
54 3
I1 7 0 1
I 11 0
I1 7 0 2
54 5
54 7
54 8
I 11 1
I 11 2
53 1
53 7
I 11 4
53 6
I 11 3
I1 7 0 3
54 2
55 7
55 0
I1 7 0 5
I 11 6
56 7
I 11 5
I1 7 0 4
54 0
56 3
55 4
55 5
55 6
I1 7 0 6
55 8
56 0
I 11 7
55 1
I 11 8
99
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
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
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
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
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
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
1
1
1
1
1
1
21 . 0
21 . 0
21 . 0
21 . 2
21 . 3
21 . 3
21 . 4
21 . 4
21 . 4
21 . 8
21 . 8
21 . 8
21 . 8
21 . 9
22 . 0
22 . 1
22 . 1
22 . 2
22 . 2
22 . 2
22 . 4
22 . 5
22 . 6
22 . 7
22 . 8
22 . 9
22 . 9
22 . 9
22 . 9
23 . 0
23 . 0
23 . 2
23 . 2
23 . 3
23 . 3
23 . 4
23 . 4
23 . 4
23 . 4
23 . 5
23 . 5
23 . 5
23 . 6
23 . 7
23 . 7
23 . 7
23 . 8
23 . 8
23 . 8
23 . 9
24 . 0
24 . 0
24 . 0
24 . 1
24 . 1
24 . 1
24 . 3
24 . 4
24 . 5
24 . 5
24 . 6
24 . 6
24 . 6
24 . 6
24 . 6
24 . 6
24 . 6
24 . 7
24 . 7
24 . 7
24 . 7
24 . 7
24 . 8
24 . 8
24 . 8
24 . 8
24 . 9
24 . 9
25 . 0
25 . 1
25 . 1
25 . 1
25 . 2
25 . 2
25 . 3
25 . 3
25 . 3
25 . 4
25 . 4
25 . 4
25 . 5
25 . 5
25 . 5
25 . 5
25 . 5
25 . 7
25 . 7
25 . 8
25 . 8
25 . 9
25 . 9
26 . 0
26 . 0
26 . 0
26 . 0
26 . 0
26 . 3
26 . 3
26 . 3
26 . 4
26 . 4
26 . 4
26 . 5
26 . 5
26 . 7
26 . 7
26 . 8
26 . 9
26 . 9
26 . 9
27 . 1
27 . 1
27 . 2
27 . 2
27 . 2
27 . 2
27 . 3
27 . 4
27 . 4
27 . 6
27 . 6
+3 4
+3 0
+0 5
+3 3
+4 0
+0 3
+0 7
- 34
+0 0
- 16
+0 5
+0 9
+3 3
+3 3
+3 3
+0 5
+0 5
+0 5
+0 0
+3 3
- 00
- 12
+3 4
+0 5
+0 9
+3 3
+0 9
- 04
+3 3
+3 3
+3 3
+3 3
+3 3
+3 3
+3 3
+3 3
+0 9
+3 3
+3 3
+3 3
+3 3
+1 1
+3 3
+3 3
+3 3
+3 3
+3 3
+3 3
+3 3
- 35
+3 3
- 35
- 01
+1 2
+0 9
+0 9
+0 9
+0 9
- 01
+3 3
+3 3
+0 3
+0 1
- 38
+0 2
- 01
+3 3
+3 3
- 01
+0 2
- 01
- 12
+1 0
+0 9
+0 9
+0 1
- 01
- 71
+0 8
- 38
- 38
+0 0
+1 4
+0 2
+3 4
+0 9
- 18
- 01
+1 4
+1 4
+3 3
+0 1
- 01
- 38
+1 4
+3 4
- 01
- 01
+1 8
+3 3
+1 6
- 01
- 01
- 01
+3 3
+1 1
+3 4
+3 4
+0 9
+3 4
+1 9
- 01
+3 4
- 01
+0 2
- 03
- 04
- 10
+1 9
+1 4
- 20
- 18
- 22
- 22
- 22
+1 4
- 01
- 01
- 01
+3 7
- 05
16
16
34
14
29
52
01
03
05
21
15
12
28
18
32
24
22
25
57
13
53
57
27
24
03
28
28
39
23
11
11
28
26
33
30
27
26
17
04
21
13
17
14
15
17
26
49
04
10
03
55
06
39
55
33
56
20
54
38
23
29
48
44
07
02
27
15
27
35
05
35
38
00
32
42
36
37
11
44
05
03
27
53
04
02
16
09
33
51
57
41
46
25
16
52
44
23
18
11
30
36
20
21
14
29
27
45
05
56
43
12
38
41
38
01
30
59
15
13
43
02
38
43
45
42
47
58
55
52
11
00
u
z
z
m
r
r
s
s
x
r
s
r
m
m
r
r
r
r
s
d
s
m
u
r
r
s
r
d
d
r
m
s
x
r
r
r
s
m
d
r
r
r
r
s
s
r
r
m
z
r
r
r
x
s
s
u
s
u
v
d
r
s
s
r
u
x
z
r
A
z
x
m
s
s
r
z
v
d
d
r
r
x
u
u
s
s
s
s
d
d
r
s
s
c
d
r
s
s
u
d
u
s
s
v
d
u
r
r
u
s
d
v
r
F
s
d
d
r
v
d
c
r
r
r
D
v
v
s
x
r
d
An d
Ps c
Ps c
Ps c
An d
Ps c
Ps c
Sc l
Ce t
Ce t
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ce t
Ps c
Ce t
Ce t
An d
Ps c
Ps c
Ps c
Ps c
Ce t
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
Ps c
An d
Ps c
Ps c
Sc l
An d
Sc l
Ce t
Ps c
Ps c
Ps c
Ps c
Ps c
Ce t
Ps c
Ps c
Ps c
Ce t
Sc l
Ce t
Ce t
Ps c
Ps c
Ce t
Ce t
Ce t
Ce t
Ps c
Ps c
Ps c
Ce t
Ce t
Hy i
Ps c
Sc l
Sc l
Ce t
Ps c
Ce t
An d
Ps c
Ce t
Ce t
Ps c
Ps c
An d
Ce t
Ce t
Sc l
Ps c
An d
Ce t
Ce t
Ps c
Ps c
Ps c
Ce t
Ce t
Ce t
Ps c
Ps c
An d
An d
Ps c
An d
Ps c
Ce t
An d
Ce t
Ce t
Ce t
Ce t
Ce t
Ps c
Ps c
Ce t
Ce t
Ce t
Ce t
Ce t
Ps c
Ce t
Ce t
Ce t
An d
Ce t
0. 8
0. 9
1. 9
1. 5
5. 2
0. 5
0. 6
3. 8
2. 4
0. 5
1. 7
1. 5
14 .
16 .
15 .
15 .
14 .
15 .
14 .
13 .
15 .
14 .
10 . 3
13 .
15 .
15 .
14 .
15 .
15 .
15 .
12 . 5
p
p
p
p
p
p
p
p
p
p
14 .
15 .
14 .
15 .
14 .
13 . 2
15 .
p
p
p
p
p
p
p
p
p
p
p
p
p
1. 9
2. 0
14 . p
13 . p
12 . 0
1. 7
0. 4
14 .
16 .
15 .
15 .
16 .
p
p
p
p
p
15 . p
14 . p
15 . p
4. 3
1. 6
11 . 2
12 . 8
0. 7
13 . p
15 . p
15 . p
14 . p
3. 5
1. 6
1. 6
1. 9
1. 0
11 . 9
14 .
15 .
14 .
16 .
4. 8
3. 4
14 . p
11 . 2
13 . p
1. 4
15 . p
1. 9
0. 8
2. 8
3. 2
p
p
p
p
16 .
13 .
14 .
16 .
p
p
p
p
15 .
14 .
10 . 6
14 .
15 .
p
p
p
p
1. 4
1. 2
1. 3
3. 1
2. 8
1. 8
1. 3
3. 7
1. 3
2. 0
2. 7
0. 7
1. 6
15 .
15 .
15 .
14 .
14 .
14 .
15 .
p
p
p
p
p
p
p
13 . p
13 . p
15 . p
13 . p
12 . 0
13 . 3
15 . p
1. 5
3. 0
1. 7
1. 5
14 . p
14 . p
12 . 3
0. 9
14 . p
15 . p
1. 6
3. 7
16 . p
13 . p
2. 3
1. 7
15 . p
15 . p
14 . p
0. 6
14 . p
14 . 2
1. 4
14 . p
15 . p
15 . p
1. 4
0. 7
2. 3
12 . 9
13 . p
F, S
F, vS , st e l l N
F, vS , R, st e l l
F, pS , R, bM N
vF , pS , vl E , vg l b M
eF , S, R
cF , pL , R, *8 sp 3' . 5
B, S, vl E , bM , vS * nr
F, S, R, gb M , r
eF , vS , R
pB , L, R, sv m b M , *8 f 10 '
pB , S, E
F, S, iF , vl b M , di f
F, vS , bM N
vF , vS
eF , eS , st e l l , 5' n of 48 8
vF , vS , R, 8' nf 48 8
eF , vS , R
vF , L, mE 60 d e g , lb M
F, vS , R, st e l l
eF , pS , R, vl b M , r
vF , S, lb M
F, S, E ns , gb M , r
vF , vS , mb M , *1 1 nf 1'
cB , S, R, bM N
vF , S, 1s t of 3
vF , vS , st e l l a r
F, vS , R, N = 12 . 5 m
F, S, R, di f
vF , pL , E, 3 F st s
F, S, R, vl b M , di f
pB , pL , R, 3r d of 3; = IC 16 8 6
pB , pS , lE pf , gb M N ; = 49 9
vF , vS , 2n d of 3
ee F , np 49 9
vF , S
vF , S, E
F, vS , R, bM N
F, vS , R, bM N
eF , eS , D* 4' sp
vF , S
eF , vS , S* in v , S* at t
vF , vS , sp 50 7 ; = 50 4 ?
vF , pL , R, bM , s of 2
vF , S, n of 2
vF , vS , lE
F, S, st e l l a r
F, vS , R, gb M N , *1 4 cl o s e
F, vS , R, st e l l
F, S, E, p of 2
vF , vS
F, S, lE , bM , f of 2
eF , vS , po s s i b l y F*
F, L, lE , vg l b M , ** f
eF , S, v di f f i c , 52 4 f 41 s
vF , pL , E, di f
F, vS , R
eF , S, di f
ee F , vS , R, v di f f i c
pF , vS , R, di f
pF , vS , R, np of 2
F, cL , E 13 7 d e g
F, pL , R, gb M
ee F , S, R, vg b M , 1s t of 4
F, vS , R
st e l l a r 13 m
F, vS , R, gb M , r
pF , R, st e l l a r , sf of 2
eF , S, mE , F* sf ; = IC 10 6
F, eS , R, lb M
vF , S, di f , lb M ; = 53 0
F, pL , E ns
eF , pL , iF ; Cl + ne b ?
vB , pL , mb M , 4 S st nr
vF , vS , *1 1 - 12 p 5s
vF , S, mb M
eF , eS , 53 0 np
vF , vS , R, *9 sf 4'
eF , pS , R, *1 0 at t p
ee F , S, R, vg b M , 2n d of 4
ee F , S, R, vg b M , 3r d of 4
F, vS , R, gb M
vF , vS , R, * cl o s e p
pB , vS , R
Dn e b , vF , vS , po s 90 d e g , di s t 30 "
vF , pL , E 30 d e g , bM
vF , vS , R
eF , S, mE , F* n
pB , S, iF , bM N
vF , vS , R, gb M
F, pL , R, lb M
pB , pL , R, gb M
vF , vS , 1s t of 3
ee F , S, R, vg b M , 4t h of 4
pB , S, R, gb M N
pB , vS , sb M , p of 2
F, S, R, bM
eF , eS
F, S, di f , N 13 m
vF
ee F , pS , lE , v di f f i c , be t 2 st ns
st e l l a r , p of Dn e b
st e l l a r , f of Dn e b
eF , eS
*1 3 wi t h ne b
F, S, di f , E pf
F, S, R
st e l l a r ; = 52 3 ?
eF , vS , R
pB , pL , gb M , f of 2
vF , 3' nf of *5
eF , S, di f
eF , di f f i c
eF , S, R, *1 0 nf ; = IC 17 0 3
F, S, E 90 d e g , bM , r
ne b *1 2 , FD * nf 2'
F, S, R, lb M
eF , vS , R
vF , *6 3' . 5 np p
pB , pS , di f , iF , gv l b M
vF , vS , R, sb M N
vF , pS , lE , bM N , se v F st nr
eF , vS , E, 1s t of 3, *1 1 f
eF , S, iR , 2n d of 3
eF , vS , R, 3r d of 3
F, S, di f , vl b M
eF , S, E, *1 0 p; = IC 11 7
vF , vS , iE , p of 2
pF , S, di f , 56 0 sf
vF , S, E, vg l b M , *1 3 nr
vF , vS , R, lb M
552
553
564 Gx
568 Gx
I 119 Gx
I170 9
Gx
561 Gx
565 Gx
I 120 Gx
I 122
562 Gx
I 121 Gx
572 Gx
I 123 Gx
I170 7
576 Gx
566 Gx
570 Gx
574 Gx
569 Gx
I 124
*
I 125 Gx
559 OC
6 0 2 C+ N
583 Gx
I 126 Gx
I 127 Gx
571 Gx
578 Gx
577 Gx
580
575 Gx
I171 0
573 Gx
I171 1
Gx
584 Gx
I 128 Gx
I171 2
I 130
586 Gx
I 129 Gx
579 Gx
585 Gx
582 Gx
597 Gx
593 Gx
587 Gx
I171 7
589 Gx
588 Kt
I171 3
Gx
599 Gx
I 141 Gx
596 Gx
I171 4
594 Gx
I 138 Gx
600 Gx
581 OC
592 Kt
I 131 Nb
I 135 Nb
I 136 Nb
601
I 132 Nb
I 133 Nb
I 134
*
591 Gx
595 Kt
I171 6
*
590 Gx
I 137 Nb
I171 5
Gx
I 139
*
I 140
*
598 Gx
617 Gx
I 142 Nb
612 Gx
I 143 Nb
607
610
611
613 Gx
603 ***
604 Kt
619 Gx
606 Gx
623 Gx
605 Gx
615 Gx
625 Gx
643 Gb
626 Gx
608 Gx
630 Gx
624 Gx
614 Gx
616 D*
622 Gx
618
633 Gx
621 Gx
628 Gx
631 Gx
620 Gx
627
609 OC
632 Gx
646 Gx
I171 9
Gx
I 144 Gx
634 Gx
635
I171 8
641 Gx
648 Gx
I 145 Gx
I 146 Gx
639 Gx
644 Gx
642 Gx
636 Gx
640 Gx
638 Gx
647 Gx
649 Gx
I 147 Gx
645 Gx
629
I172 0
Gx
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
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
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
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
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
1
1
1
1
1
1
27 . 8
27 . 8
27 . 8
27 . 9
27 . 9
27 . 9
28 . 2
28 . 2
28 . 2
28 . 2
28 . 4
28 . 4
28 . 6
28 . 8
28 . 8
28 . 9
29 . 0
29 . 0
29 . 0
29 . 1
29 . 2
29 . 3
29 . 5
29 . 6
29 . 7
29 . 8
29 . 8
29 . 9
30 . 5
30 . 7
30 . 7
30 . 8
30 . 8
30 . 9
30 . 9
31 . 3
31 . 3
31 . 4
31 . 5
31 . 6
31 . 6
31 . 7
31 . 7
31 . 9
32 . 2
32 . 3
32 . 5
32 . 5
32 . 6
32 . 7
32 . 7
32 . 8
32 . 8
32 . 9
32 . 9
33 . 0
33 . 0
33 . 1
33 . 2
33 . 2
33 . 2
33 . 2
33 . 2
33 . 3
33 . 3
33 . 3
33 . 4
33 . 5
33 . 5
33 . 5
33 . 6
33 . 6
33 . 6
33 . 7
33 . 7
33 . 9
33 . 9
33 . 9
34 . 0
34 . 1
34 . 3
34 . 3
34 . 3
34 . 3
34 . 4
34 . 5
34 . 8
34 . 9
35 . 0
35 . 1
35 . 1
35 . 1
35 . 1
35 . 2
35 . 4
35 . 6
35 . 7
35 . 8
36 . 0
36 . 0
36 . 3
36 . 4
36 . 7
36 . 7
36 . 8
37 . 0
37 . 1
37 . 2
37 . 3
37 . 4
37 . 6
37 . 7
38 . 2
38 . 3
38 . 4
38 . 7
38 . 7
38 . 7
38 . 7
38 . 9
38 . 9
39 . 0
39 . 1
39 . 3
39 . 6
39 . 8
40 . 0
40 . 0
40 . 2
40 . 3
40 . 4
+33
+33
- 01
- 35
- 02
- 35
+34
- 01
- 01
- 14
+48
+02
- 39
+02
+33
- 51
+32
- 00
- 35
+11
- 01
- 13
+63
- 73
- 18
- 01
- 06
+32
- 22
- 01
- 02
+21
+21
+41
+17
- 06
- 12
- 06
- 15
- 06
- 12
+33
- 00
+33
- 33
- 12
+35
- 67
- 12
+30
+35
- 12
- 14
- 07
- 13
- 16
- 00
- 07
+60
+30
+30
+30
+30
- 12
+30
+30
+30
+35
+30
- 12
+44
+30
+12
+30
+30
+30
- 09
+30
- 36
+30
- 07
- 20
- 20
- 29
+30
+30
- 36
+21
- 36
+41
- 07
- 41
- 75
- 39
+33
- 39
- 10
+33
+33
+00
+33
- 37
+35
+15
+05
+42
+33
+64
+05
- 64
- 33
- 13
+35
- 19
+33
- 42
- 17
+00
- 17
- 29
- 42
- 29
- 07
- 09
+07
- 09
- 09
- 14
+05
+72
- 28
28
28
53
43
03
43
19
18
55
50
23
31
18
27
36
36
21
57
35
09
56
18
18
33
19
59
59
31
40
59
00
26
26
16
11
52
38
52
35
54
41
38
55
30
29
21
22
32
02
40
20
11
49
02
30
32
42
19
42
39
45
28
30
12
57
53
53
41
42
19
56
31
34
28
29
39
47
45
30
47
25
09
08
25
11
48
28
26
29
16
20
26
33
08
41
21
00
42
46
40
24
18
32
47
51
20
35
33
53
55
55
19
23
56
21
31
50
44
50
55
35
54
31
23
14
13
14
52
44
53
55
r
r
s
r
v
c
r
s
v
d
s
u
r
m
d
c
r
s
r
r
x
m
s
r
r
x
v
r
s
r
D
r
x
r
u
s
m
x
d
s
m
r
r
r
r
r
r
d
r
r
m
r
m
s
d
r
u
s
s
r
x
x
x
r
x
x
x
r
r
F
r
x
u
x
x
s
r
x
s
x
D
r
r
s
A
r
r
r
r
r
s
s
A
r
r
r
r
r
r
s
D
r
r
s
r
r
D
s
r
s
c
m
r
r
d
r
r
m
c
r
r
r
s
r
r
r
r
m
r
r
c
Psc
Psc
Cet
Scl
Cet
Scl
And
Cet
Cet
Cet
And
Cet
Scl
Cet
Psc
Phe
Psc
Cet
Scl
Psc
Cet
Cet
Cas
Hyi
Cet
Cet
Cet
Psc
Cet
Cet
Cet
Psc
Psc
And
Psc
Cet
Cet
Cet
Cet
Cet
Cet
Tri
Cet
Tri
Scl
Cet
Tri
Hyi
Cet
Tri
Tri
Cet
Cet
Cet
Cet
Cet
Cet
Cet
Cas
Tri
Tri
Tri
Tri
Cet
Tri
Tri
Tri
And
Tri
Cet
And
Tri
Psc
Tri
Tri
Tri
Cet
Tri
Scl
Tri
Cet
Cet
Cet
Scl
Tri
Tri
Scl
Psc
Scl
And
Cet
Phe
Hyi
Scl
Tri
Scl
Cet
Tri
Tri
Cet
Tri
Scl
Tri
Psc
Psc
And
Tri
Cas
Psc
Hyi
Scl
Cet
Tri
Cet
Tri
Phe
Cet
Cet
Cet
Scl
Phe
Scl
Cet
Cet
Psc
Cet
Cet
Cet
Psc
Cas
Scl
1.8
12.5
1.6
2.7
1. 6
14. p
15 . p
1.5
1.2
15. p
14. p
0.4
15. p
1.2
2.5
14 . p
14. p
14. p
0.4
4.
15. p
9. 5
15. p
16. p
2.1
4.8
15. p
10.9
14. p
14 . p
2.7
3.8
0.8
1.6
1.0
13 . p
15. p
10.4
14. p
13.2
14.
13.
14.
13.
p
p
p
p
14 . p
13 . p
14 . p
2.2
1.0
3.5
13. p
13 . p
14. p
10.9
1.4
3.5
6.
14. p
15. p
12.4
7.4
14. p
14 . p
0.8
62.
14. p
5. 7
15. p
13.2
5.8
10.0
14. p
4.0
3. 0
14. p
11.5
12 . p
13 . p
14. p
14 . p
14 . p
2. 0
10.2
3.
2.1
0.6
0.6
1.4
14 . p
14. p
9. 2
15. p
14. p
11.0
13. p
15. p
14 . p
14 . p
15. p
15 . p
2.3
0.8
1.3
14 .
11.3
15.
14.
14 .
15 .
14.
14.
p
p
p
p
p
p
p
v S , st e l l a r , p o f 2 ; R A ?
vS , s t e l l a r , f of 2 ; R A ?
vF , v S , i F , f o f 2
v F , S, R
F, E pf , d i f , 5 6 4 n
eF , p S , R , v d i f f i c ; = 5 6 8
eF , p L , R
S, E (biN ? )
F, S , d i f
pB , S , bM
eF , p S , R , D * n r s
F, S , R , g b M
e F , S, at t t o S* , B * n r
F, S , R , s b M
eF , d i f , * 1 3 . 3 cl o s e
F, S , R , b M , a m s t 1 1
v F , S, R
vF , p L , R , m b M N
vS , D * po s 2 2 5 d e g
in v
eF , v S , R
vF , v S , d i f
vF , v S , R , l b M
Cl , B , pL , p R i
B, S , R , p s b M * , r
eF , S , R
eF , s t e l l a r , 5 5 7 f
F, p S , di f , *1 1 . 5 c l o s e
vF , p S , * 1 3 - 14 sp
B, L , p m E , g p m b M
F
pF , p S , R ; = 5 7 7
e F , pL , i R ; = IC 17 1 0
F, p L , di f , *1 3 . 5 a t t ; = 57 5
v F , vS , R , g b M
F, p L , E 2 6 0 d e g , g b M
vB , p L , R , m b M , p o f 2 ; = I C 1 7 1 2
F, R , S , N
no d e s c r ; = 58 4
vF , S , di f
vF , v S , R
F, p L , R, di f
vF , p L , g b M
vF , S , R, bM
vF , p L , p m E , * 1 2 p
F, S , R , b M
v S C l , lE , n e b u l o u s
vvF, S, S Cl?
eF , e S , m E 2 5 d e g , s t e l l N
v F , S, R, g b M N , * 1 0 s p 2 '
F, p of 2
*1 3 , ne b s ?
F, S, iF, er
pB , S , R, N 11 . 5 ex c e n t r
pB , R , bM , R , * 6 f 1 2 '
ee F , S, l E , v d i f , * 8 n
F, p S , E, gl b M
no d e s c r i p t i o n
ee F
C l , pL , B , R , Ri , s t 1 0 . . . 1 1 ; = M1 0 3
F, p L , f o f 2
vF , c l o s e to * 1 3 . 5
vF
eF , d i f f i c , *1 0 n p 3 '
v F , vS , R , 4 ' sf 59 9
vF , D * (1 3 , 13 ) c l o s e
vF , S , vl b s o u t h , d i f
vF , s u s p , *9 n 3'
eF , p S , R , l b M , B * s f
vF , S , R, in v i n M3 3
eF , r , ne b ?
F , v S , rr ?
vF , p L , d i f
F, S , R , N , r
vF , v d i f , v l b M
vF , d i f
! eB , e L , R, v g b M N ; = M3 3
eF , S , lE
vF , s t e l l a r , o r * 1 3 in v
F, v S , R, *1 2 p
vF , S , di f , *1 3 f 0 ' . 6
* 1 1 , * 1 4 cl o s e s
eF , v S , R , v g b M , *1 0 p 2 '
eF , v S (F * ? ) , 3 0 " n f 6 1 0
vB , v L , v m E 11 8 d e g , s b M , * 1 0 nf
only an eF*?
B , v S , R, v v l b M
e e F , v S , R, p of 2
eF , p S , R , v l b M , r?
F, S , R , f o f 2
vF , v S , R , b M
pB , p L , i l E , g b M , r , * 8 n p 10 '
B, L, mE, gpmb M
v F , pS , R , v g l b M
pF , S , R, bM
vF , p s b M , st e l l a r
pF , S , R, bM
e F , S, am v S s t
p F , ps b M , s t e l l a r
ne b D * , * 8 n p
e F , pL , d i f
none x i s t e n t
pB , S , R, gb M , ** n p
vF , e S , R , b M N
gl o b . c l . , F, vL , R , vg , p s m b M , r r ; = M 7 4
vF , S , gb M
eF , v S , R , l b M
none x i s t e n t
Cl , S , pR i , st 14 . . .
pB , S , R, ps b M
vF , i R , v g l b M
vF , S , R, cF , * n r n f
eF , e S , s t e l l a r
e F , eS , s e v F st in v
e F , vS , R
F, p S , pR , * 1 3 . 5 at t
F , S , R , gp m b M , p o f 2
v F , vS , v l E , s b M N
F, S , d i f
F, v S , R, lb M ; = 64 8
v F , vS , p o f 2
F, S , v l E , g l b M , f o f 2
v F , pS , R , g b M , * f n r , f o f 2
pB , v S , R , m b M , r
eF , S , lE 17 0 d e g , l b M N , *1 0 s 4 '
vF , p S , R
e F , pS , l E 1 6 0 d e g , b M N , * 8 f 1 6 s
e F , S, E 0d e g , b M D* ?
F, v S , R, vF * c l o s e
F, p L , mE
iF , 3 s t + n e b
eF , e S , R , B , * p
65 2
I1 7 2 1
25 7 3
65 5
65 8
65 0
65 1
65 3
65 6
I 14 8
I 14 9
63 7
66 0
I 15 0
I1 7 2 2
I1 7 2 3
I1 7 2 4
65 7
66 4
I 15 1
65 4
I 15 2
65 9
66 1
66 2
I 15 3
66 5
66 7
I1 7 2 5
I 15 4
I1 7 2 6
I 15 6
I 15 7
I 15 8
66 3
66 6
66 8
I 16 0
I 15 9
67 1
66 9
67 0
I 15 5
I1 7 2 7
I1 7 2 8
68 5
69 0
67 2
I1 7 2 9
67 3
69 2
I 16 1
I 16 2
67 5
67 6
68 2
68 6
67 7
I 16 4
67 4
68 1
I 16 3
I1 7 3 4
67 8
69 6
68 3
69 8
67 9
68 0
68 9
I1 7 3 0
68 4
I 16 5
I1 7 3 1
I1 7 3 9
69 3
I 16 8
68 7
69 9
I 16 9
69 1
I1 7 3 3
68 8
I1 7 3 2
I1 7 3 5
I1 7 3 6
69 4
70 1
I 16 7
I1 7 3 8
69 5
70 7
69 7
70 2
I1 7 4 0
I1 7 3 7
70 6
I1 7 4 1
I 17 0
70 0
71 1
I 16 6
72 5
70 4
70 3
70 5
70 8
70 9
71 6
I1 7 4 3
71 0
72 0
I1 7 4 5
71 2
71 5
71 8
I1 7 4 2
71 4
I1 7 4 4
71 9
72 7
72 4
72 3
71 7
72 9
74 5
I1 7 4 6
75 4
75 6
72 1
72 2
100
Gx
Gx
Gx
Gx
Gx
Pl
Pl
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
OC
Gx
OC
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
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
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
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
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
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
1
1
1
1
1
1
40 . 7
41 . 4
42 .
42 . 0
42 . 2
42 . 3
42 . 3
42 . 4
42 . 4
42 . 4
42 . 4
42 . 9
43 . 0
43 . 0
43 . 0
43 . 2
43 . 2
43 . 7
43 . 8
44 . 0
44 . 1
44 . 1
44 . 2
44 . 2
44 . 5
44 . 6
44 . 8
45 . 1
45 . 2
45 . 3
45 . 3
45 . 5
45 . 7
45 . 9
46 . 0
46 . 0
46 . 3
46 . 4
46 . 5
46 . 9
47 . 2
47 . 4
47 . 5
47 . 5
47 . 7
47 . 8
47 . 8
47 . 9
47 . 9
48 . 4
48 . 7
48 . 7
48 . 9
49 . 0
49 . 0
49 . 0
49 . 0
49 . 1
49 . 1
49 . 2
49 . 2
49 . 3
49 . 3
49 . 4
49 . 4
49 . 6
49 . 6
49 . 7
49 . 8
49 . 9
50 . 0
50 . 2
50 . 2
50 . 2
50 . 4
50 . 5
50 . 5
50 . 6
50 . 6
50 . 6
50 . 7
50 . 7
50 . 8
50 . 8
50 . 9
50 . 9
51 . 0
51 . 1
51 . 1
51 . 1
51 . 2
51 . 2
51 . 3
51 . 3
51 . 3
51 . 7
51 . 8
51 . 9
52 . 0
52 . 2
52 . 5
52 . 5
52 . 6
52 . 7
52 . 8
52 . 8
52 . 8
52 . 9
52 . 9
52 . 9
53 . 0
53 . 0
53 . 0
53 . 2
53 . 2
53 . 2
53 . 2
53 . 6
53 . 6
53 . 7
53 . 7
53 . 8
53 . 9
54 . 0
54 . 0
54 . 2
54 . 3
54 . 4
54 . 5
54 . 8
54 . 8
+0 7
+0 8
- 89
- 13
+1 2
+5 1
+5 1
+3 5
+2 6
+1 3
- 16
+6 4
+1 3
+0 4
- 34
+0 8
- 34
+5 5
+0 4
+1 3
+6 1
+1 3
+6 0
+2 8
+3 7
+1 2
+1 0
- 22
+2 1
+1 0
+0 4
+1 0
+1 2
- 06
+6 1
+3 4
+3 6
- 13
- 08
+1 3
+3 5
+2 7
+5 9
+2 7
- 33
- 52
- 16
+2 7
- 26
+1 1
- 48
+1 0
+1 0
+1 3
+0 5
- 14
- 23
+1 3
- 03
+2 2
- 10
+2 0
- 32
+2 2
- 34
+1 1
- 34
+3 5
+2 1
- 27
+2 1
+2 7
+2 7
+2 7
- 34
+0 6
- 08
+3 6
- 12
- 12
+2 1
+3 3
+3 5
+3 5
+3 3
+1 8
+2 2
- 09
+2 1
- 09
+2 2
- 08
+2 2
- 04
- 29
+3 6
+0 6
- 16
- 08
+3 6
+1 7
+6 1
- 16
+3 6
+3 6
+3 6
+3 6
+3 6
+1 2
+1 2
+3 6
- 13
- 16
+3 6
- 12
+0 4
+2 2
+3 6
+1 9
+1 9
- 35
- 23
- 23
+3 6
- 35
- 56
+0 4
- 56
- 16
+3 9
+2 0
59
30
20
04
35
34
35
39
09
39
18
00
38
12
11
53
15
53
14
12
53
02
42
42
41
38
26
56
47
39
37
33
52
56
15
23
27
15
39
06
33
53
47
20
36
47
43
26
53
32
39
22
31
02
54
59
48
02
55
20
26
42
45
00
55
41
50
47
58
28
58
39
38
12
03
09
32
21
03
41
46
06
16
55
06
18
00
42
55
47
35
30
21
03
57
15
18
47
32
04
30
50
31
06
09
08
10
13
32
43
02
44
40
48
50
12
43
12
50
49
52
52
46
13
49
41
48
46
43
23
41
r
u
c
r
s
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d
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m
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c
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Ps c
Ps c
Oc t
Ce t
Ps c
Pe r
Pe r
An d
Ps c
Ps c
Ce t
Ca s
Ps c
Ps c
Sc l
Ps c
Sc l
Ca s
Ps c
Ps c
Ca s
Ps c
Ca s
Tr i
An d
Ps c
Ps c
Ce t
Ps c
Ps c
Ps c
Ps c
Ps c
Ce t
Ca s
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An d
Ce t
Ce t
Ar i
Tr i
Tr i
Ca s
Tr i
Fo r
Er i
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Ar i
Ph e
Ps c
Ps c
Ar i
Ps c
Ce t
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Ar i
Ce t
Ar i
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Ar i
Fo r
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Fo r
An d
Ar i
Fo r
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Ps c
Ce t
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Ce t
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Ar i
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Fo r
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Ps c
Ce t
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Ps c
Ar i
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Ar i
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Fo r
Fo r
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Fo r
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Ps c
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1. 2
3. 6
3. 2
4. 8
14 .
14 .
13 . 5
14 .
14 .
12 .
12 .
14 .
13 .
1. 0
4.
9. 1
1. 0
1. 8
3. 5
1. 6
14 .
8. 2
10 . 8
15 .
1. 8
14 .
5.
6. 5
5.
2. 2
1. 0
7. 9
13 .
14 . 3
13 .
1. 3
1. 8
16 .
2. 3
0. 8
0. 6
3. 4
2. 5
6. 2
1. 4
4. 1
6. 6
1. 9
2. 4
2. 4
1. 9
4. 3
2. 8
1. 8
1. 5
5. 0
15 .
15 .
15 .
7. 1
13 .
14 .
14 .
16 .
14 .
13 .
12 . 1
11 . 6
12 .
14 .
10 . 8
13 .
15 .
15 .
11 .
13 .
13 .
14 .
11 . 8
14 .
13 .
15 .
2. 3
2. 9
0. 6
3. 9
12 . 4
13 .
15 .
15 .
13 .
1. 7
2. 7
14 .
13 .
14 .
3. 5
12 .
1. 7
13 .
15 .
1. 4
0. 8
2. 5
3. 0
1. 2
0. 7
15 .
14 .
12 . 2
4. 7
1. 5
14 .
14 .
13 .
14 .
2. 2
0. 7
13 .
14 .
5.
1. 5
3. 3
15 .
14 .
11 . 7
14 .
14 .
15 .
14 .
15 .
15 .
2. 1
4. 4
14 .
10 . 2
14 .
2. 8
0. 7
1. 4
11 . 7
15 .
14 .
15 .
14 .
13 .
14 .
1. 5
1. 9
0. 7
2. 0
15 .
13 . 4
14 .
p ee F , pS , R, v di f f i c
p pB , pS , E pf , gb M , r
F, S, R, gl b M , Po l a r i s s i m a Au s t r a l i s
p eF , eS , gb M N
p pF , pS , mE , mb M
p vB , p of Dn e b ; = M7 6
p vB , f of Dn e b ; = M7 6
p vF , pL , mE , lb M , se v st in v
p F, vS , R, r?
ee F , pS , v di f f i c , 66 0 sf
p F, pS , E pf , lb M
Cl , pS , B & vF st
pB , pL , E, bM , r
p F, S, R, di f , *1 0 . 5 ne a r , 66 4 f
F, S, cE 45 d e g
F, pL , E 20 0 d e g , gl b M
F, S, cE 17 5 d e g
Cl , pR i , st 12
p vF , S, R
eF , pS , np of 2
Cl , iF , Ri , on e *6 - 7, st 11 . . . 1 4
eF , S, R, vF * cl o s e , sf of 2
Cl , lR i , st B
p F, S, R, bM , r
F, S, R, mb M
eF , pS , R, sp of 2
p F, S, lE , bM , r
eF , S, R, *1 0 np 10 0 "
F, S, pR , di f
p F, vS , lb M , *1 1 . 5 sp
p F, vS , gb M , *1 3 . 5 cl o s e
p pB , S, R, mb M N = *1 2
ee F , S, R, D* p, nf of 2
vF , vS , R, mb M
Cl , B, L, eR i , st pL
p vF * in eF , eS ne b y
p pF , pS , R, gb M
p F, st e l l a r , 13 m
p pB , S, R, mb M
p eF , pS , R, be t D* & *
p pF , pL , mE , gb M
F, S, lE
vF , eL , di f
F, L, st in v , 67 2 nf
F, S, E 16 0 d e g , mb M
p F, vL , R, vg v l b M
p vF , vS , R, lb M
F, pL , mE 80 d e g
pB , eS , al m st e l l , rr ?
p pF , pL , E, lb M , *1 1 nf 3'
B, S, R, gb M
ee F , vS , R
p ee F , S, lE
p vF , S, R, lb M , sp of 2
p vF , E 16 1 d e g , sb M *9
p cF , S, R, gv l b M
p vF , vS , R, gb M , er , 2 st nr
p ee F , S, R, nf of 2
pF , S, R, be t 2 st (S Cl ? )
pB , vm E , *1 4 f 8s ; = 69 7 ?
pF , cL , R, gl b M , S* p 90 "
p F, pS , R, bM
vF , pS , lE 10 0 d e g , bM
p pB , S, iR , mb M , p of 2
F, S, R
p eF , 2 st 14 p 90 "
eF , S
F, st e l l a r
p pB , S, iR , mb M , f of 2
p vF , pL , R, gb M
p F, S, R, gb M
p F, vl E , *1 3 f 10 0 " ; = IC 16 5
eF , S, lE , vF * cl o s e f; = 68 4
F, E np s f , bM , pr o b sp i r
cF , cS , R, mb M
p pF , S, E 90 d e g , vg l b M , *1 0 nf
vF , st e l l a r , *1 0 f 4' (7 0 7 f 1m a g )
p vF , st e l l a r
p eF , pS , E 10 5 d e g , bn p , cu r v e d
F, S, E pf , bM , r
p F, cL , vg l b M
F, vS , pR , r
p vF , vS , r?
p vF , pS , mb M ; eF st in v ?
vF , vS , R
p F, pS , E 21 0 d e g , gl b M
p F, S, R, be t 2 st 15
F, pL , E, vg v l b M , r
eF , *1 0 . 5 n 4'
eF , vS , 70 1 p
p vS , st e l l a r
p vF , F* in ce n t r e
p F, cL , E, mb M
p eF , vl E 0d e g , *1 3 s 90 "
pB , eS , lE , li k e D*
eF , 3 or 4 vF st in ne b
p F, S, bM , *1 3 n 1'
p eF , eS ; = 69 0 ?
F, vS , R, st e l l a r
p eF , vS , R, sp 70 3
p vF * in vF , vS ne b y
S Cl , ne b u l o u s ?
p vF , vS , R
p vF , vS , R, 2n d of 4
p vF , vS , R, 1s t of 4
p vF , vS , R, 3r d of 4
p F, pL , bM , 4t h of 4
p vF , pS , be t 2 st , gr o u p sp
eF , S, R, B* f
vF , pS , lb M , di f ; = 71 6 ?
p vF , pS , 2 st s
cB , pL , lE , ps m b M
eF , eS
p vF , R, am pB st
eF , S, gb M N
pB , S, iR , ps m b M
p F, S, lE pf , gl b M
p F, vS , R, 2 st 13 p an d np
p F, S, R, gl b M
p eF , R, vF * f
F, S, R, bM
vF , pL , R, gb M , S* ss p ; = 72 3
p pF , vS , R, vg b M
p vF , pS , *1 5 sf 1'
ee F , S, R
pB , S, R, gb M
F, S, pR , gb M
vF , S, R, bM
p F, vS , R, bM N
eF , pL
p vF , vS , R, be t a Ar i n
734 Gx
731 Gx
I 172 Nb
713 Gx
7 2 8 ** *
I 171 Gx
730
*
726 Gx
749 Gx
758 Gx
I 173 Gx
I174 8
Gx
747
I174 9
Gx
I 174 Gx
I 175 Nb
733 Gx
741 Gx
748 Gx
755 Gx
757
I175 0
Gx
I175 1
732 Gx
742 Gx
735 Gx
736 Gx
737
796 C+N
738 Gx
740 Gx
I 176 Gx
I175 4
Gx
I175 8
739 Gx
I175 6
762 Gx
I 177
I175 7
764 D*
I175 5
Gx
I175 2
I175 3
763
750 Gx
I176 0
751 Gx
I174 7
Pl
753 Gx
752 OC
759 Gx
760 D*
761 Gx
782 Gx
I176 2
Gx
746 Gx
I175 9
Gx
744 OC
775 Gx
743 OC
766 Gx
768 Gx
765 Gx
I176 3
767 Gx
I 178
I176 1
Gx
773 Gx
802 Gx
770 Gx
772 Gx
774 Gx
769 Gx
I 183 Gx
779 Gx
795 Gx
I 182 Gx
776 Gx
I 184 Gx
I 180 Gx
I 181 Gx
I176 7
781 Gx
I 185 Gx
777 Gx
I 179
778 Gx
I 186 Gx
I176 4
Gx
780 Gx
I176 5
I176 8
Gx
I176 9
787 Gx
783 Gx
788 Gx
I176 6
784 Gx
786 Gx
790 Gx
813 Gx
791 Gx
785 Gx
I 187
I 189 Gx
I 188
I 190 Gx
I177 0
792 Gx
799 Gx
800 Gx
I177 1
789 Gx
794 Gx
I 191
I 192 Gx
I177 2
Gx
I 193
793
814 Gx
815 Gx
I 194 Gx
771
797 Gx
798 Gx
806 Gx
801 Gx
I 195 Gx
803 Gx
804 Gx
I 196 Gx
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
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
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
1
1
1
1
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
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
2
2
54 . 8
54 . 9
54 . 9
55 . 1
55 . 1
55 . 2
55 . 3
55 . 6
55 . 6
56 . 0
56 . 0
56 . 1
56 . 2
56 . 2
56 . 3
56 . 3
56 . 4
56 . 4
56 . 4
56 . 4
56 . 4
56 . 4
56 . 4
56 . 5
56 . 5
56 . 6
56 . 7
56 . 7
56 . 7
56 . 9
56 . 9
56 . 9
56 . 9
56 . 9
57 . 0
57 . 0
57 . 1
57 . 1
57 . 1
57 . 2
57 . 2
57 . 3
57 . 3
57 . 4
57 . 5
57 . 5
57 . 6
57 . 6
57 . 7
57 . 8
57 . 8
57 . 8
57 . 8
57 . 8
57 . 8
57 . 9
57 . 9
58 . 4
58 . 5
58 . 7
58 . 7
58 . 7
58 . 8
58 . 8
58 . 9
58 . 9
58 . 9
59 . 0
59 . 1
59 . 2
59 . 3
59 . 4
59 . 5
59 . 6
59 . 7
59 . 8
59 . 8
59 . 9
59 . 9
00 . 0
00 . 0
00 . 0
00 . 1
00 . 1
00 . 2
00 . 2
00 . 3
00 . 4
00 . 4
00 . 5
00 . 6
00 . 8
00 . 9
01 . 0
01 . 1
01 . 1
01 . 2
01 . 3
01 . 5
01 . 5
01 . 6
01 . 7
01 . 8
01 . 9
01 . 9
02 . 0
02 . 1
02 . 2
02 . 3
02 . 3
02 . 3
02 . 3
02 . 5
02 . 5
02 . 5
02 . 5
02 . 6
02 . 7
02 . 9
02 . 9
02 . 9
03 . 1
03 . 4
03 . 4
03 . 4
03 . 6
03 . 7
03 . 7
03 . 8
03 . 9
03 . 9
- 17
- 09
+00
- 09
+04
+35
+05
- 10
- 29
- 03
+01
+17
- 09
+06
+03
+01
+33
+05
- 04
- 09
- 08
+04
+05
+36
+05
+34
+33
+33
- 74
+33
+33
- 02
+04
- 16
+33
- 00
- 05
- 00
- 00
- 16
+14
+28
+28
- 08
+33
- 32
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+63
+35
+37
+36
+33
+33
- 57
- 33
+44
- 32
+55
- 26
+60
+08
+00
+24
- 27
- 09
+36
+00
- 11
- 67
+18
+19
+14
+30
- 05
- 05
- 55
+07
+23
- 06
+23
+23
- 11
+12
- 01
+31
+38
+31
- 01
+24
+28
+31
- 25
- 31
- 09
+31
- 06
+31
+28
+15
- 05
- 68
+08
+31
+26
+23
+27
+23
+09
+15
- 00
- 00
+09
+32
+18
+18
+16
+07
+11
+32
- 14
- 14
+02
+72
+38
+32
- 09
+38
+14
+16
+30
+14
03
01
49
05
12
17
37
49
57
06
17
39
28
45
46
20
04
38
28
04
55
05
38
48
38
11
03
03
13
03
01
01
02
32
14
28
26
09
29
02
34
37
36
59
13
00
12
20
55
41
20
21
23
46
14
56
59
29
18
11
20
31
53
47
35
37
34
31
52
57
01
01
54
22
58
49
25
38
50
37
40
07
38
31
26
02
17
33
34
13
51
02
55
00
52
49
47
50
38
23
26
29
49
28
33
02
32
59
42
06
08
58
04
22
22
01
44
05
00
38
42
36
25
07
04
56
15
42
02
49
43
r
s
x
r
r
u
r
r
r
r
v
u
r
u
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r
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v
v
r
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r
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r
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d
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F
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s
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c
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c
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r
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r
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r
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s
c
u
r
m
z
z
d
r
m
s
D
r
z
u
r
x
c
d
r
s
s
x
s
r
r
c
r
r
d
m
d
m
d
r
r
r
d
r
r
x
u
m
d
r
A
A
u
s
r
r
r
r
u
s
r
a
Cet
Cet
Cet
Cet
Psc
Tri
Psc
Cet
For
Cet
Cet
Ari
Cet
Psc
Psc
Cet
Tri
Psc
Cet
Cet
Cet
Psc
Psc
And
Psc
Tri
Tri
Tri
Hyi
Tri
Tri
Cet
Psc
Cet
Tri
Cet
Cet
Cet
Cet
Cet
Ari
Tri
Tri
Cet
Tri
For
Tri
Cas
And
And
And
Tri
Tri
Eri
For
And
For
Per
For
Cas
Psc
Cet
Ari
For
Cet
And
Cet
Cet
Hyi
Ari
Ari
Ari
Tri
Cet
Cet
Eri
Psc
Ari
Cet
Ari
Ari
Cet
Ari
Cet
Tri
And
Tri
Cet
Ari
Tri
Tri
For
For
Cet
Tri
Cet
Tri
Tri
Ari
Cet
Hyi
Psc
Tri
Tri
Ari
Tri
Ari
Psc
Ari
Cet
Cet
Psc
Tri
Ari
Ari
Ari
Psc
Ari
Tri
Cet
Cet
Cet
Cas
And
Tri
Cet
And
Ari
Ari
Tri
Ari
1. 7
0.1
2.5
1.2
1.2
1.2
1.7
0.2
3. 2
2.9
4. 0
1.1
0.2
2.0
2. 0
1. 7
2.4
1.1
1.6
1. 6
1.3
0.2
2.9
50.
2.1
1. 6
2. 1
1.7
1. 9
1.8
11.
5.
0.7
1. 3
7.1
1.0
4. 1
1. 5
2.0
1.0
0.5
3. 0
1.7
1.9
1. 8
1. 8
6.2
1.3
0.7
0.3
1.1
0.6
1.7
1.5
3.3
vF , v S , R , b M N , * 1 1 p 11 s
13 . p e F , st e l l a r
pB , S , R, bM
1 5 . p eF , p S , E 90 d e g , g l b M N , *1 4 n p
su s p e c t e d ne b
1 4 . p pB , p S , c E , * n f
v F , ve r y st e l l a r
1 4 . p vF , p L , i R , *9 3' f
1 4 . p pB , S , E, bM
v F , vS
F, p S , R, lb M
1 5 . p vF
e F , pS , l E 1 8 0 d e g
1 5 . p F, S , E n s , bi N , r
1 5 . p ne b * 1 3
vF , d i f , d i f f i c
vF , 2 ' p 7 3 6
11 . 3
p F , S, R, p of 2 , p o s 10 2 d e g
pF , * 9 np
v F , pS , v l E
F , S , g b M N ; = 75 5 ?
1 5 . p vF , v S , p R , N
pB , p S , R , * 9 n p ; = 74 1
15 . p v F * in vF , v S , R ne b y
1 5 . p vF , v S , R , s b M , f o f 2
1 4 . p ee F , st e l l a r
12 . 2
p B , R, bM
o n l y a fa i n t s t a r
e F , vS , R , * n p 2 5 "
15 . p n e b , 7 5 " nf 73 6
15 . p F , L , c E
1 5 . p pB , S
1 5 . p F, S , g b M
F, e S , sb M * 1 1
15 . p c F , vS , R , i n tr i a n g l e o f s t
vF , E n p s f , *1 3 c l o s e sf
13 . p v F , S, lE , v g l b M
F, v S , R, di f
eF , v S , R
eF , v S , i R , gb M
1 5 . p F, S , d i f
F, v S , *1 4 . 5 a t t
F, v S , di f , 14 . 5 cl o s e
v F , pL , E 6 5 d e g , g b M N
12 . 2
c B , pL , R , D w i t h 7 5 1 at 2 5 " , p o s 17 3 d e g
eF , p S , R , (d e c l 1 d e g
f a r t h e r s? )
12.5
pF , e S , R , b M , Dn e b wi t h 75 0
1 4 . p PN , st e l l
12.4
pB , p L , R , g m b M
5. 7 Cl , v v L , R i , s t L & sc
1 4 . p Cl , v S , R
v F , R, 76 1 n f
15 . p p F , cL , 4 F st n r
13 . p p B , pL , l E , *1 2 a t t
ee F , pS , R , *7 nf
13 . p v F , pS , l E , se v s t nr
pB , v S , R , b M , *1 0 c l o s e sp
7. 9 Cl , p L , p R i , i F , st 11 . . . 1 3
14 . p p F , S, R, g l b M
C l , no t R i , D* ( h 1 0 9 8 )
14 . p v F , S, R, * 1 1 at 2' , p o s 7 5 d e g
1 4 . p eF , p S , R , * 8 f 3 0 s
1 4 . p vF , v S
ee F , S, R , * 8 s s f
1 4 . p eF , p S , E 16 0 d e g
pF , N = 1 3 m
1 5 . p vF , v S , R , g b M N
1 4 . p cF , p L , E 0d e g , gl b M
ee F , vS , R , *1 3 p 1 0 0 "
14 . p v F , S, R, s p 7 7 2
10.3
B, c L , R, gb M , r
14 . p v F , st e l l a r
13 . p v F , vS , i R , bM , F * at t
1 5 . p F, v S , R, lb M
11 . 0
c B , L, mE 1 6 2 d e g , mb M
p F , S, R, 2 st 1 1 n r
1 5 . p F, p L , bi N
1 3 . p F, p L
1 4 . p eF , v S
1 5 . p vF , e S , R , s t e l l a r , sf 7 7 6
1 6 . p eF , e S , s t e l l a r
eF , p S , b e t 2 s t 10 . 5 , 2 st n
1 4 . p eF , s t e l l a r
1 6 . p eF , v S , d i f
12 . p p B , pL , R , g l b M
pB , S , lE , * 9 . 5 n f
14 . p e F , vS , R , l b M
1 5 . p F, d o u b l e , d i s t 1 5 "
1 4 . p F, v S , R, lb M
14 . p v F , vS , E , 3 s t p
S* a t t p; = 78 3
ee F , pS , R , 3 s t 9 s f , v di f f i c
eF , e S , m E 8 0 d e g
13 . p v F , S
13 . p e F , S, iR , v F st at t ; = IC 17 6 5
12 . 3
p F , pS , R , b M
no d e s c r ; = 78 5
11.8
vF , L , E ( d o u b l e ? )
1 4 . p eF , v S
1 3 . p cF , c S , R , b M
pF , S , R, gb M
1 5 . p vF , S , *1 4 f 3 '
14 . p e F , eS , v F * at t ; = IC 17 6 6
ee F , R
1 5 . p vF , v S , R , * 1 3 . 5 cl o s e
ee F , vS , R
1 5 . p F, v S , R, mb M
F, v S , R, st e l l
14 . p e F , S, R, * 1 1 75 d e g
1 4 . p ee F , pS , R , n o f 2
1 4 . p ee F , S, R , s o f 2
F, v S , R, st e l l
14 . p v F , S, lE
14 . p v F , cS , s t e l l a r ; = IC 19 1
pB , p L , l E ; = 7 9 4
1 5 . p F, L , R , l b M
1 5 . p F, S , s l b M , *8 . 5 16 6 " n
eF , p S , l E , B* sf , F * f
vvF, bet 2 st, sf 789
16 . p e F , S, R, g b M
1 6 . p eF , v S , R , g b M
1 5 . p vF , v S , R , * 9 . 5 f 1 5 s
4. 0 su s p e c t e d ne b * (5 0 C a s )
1 3 . p vF , S , iR , s b M , * n r
14 . p e F , vS
14 . p e e F , S , R , v d i f f i c , p B * n
13 . p e F , pS , i R , D* c l o s e f
1 4 . p ee F , S, R , F * s
12.4
vF , S , iR , g l b M , *1 0 p 3 s . 5
1 4 . p ee F , vS , R , lb M
pF , p S , R , 3 s t n r
I1 7 7 4
Gx
80 8 Gx
I1 7 7 3
Gx
I 19 7 Gx
80 5 Gx
80 9 Gx
81 1 Gx
80 7 Gx
I1 7 7 6
Gx
81 0 Gx
I1 7 7 5
Gx
I 19 8 Gx
I1 7 7 7
Gx
I 19 9 Gx
I1 7 7 8
I1 7 7 9
Gx
82 2 Gx
81 2 Gx
82 4 Gx
I1 7 8 1
Gx
I1 7 8 0
Gx
82 3 Gx
I 20 1
I1 7 8 2
Gx
I 20 0
I 20 4
I 20 5 Gx
I 20 2 Gx
I 20 3
I 20 6
I 20 7
81 6 Gx
81 7
82 0 Gx
82 1 Gx
I 20 8 Gx
81 9 Gx
82 5 Gx
81 8 Gx
82 9 Gx
82 7 Gx
85 2 Gx
83 0 Gx
I 20 9 Gx
83 3 Gx
82 6 Gx
83 5 Gx
I 21 0
83 1 Gx
83 8 Gx
83 9 Gx
84 2 Gx
83 2 Gx
I1 7 8 3
Gx
82 8 Gx
84 0 Gx
84 4 Gx
84 9 Gx
84 8 Gx
83 7 Gx
83 6 Gx
83 4 Gx
84 3 ** *
I 21 1 Gx
85 0 Gx
85 1 Gx
84 1 Gx
85 4 Gx
85 3 Gx
84 6 Gx
84 7 Gx
84 5 Gx
85 8 Gx
85 7 Gx
86 2 Gx
85 6 Gx
I 21 2 Gx
85 9
85 5 Gx
I 21 3 Gx
I 21 4 Gx
I 21 5 Gx
86 3 Gx
86 6
88 5
86 0 Gx
87 2 Gx
86 4 Gx
86 1 Gx
I 21 6 Gx
I1 7 8 8
Gx
86 7
86 8 Gx
I1 7 8 6
Gx
86 5 Gx
87 4
I 21 7
I1 7 8 4
Gx
I1 7 8 7
I1 7 8 5
87 3 Gx
87 9 Gx
87 5 Gx
I 21 8 Gx
87 0 Gx
87 1 Gx
88 8 Gx
I1 7 9 0
I1 7 9 1
Gx
87 8 Gx
87 6 Gx
87 7 Gx
28 5 "
I1 7 8 9
88 0 Gx
I 21 9
88 1 Gx
86 9 OC
88 3 Gx
I1 7 9 2
Gx
88 9 Gx
I 22 0
88 7 Gx
88 2 Gx
89 3 Gx
89 2 Gx
89 7 Gx
I1 7 9 4
Nb
89 4
89 5 Gx
I1 7 9 3
Gx
101
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
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
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
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
2
2
2
2
2
2
2
2
2
2
2
2
03 . 9
04 . 0
04 . 0
04 . 1
04 . 4
04 . 4
04 . 7
04 . 8
05 . 2
05 . 3
05 . 3
06 . 1
06 . 1
06 . 3
06 . 3
06 . 5
06 . 6
06 . 8
06 . 8
06 . 9
07 . 0
07 . 3
07 . 3
07 . 3
07 . 4
07 . 4
07 . 4
07 . 5
07 . 5
07 . 5
07 . 7
08 . 0
08 . 4
08 . 4
08 . 4
08 . 4
08 . 5
08 . 5
08 . 7
08 . 7
08 . 8
08 . 9
09 . 0
09 . 0
09 . 3
09 . 4
09 . 4
09 . 4
09 . 5
09 . 6
09 . 7
09 . 8
10 . 1
10 . 1
10 . 2
10 . 2
10 . 2
10 . 2
10 . 3
10 . 4
10 . 5
11 . 0
11 . 1
11 . 1
11 . 2
11 . 2
11 . 3
11 . 6
11 . 8
12 . 2
12 . 2
12 . 3
12 . 5
12 . 6
13 . 0
13 . 6
13 . 6
13 . 9
14 . 0
14 . 0
14 . 0
14 . 2
14 . 6
14 . 6
14 . 6
15 . 1
15 . 4
15 . 5
15 . 8
15 . 8
15 . 8
15 . 9
16 . 0
16 . 0
16 . 1
16 . 1
16 . 2
16 . 2
16 . 2
16 . 4
16 . 6
16 . 8
17 . 1
17 . 1
17 . 2
17 . 2
17 . 5
17 . 6
17 . 7
17 . 8
17 . 9
18 . 0
+1 5
- 23
+3 0
+0 2
+2 8
- 08
- 10
+2 8
+0 6
+1 3
+1 3
+0 9
+1 5
+0 9
+0 9
+0 3
- 41
+4 4
- 36
- 00
+1 4
- 25
+0 9
- 25
+3 1
- 01
- 02
+0 9
+0 9
- 07
- 06
+2 9
+1 7
+1 4
+1 1
+0 6
+2 9
+0 6
+3 8
- 07
+0 7
- 56
- 07
- 07
- 10
+3 0
- 10
- 09
+0 6
- 10
- 10
- 07
+3 5
- 32
+3 9
+0 7
+0 6
- 22
- 10
- 22
- 22
+3 7
+3 2
+0 3
- 01
+0 3
+3 7
- 35
- 09
+4 4
+4 4
+3 7
- 22
- 31
- 42
- 00
+1 6
- 00
+2 7
+1 6
+0 5
- 06
- 00
- 00
- 00
+3 0
- 17
+0 6
+3 5
- 02
- 31
+0 1
- 00
+0 5
+2 8
- 23
- 11
+3 2
- 11
+3 2
- 11
- 08
+0 1
+0 1
+1 4
+1 4
- 59
+1 2
+1 2
- 23
+1 4
+1 4
18
19
49
47
48
43
06
59
06
14
31
17
12
13
13
41
09
34
28
31
44
27
06
27
10
23
06
10
07
02
59
15
12
20
00
23
14
19
47
47
58
44
46
04
08
44
08
40
06
09
11
45
32
56
12
50
03
19
19
26
04
40
06
52
30
47
30
51
18
34
34
29
27
57
04
44
36
44
53
28
11
47
46
46
46
47
48
00
55
01
12
03
44
09
36
11
56
39
57
39
20
58
14
18
33
33
52
30
29
22
31
33
u
v
u
u
r
r
r
r
u
r
m
v
z
u
d
z
r
s
r
z
m
r
d
c
d
d
u
u
d
d
d
r
D
r
s
m
r
r
s
v
r
r
r
h
s
r
s
d
r
s
s
v
r
s
s
s
r
r
s
r
r
r
r
v
r
s
s
r
r
r
D
r
s
r
r
r
z
F
r
z
u
m
s
F
F
r
r
s
r
z
s
F
r
z
r
D
d
s
d
d
r
r
r
m
r
s
c
d
u
r
v
s
Ar i
Ce t
Tr i
Ps c
Tr i
Ce t
Ce t
Tr i
Ps c
Ar i
Ar i
Ps c
Ar i
Ps c
Ps c
Ce t
Ph e
An d
Fo r
Ce t
Ar i
Fo r
Ce t
Fo r
Tr i
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Tr i
Ar i
Ar i
Ar i
Ce t
Tr i
Ce t
An d
Ce t
Ce t
Er i
Ce t
Ce t
Ce t
Tr i
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Tr i
Fo r
An d
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
An d
Tr i
Ce t
Ce t
Ce t
An d
Fo r
Ce t
An d
An d
An d
Ce t
Fo r
Ph e
Ce t
Ar i
Ce t
Tr i
Ar i
Ce t
Ce t
Ce t
Ce t
Ce t
Tr i
Ce t
Ce t
Tr i
Ce t
Fo r
Ce t
Ce t
Ce t
Tr i
Ce t
Ce t
Tr i
Ce t
Tr i
Ce t
Ce t
Ce t
Ce t
Ar i
Ar i
Ho r
Ar i
Ar i
Ce t
Ar i
Ar i
2
2
2
2
2
2
2
2
2
2
2
2
2
2
2
2
2
2
18 . 2
18 . 4
18 . 6
18 . 7
19 . 0
19 . 0
19 . 0
19 . 1
19 . 2
19 . 6
19 . 7
20 . 0
20 . 7
21 . 1
21 . 5
21 . 6
21 . 6
21 . 6
+3 2
- 04
- 06
- 06
+5 7
- 06
+3 4
- 41
- 12
- 16
+1 5
- 41
- 23
- 33
+1 5
- 05
- 05
+3 2
24
11
55
35
09
45
29
45
47
04
49
23
07
42
46
30
31
34
d
F
d
s
s
r
u
r
d
r
r
r
r
r
x
r
s
u
Tr i
Ce t
Ce t
Ce t
Pe r
Ce t
Tr i
Ph e
Ce t
Ce t
Ar i
Ph e
Ce t
Fo r
Ar i
Ce t
Ce t
Tr i
2. 1
1. 6
1. 4
1. 0
2. 3
0. 6
1. 4
1. 6
3. 2
0. 6
2. 2
1. 1
1. 6
3. 5
1. 5
3. 2
1. 4
0. 8
1. 9
1. 4
1. 7
1. 8
2. 0
3. 2
2. 5
1. 9
2. 5
1. 5
2. 0
1. 6
0. 9
1. 0
1. 4
4. 6
2. 5
1. 6
0. 7
1. 3
1. 3
1. 2
2. 1
2. 3
2. 9
30 .
1. 7
15 . p vF , di f
vF , pS , vl E
15 . p vF , vS , gb M , r
14 . p pB , S, E 22 5 d e g
gb M
14 . p eF , eS , R, 2 st 14 p
14 . p vF , S, R
14 . p eF , eS , R (n e b ? ) , *1 0 s 1'
14 . p vF , vS , iR , be t 2 st n & sp
14 . p F, pL , iR , di f
15 . p vF , vS , R, bM
15 . p F, S, di f , *1 3 . 5 nr
pB , pS , R, bM
16 . p F, eS , R, st e l l
15 . p F, S, R, bM
F, S, R, gb M N
15 . p F, S, R, *1 4 nr
cF , vS , R, sb M , r
13 . p eF , pL , E 45 d e g , bM
F, S, R, vs v m b M *1 3
15 . p F, vS , R, N
15 . p F, S, di f , se v st 9- 10 nr
14 . p vF , vF D* in v
vF , S, di f
vF , D* in ne b ; = 82 3
pB , pL , R, bM
no de s c r i p t i o n
15 . p pB , vS , ir r R
15 . p vF , vS , di f
vF , vS , R, *1 0 sf
pF , S, ir r R
pF , S, ir r R
15 . p vF , vS , iF
14 . p eF , vS , R, 2 st nr
13 . p F, vS , R, bM
10 . 8
pB , vS , vl E , sv m b M , *1 0 np 1'
13 . p vF , pL , di f
14 . p pF , vS , R, *1 3 n
14 . p F, S, mE
13 . p pB , cL , lE , mb M
F, S, *1 1 s, 1s t of 3
14 . p vF , S, E, bM , am st
pF , pS , R, gl b M , r
14 . p pF , vS , R, 2n d of 3
13 . p pB , S, di f
12 . 7
F, S, R, 1s t of 4
15 . p eF , S, R, lb M
12 . 2
F, S, R, 2n d of 4
no de s c r i p t i o n
15 . p vF , pS
12 . 8
vF , vS , R, 3r d of 4
13 . 0
vF , pS , R, 4t h of 4
vF , vS , R, ps b M , 3r d of 3
F, vS , *9 - 10 sp
13 . p pF , vS , mE ns , F* p
13 . p pB , S, iR , D* f 15 s
15 . p eF , vS
15 . p F, S
eF , vS , R (n e b ? )
13 . 1
ee F , pL , v di f f i c , * nf
15 . p eF , pS , mE 0d e g , *1 0 n 1'
14 . p eF , S, R, gb M N
13 . p vF , S, lE
gl o b . cl . , F, S, R
F, pS , R, bM , 85 1 sf
14 . p eF , eS , iF
15 . p eF , pS , R, v di f f i c
13 . p pB , vS , mb M N = *1 3 - 14
cF , pS , lE 0d e g , gb M
13 . p F, S, E
13 . p eF , vS , R, gb M
vF , pL , R; = 84 6
14 . p vF , iF , st e l l a r
13 . p eF , pL , R
13 . p cB , S, E, ps m b M
F, vS , sv m b M
14 . p eF , S, lE , F* cl o s e f
16 . p F, vS , R, st e l l a r
pF , pS , R, lb M ; = 85 6
13 . p F, S, lE 90 d e g , bM
15 . p F, S, gb M , *1 3 . 5 cl o s e
14 . p pB , S, gb M , r
15 . p pB , E pf
14 . p vF , R, bM , st e l l a r
pF , pS , R, lb M ; = 86 3
vF , pS , R, lb M ; = 86 3
15 . p *1 3 in F ne b
14 . p vF , pS , mE 0d e g , gv l b M , se v
11 . 0
eF , cL , R, gb M , *1 2 sf at t
15 . p vF , S, D* at t sp
16 . p vF , eS , R, lb M
12 . 4
pF , pS , R, 2 st nf
eF , vS , R, bM ; = 87 5
15 . p eF , pS , R
15 . p vF , vS , R, N
14 . p eF , eS , iR
no ne b y ; = D* ?
F, pL , E ns
13 . 2
F, L, E pf , gb M
eF , vm E , be t 2 st pf , *8 nf
F, S, R, st e l l
13 . p F, pL , R, vg l b M
eF , pS , iR , bM
14 . p vF , vS
15 . p vF , S, di f , *1 3 . 5 cl o s e , 87 5
16 . p eF , st e l l a r , 2 vF st sp , s of
13 . 5
vF , vS , E, *1 0 sf 5'
eF , S, R, 2 or 3 vF st nr
F, S, di f
15 . p S, R, li k e ne b *1 1
15 . p eF , vS , R
eF , S, R, 10 7 " sp 87 7
11 . 8
pF , pL , lE , pg b M , *1 2 sf 1' ,
4. p
13 . p
15 . p
13 . p
15 . p
3. 6
1. 8
11 . 8
15 . p
F st in v
sf
87 1
*9 16 6 d e g
F, S, iF , ?
eF , vS , R, sb M N
pB , S, st e l l a r
F, pS , E, bM , 2 or 3 st nr
! Cl , vv L , vR i , st 7. . . 1 4
pF , pS , vl E , bM , D* nr
F, S, pR , gb M , r
vF , vS , R, bM , *7 sf
vF , di f , vl b M
F, S, iR , pg b M
eF , R, gb M , *1 6 nr
pF , pS , R, lb M , *8 f 4'
eF , eS , E? , ne b ?
pB , S, R, ps b M , *1 0 f 35 "
F, vS , di f , r
vF , E, bM , Dn e b wi t h 89 5 , co n n
F, vL , iR , gb M , Dn e b wi t h 89 4 ,
F, S, E 20 0 d e g , gl b M
co n n
,
899 Gx
890 Gx
I 223 Gx
884 OC
902 Gx
891 Gx
905 Gx
I 221 Gx
I 222 Gx
I179 6
Gx
907 Gx
908 Gx
898 Gx
886
900 Gx
901
903 Gx
904 Gx
I 224 Gx
896 Nb
922 Gx
906 Gx
909 Gx
910 Gx
I179 7
Gx
915 Gx
916 Gx
911 Gx
912 Gx
913 Gx
918 Gx
914 Gx
917
926 Gx
919 Gx
I179 8
939 Gx
I 225 Gx
I179 5
Nb
921 Gx
927 Gx
944 Gx
I 228 Gx
924 Gx
925 Gx
929 Gx
I 229
923 Gx
934 Gx
936 Gx
928 Gx
I 226 Gx
920 Gx
930 Gx
932 Gx
I 227 Gx
935 Gx
I180 1
931 Gx
938 Gx
941 Gx
947 Gx
945 Gx
I180 0
OC
I179 9
Gx
I180 2
948 Gx
951 Gx
I 230
954 Gx
933 Gx
942 Gx
943 Gx
950 Gx
I180 3
940 Gx
I180 4
I181 0
Gx
937 Gx
I181 2
Gx
I180 6
I 231 Gx
I180 7
Gx
963 Gx
I180 8
Gx
955 Gx
I181 1
Gx
946 Gx
958 Gx
949 Gx
I181 3
Gx
964 Gx
I181 4
Gx
953 Gx
961
I 232 Gx
952
979 Gx
960 Gx
I 233 Gx
I180 9
Gx
I 234 Gx
966 Gx
I181 6
Gx
967 Gx
959 Gx
956 OC
965 Gx
I 1 8 0 5 C+ N
962 Gx
I 235 Gx
981 Gx
I 236
977 Gx
975 Gx
I 237 Gx
957 OC
986 Gx
989 Gx
I181 7
976 Gx
968 Gx
969 Gx
I181 8
970 Gx
971 Gx
972 Gx
973 Gx
I181 5
Gx
974 Gx
985 Gx
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
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
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
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
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
2
2
2
2
2
2
21 . 9
22 . 0
22 . 0
22 . 4
22 . 4
22 . 6
22 . 6
22 . 7
22 . 7
22 . 8
23 . 0
23 . 1
23 . 3
23 . 5
23 . 5
23 . 6
23 . 8
24 . 0
24 . 7
24 . 8
25 . 1
25 . 2
25 . 4
25 . 4
25 . 5
25 . 7
25 . 7
25 . 8
25 . 8
25 . 8
25 . 9
26 . 1
26 . 1
26 . 1
26 . 2
26 . 3
26 . 4
26 . 5
26 . 5
26 . 6
26 . 6
26 . 7
26 . 7
26 . 8
27 . 3
27 . 3
27 . 4
27 . 6
27 . 6
27 . 6
27 . 7
27 . 7
27 . 8
27 . 9
27 . 9
28 . 0
28 . 2
28 . 2
28 . 3
28 . 5
28 . 5
28 . 5
28 . 6
28 . 6
28 . 7
28 . 7
28 . 8
28 . 8
28 . 8
28 . 9
29 . 2
29 . 2
29 . 2
29 . 2
29 . 3
29 . 4
29 . 4
29 . 4
29 . 5
29 . 5
29 . 6
30 . 0
30 . 4
30 . 5
30 . 5
30 . 6
30 . 6
30 . 7
30 . 7
30 . 8
30 . 8
31 . 1
31 . 1
31 . 2
31 . 2
31 . 2
31 . 3
31 . 5
31 . 6
31 . 6
31 . 6
31 . 7
31 . 8
31 . 9
32 . 2
32 . 3
32 . 4
32 . 5
32 . 7
32 . 8
32 . 8
32 . 9
32 . 9
33 . 0
33 . 2
33 . 5
33 . 6
33 . 6
33 . 8
33 . 8
34 . 0
34 . 1
34 . 1
34 . 1
34 . 2
34 . 2
34 . 2
34 . 3
34 . 3
34 . 4
34 . 6
- 20
+33
- 20
+57
- 16
+42
- 08
+28
+11
- 41
- 20
- 21
+41
+63
+26
+26
+27
+27
- 12
+61
- 24
+42
+42
+41
+20
+27
+27
+41
+41
+41
+18
+42
+32
- 00
+27
+13
- 44
+01
+62
- 15
+12
- 14
- 14
+20
+33
- 12
- 23
+41
- 00
- 01
+27
+28
+45
+20
+20
+28
+19
+19
+31
+20
- 01
- 19
- 10
+31
+45
+23
- 10
- 22
- 10
- 41
+45
- 10
- 10
- 11
+23
+31
+23
- 43
+42
- 42
+22
+01
+22
- 04
- 04
- 01
- 34
+42
- 02
+37
- 34
- 36
- 36
+29
- 06
+01
+34
- 44
- 09
+02
+22
- 00
- 19
- 36
- 17
+35
+44
- 18
+61
+28
+20
- 10
- 00
- 10
+09
+01
+57
- 39
- 16
+11
+20
+34
+32
- 11
+33
+32
+29
+32
+32
+32
- 08
48
16
45
07
40
21
43
16
38
22
43
14
57
47
31
34
22
21
34
54
47
06
03
50
24
14
15
59
47
48
30
09
14
20
13
27
26
09
04
50
09
30
31
30
35
05
49
59
14
09
14
11
58
20
19
10
36
35
19
17
09
04
32
24
58
07
31
20
50
25
56
50
50
01
09
39
10
04
16
49
57
10
57
14
14
07
16
15
57
08
13
01
02
36
54
15
45
31
17
49
55
08
53
40
13
30
39
39
27
05
39
57
08
44
37
08
32
02
30
12
59
30
58
02
00
59
19
31
26
59
47
s
s
c
s
r
s
r
u
m
c
s
s
s
r
r
r
r
r
m
s
s
s
r
s
u
r
r
r
r
r
s
r
r
s
r
d
r
u
x
r
s
r
m
r
s
r
d
r
r
s
r
u
r
r
u
u
r
d
r
r
s
s
s
x
u
d
s
r
d
v
r
s
v
r
d
r
d
c
r
c
d
u
z
F
m
s
c
r
s
s
c
r
c
r
r
u
r
r
r
z
u
z
r
c
r
s
s
r
s
r
v
r
d
r
r
m
s
s
r
d
s
r
r
d
r
r
s
r
u
r
s
Cet
Tri
Cet
Per
Cet
And
Cet
Tri
Ari
Phe
Cet
Cet
And
Cas
Ari
Ari
Ari
Ari
Cet
Cas
For
And
And
And
Ari
Ari
Ari
And
And
And
Ari
And
Tri
Cet
Ari
Ari
Eri
Cet
Cas
Cet
Ari
Cet
Cet
Ari
Tri
Cet
Cet
And
Cet
Cet
Ari
Tri
And
Ari
Ari
Tri
Ari
Ari
Tri
Ari
Cet
Cet
Cet
Tri
And
Ari
Cet
Cet
Cet
Eri
And
Cet
Cet
Cet
Ari
Tri
Ari
Eri
And
Eri
Ari
Cet
Ari
Cet
Cet
Cet
For
And
Cet
Tri
For
For
For
Tri
Cet
Cet
Tri
Eri
Cet
Cet
Ari
Cet
Cet
For
Cet
Tri
And
Cet
Cas
Ari
Ari
Cet
Cet
Cet
Cet
Cet
Per
For
Cet
Ari
Ari
Tri
Tri
Cet
Tri
Tri
Ari
Tri
Tri
Tri
Cet
1.9
2. 9
1.4
30.
13.5
2.2
0.6
1.5
1.9
5.5
2.1
0.5
27.
1.9
2.0
2.3
1.2
3. 4
2. 5
1.8
20.
1. 4
0.8
9. 8
5. 2
2.3
1. 9
2.3
2. 8
2. 6
2.5
1.3
1.4
1.4
2.1
1.1
0.6
3. 0
1.9
2.8
2.8
1.6
2.1
1.7
1.2
1.9
2. 2
8.
60.
0.5
0.5
11.
3.7
1. 7
3.6
2.0
1. 3
1 3 . p pB , S , gb M , r, D* p
12 . p B , S , R , bM , 3 F st s p
vF , S , di f , vF st e l l N
4. p ! Cl , v L , vR i , ru b y * M
14 . p e F , vS , R
10 . 0
! B, v L , vm E 2 2 d e g
e F , eS , R , * ?
1 4 . p F, p L , R
1 4 . p F, S , i r r , N , e x c e n t r
vF , v S , R
1 3 . p F, S , E 9 0 d e g , g b M
10.2
cB , v L , E
1 4 . p eF , v S , l E
Cl , L , lC , s c , st 9 . . . 1 3
1 5 . p vF , v S , s t e l l a r
eF , v S ; = 90 0 ?
eF , e S , R
1 5 . p vF , v S , R , l b M
1 4 . p F, S , i r r R, l b M
e F , pL , i F
12.2
cF , p L , R , g p m b M
1 4 . p eF , i E
1 4 . p vF , v S , v S * in v
1 5 . p vF , p S , s t e l l a r
1 5 . p F, v S , iF , d i f
15 . p e F , vS , s t e l l a r
15 . p e F
14 . p e F , vS , R , b M
1 5 . p F, v S , R, bM
e F , vS , l b M
13 . p p F , L, R, * 1 0 sf 3'
14 . p e F , pL , d i f
v F , S, R, 4 st n r ( v S Cl ? )
14 . p v F , pS
15 . p e F
vF , v S , s b M *1 5
vvF, S, R, gvlb M
1 5 . p F, S , R , v l b M , *1 4 n f 2'
pa t c h o f n e b y
14 . p e F , S, R, g b M
15 . p F , S , b M
14 . p e F , S, mE 0 d e g , sb M ; = IC 22 8
1 4 . p vS , R , gb M
1 4 . p eF , v S , i R
10 . 0
c F , cL , E , v g b M , 2 st 13 n p
15 . p e F , S, E 17 0 d e g , * 8 . 5 n 4 '
ne b , 10 m
1 4 . p vF , S , R, gs b M
1 4 . p vF , e S , P N ?
10 . 1
v B , vL , R , m b M N , p of 2
14 . p e F , vS , s t e l l a r
1 6 . p pF , S , R, bM , 2 F s t n
1 5 . p eF , e S , R , 1 o r 2 e F st n r
13 . p e F , S, iR , v g b M , 93 2 s f 1'
14 . p F , S , l E , 3 st i n v
1 5 . p F, p S , R, lb M
1 4 . p pB , p S , R , * f 6s
F, S , g l b M , di f
1 4 . p F, p L , iR
1 4 . p pB , S , R, lb M , *1 1 s f
12 . 4
v F , cL , R , f o f 2
12 . p p B , E, gb M
1 2 . p vF , L , iR , g l b M
eF , S ; eS Cl ?
1 5 . p vF , S , lb M , *1 3 p 0 ' . 5
*1 1 n p 1'
1 4 . p vF , S , R
1 5 . p eF , S , E 0 d e g , D * ?
eF , S , *9 . 4 np 9'
v F , pL , l E , gb M , *8 s f 3 '
15 . p e F , eS , R , B * nf
1 4 . p vF , R , Dn e b wi t h 94 3 , F N u c l
vF , R , Dn e b wi t h 94 2 , F N u c l
14 . p e F , S, gb M
st e l l N
1 3 . p F, S , R , b M
no d e s c r
vF , R , st e l l N
1 5 . p vF * s l i g h t l y n e b u l o u s
vF , b M
F, v S , R, bM N
1 5 . p F, v S , R, st e l l a r
1 6 . p F, v S , R, lb M
eF , S , R, gb M , r; = IC 1 8 0 8
1 4 . p F, v S , R, gb M , r
12 . 0
p B , S, E, p s b M
ee F , S, R , 2 s t p , n p of 2 (s i c )
14 . p F , S , R , gl b M
12.2
pF , i l E , b M
11.9
cB , L , E, vg b M
eF , e S , R , F * n , 2 s t np , s f o f 2 ( s i c )
p B , pS , m E 2 1 5 d e g
pB , p S , m E ; = 9 6 4
1 4 . p pF , S , R, mb M
e F , pS , E 2 3 0 d e g , *1 0 a t t
1 4 . p vF , S , R, (= I C 2 3 1 ? )
vF , v S , R , b M
F , S , R , be t 2 s t i n p a r
14 . p e F , vS , R , n e b ? , *9 s p
1 5 . p pF , S , R, lb M , vF * s 1 '
1 5 . p pB , p L , E 13 5 d e g , g b M
1 5 . p F, S , d i f , r
1 4 . p eF , R , *9 . 5 sp 1'
vF , S , R, 2 st nr p
14 . p F , S , i R , g b M
13 . p e F , pL , l E , lb M
9 . p C l , pR i , st 9. . . 1 5
14 . p v F , S, gb M
6. 5 Cl , c o , e L n e b y e x t e n d s f
1 4 . p eF , S , gb M N
14.7
F, S , d i f
1 4 . p eF , S , gb M
F, S , d i f , v l b M
1 3 . p eF , p S , R , v l b M , am sc s t
14 . p v F , cE
1 5 . p F, S , R , * 9 . 5 p
7 . 6 C l , pL , p R i , s t 1 3 . . . 1 5
11.0
pB , L , pm E , sb M , bi N
15 . p F , v S , R, b M N
F, p L , E p f , d i f
12 . 4
v F , vS , 4 F st n r
14 . p p F , pS , R , b M
13 . p S , R , p s b M , 1s t o f 5
vF , e S , R , p r o b n e b *
15 . p v F , vS , R , 2 n d o f 5
v F , vS , R , 3 r d o f 5
11.3
pB , c L , l E , gm b M , 3 st s
13 . p e e F , S , m E , pB * n r sp
1 4 . p F, S , R , g b M N
14 . p v F , R, bM , 4 t h o f 5
13 . 5
v F , vS , R , b M N
98 4
97 8
98 3
I 23 8
98 2
98 8
98 0
99 1
I1 8 1 9
I1 8 2 2
I1 8 2 0
10 2 5
99 0
I1 8 2 1
I 23 9
10 3 1
99 3
99 4
98 7
99 2
99 7
99 8
10 0 6
10 1 0
10 0 4
10 1 1
10 0 7
10 1 3
10 1 4
10 1 7
10 0 8
I 24 1
10 1 8
10 3 7
10 1 5
10 3 4
10 0 9
10 1 6
10 1 9
99 5
10 2 2
I 24 2
I 24 3
I1 8 2 3
99 6
10 2 0
99 9
10 2 1
10 0 0
10 0 2
I 24 5
I1 8 2 5
I 24 0
I1 8 2 6
I1 8 3 0
10 0 1
10 2 4
10 0 3
10 1 2
10 2 6
10 3 2
I 24 4
10 0 5
10 2 8
10 2 9
10 3 5
10 4 9
I1 8 2 7
10 3 0
10 3 3
10 3 8
I 24 7
10 4 1
10 2 3
10 4 2
10 4 5
I1 8 2 8
10 3 6
10 4 7
I 24 6
10 4 8
10 4 3
I1 8 2 9
I 25 0
10 4 4
10 5 1
10 5 2
I 24 9
10 4 6
I 25 1
I1 8 2 4
I 24 8
I1 8 3 3
I 25 2
10 5 5
I1 8 3 2
10 3 9
10 6 5
I 25 3
I 25 4
10 4 0
10 5 4
10 6 3
10 6 4
10 5 0
10 5 9
10 2 7
10 6 8
10 6 9
I1 8 3 4
10 5 6
10 5 7
10 7 1
10 5 3
10 6 0
10 6 1
10 7 0
I1 8 3 6
10 5 8
10 7 2
I1 8 3 7
10 6 2
10 7 3
10 7 4
10 7 5
10 7 6
10 7 9
10 6 6
10 6 7
10 9 6
I1 8 3 5
102
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
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
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
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
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
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
2
2
2
2
2
2
34 . 7
34 . 8
35 . 0
35 . 3
35 . 4
35 . 4
35 . 5
35 . 5
35 . 7
35 . 7
35 . 8
36 . 3
36 . 4
36 . 4
36 . 5
36 . 6
36 . 7
36 . 7
36 . 8
37 . 2
37 . 2
37 . 2
37 . 4
37 . 5
37 . 6
37 . 6
37 . 8
37 . 8
37 . 8
37 . 8
37 . 9
37 . 9
38 . 0
38 . 0
38 . 1
38 . 2
38 . 3
38 . 3
38 . 4
38 . 5
38 . 5
38 . 5
38 . 5
38 . 6
38 . 7
38 . 7
38 . 8
38 . 8
38 . 9
38 . 9
38 . 9
38 . 9
39 . 1
39 . 1
39 . 1
39 . 2
39 . 2
39 . 3
39 . 3
39 . 3
39 . 4
39 . 4
39 . 5
39 . 5
39 . 5
39 . 5
39 . 7
39 . 7
39 . 9
40 . 1
40 . 1
40 . 1
40 . 3
40 . 4
40 . 4
40 . 4
40 . 4
40 . 5
40 . 5
40 . 5
40 . 6
40 . 7
40 . 7
40 . 9
41 . 1
41 . 1
41 . 1
41 . 1
41 . 2
41 . 2
41 . 3
41 . 4
41 . 6
41 . 7
41 . 8
41 . 9
42 . 0
42 . 1
42 . 1
42 . 1
42 . 2
42 . 2
42 . 2
42 . 2
42 . 5
42 . 6
42 . 7
42 . 7
42 . 8
42 . 8
42 . 9
43 . 0
43 . 0
43 . 2
43 . 2
43 . 2
43 . 3
43 . 3
43 . 5
43 . 5
43 . 5
43 . 7
43 . 7
43 . 7
43 . 7
43 . 7
43 . 7
43 . 8
43 . 8
43 . 8
43 . 8
+2 3
+3 2
+3 1
+1 2
+4 0
- 09
+4 0
- 07
+0 4
- 08
+0 6
- 54
+1 1
+1 3
+3 8
- 54
+0 2
+0 2
+3 3
+2 1
+0 7
+0 7
- 11
- 11
+0 1
- 11
+0 2
- 11
- 09
- 11
+0 2
+0 2
- 09
- 01
- 01
- 15
+0 2
+0 2
+0 1
+4 1
- 06
- 06
- 06
+3 2
+4 1
+0 2
+4 1
+0 2
+4 1
+3 4
- 14
+0 9
+4 1
- 27
- 27
+4 1
+1 0
+4 0
+3 0
+0 6
+0 1
+0 2
+4 1
+1 0
+1 0
- 08
- 34
+0 1
+1 8
- 08
+0 1
- 11
- 05
+3 9
- 08
- 11
+1 9
+1 9
- 08
+0 2
- 08
+0 1
+1 9
- 13
+0 8
- 06
- 08
- 06
+0 8
- 14
+6 1
+1 7
- 28
- 14
+0 0
+1 9
+4 2
- 15
- 15
- 15
+4 1
+1 8
- 05
- 09
+3 4
+1 8
+6 1
- 00
- 08
+0 3
+2 8
+3 2
- 08
+4 1
+3 2
+3 2
+0 4
+0 3
+3 7
+0 0
+0 0
+3 2
+0 1
- 16
- 16
- 14
- 29
+3 2
+3 2
- 59
+1 4
26
52
31
49
57
21
54
09
03
34
03
52
39
46
58
52
03
03
19
06
18
26
02
02
57
01
08
31
32
01
04
20
34
51
19
49
18
08
55
32
40
55
55
04
39
13
40
12
27
37
18
06
44
27
27
40
51
52
09
32
06
43
29
50
47
08
17
33
01
48
30
44
28
04
26
18
18
18
09
29
33
20
19
19
44
56
15
56
43
58
37
48
10
51
26
02
47
06
03
05
30
12
34
22
46
01
33
01
18
07
33
29
46
30
24
27
58
06
21
18
07
30
23
18
11
45
00
27
31
55
53
r
r
r
u
r
s
r
s
z
d
z
c
r
z
s
c
u
F
r
D
r
r
F
r
r
r
r
r
r
r
r
u
r
r
s
r
r
s
s
r
s
m
m
u
r
r
r
r
r
r
m
u
d
c
s
r
s
s
s
r
s
m
r
r
r
s
r
u
r
r
r
m
r
s
s
r
u
s
s
D
s
r
d
m
s
t
s
t
v
m
x
u
c
d
s
m
s
r
m
m
r
r
v
r
r
D
s
s
r
d
r
r
r
r
r
r
r
m
s
s
x
r
s
r
r
r
s
r
s
c
d
Ar i
Tr i
Tr i
Ar i
An d
Ce t
An d
Ce t
Ce t
Ce t
Ce t
Ho r
Ar i
Ar i
An d
Ho r
Ce t
Ce t
Tr i
Ar i
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
An d
Ce t
Ce t
Ce t
Tr i
An d
Ce t
An d
Ce t
An d
Tr i
Ce t
Ce t
Pe r
Fo r
Fo r
Pe r
Ar i
Pe r
Ar i
Ce t
Ce t
Ce t
Pe r
Ar i
Ar i
Ce t
Fo r
Ce t
Ar i
Ce t
Ce t
Ce t
Ce t
Pe r
Ce t
Ce t
Ar i
Ar i
Ce t
Ce t
Ce t
Ce t
Ar i
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ce t
Ca s
Ar i
Fo r
Ce t
Ce t
Ar i
Pe r
Ce t
Ce t
Ce t
Pe r
Ar i
Ce t
Ce t
Pe r
Ar i
Ca s
Ce t
Ce t
Ce t
Ar i
Tr i
Ce t
Pe r
Tr i
Tr i
Ce t
Ce t
Pe r
Ce t
Ce t
Tr i
Ce t
Ce t
Ce t
Ce t
Fo r
Tr i
Tr i
Ho r
Ar i
1. 8
4. 7
2. 7
1. 2
4. 6
2. 2
1. 1
1. 2
3. 5
2. 8
1. 2
2. 5
0. 9
0. 9
2. 3
0. 7
1. 4
1. 7
1. 8
4. 7
5. 4
2. 9
3. 6
0. 6
2. 2
1. 2
1. 2
8. 7
4. 7
1. 6
2. 0
1. 5
1. 3
0. 8
0. 6
1. 9
2. 9
1. 9
0. 4
1. 3
1. 6
7. 6
0. 4
35 .
0. 3
0. 5
1. 6
20 .
6. 9
3. 0
1. 7
4. 9
3. 1
1. 3
2. 3
14 . p vF , eS , R, bM
14 . p pB , R, 5t h of 5
eF , vS , R, bM
14 . p vF , vS , R, mb M
14 . p F, S, nf of 2
11 . p ne b *7 . 5
13 . p vF , pS , sp of 2
12 . p vF , cL , iF , vl b M
15 . p F, vS , R
*1 3 . 5 sl i g h t l y ne b s
15 . p F, vS , R, bM N
eF , S, R, p of 2
14 . p F, S, R, ps b M
15 . p pF , S, gb M , di f
11 . 2
vF sp i r a l , F st e l l a r N
F, S, R, gb M , *1 1 s 2'
15 . p eF , vS
ee F , pS , R, vF * ; = 99 3
13 . p F, S, vl E , bM , r, 2 st 14 np
13 . p pF , pS , mE , * s
14 . p F, S
15 . p vF
ee F , pS , R, lb M ; = 10 1 0
14 . p eF , S, R
14 . p pF , vS , R, vm b M , *1 1 p 2s
15 . p eF , S, R, lb M
15 . p eF , st e l l a r
14 . p ee F , vS , R, be t 2 di s t D st
eF , eS , iR , p of 2
14 . p ee F , vS , R, v di f f i c
15 . p vF , eS , st e l l a r
14 . p vF , pS , R, st e l l N
15 . p eF , vS , E 18 0 d e g , f of 2
14 . p ee F , vS , mE , v di f f i c
12 . p vF , S
14 . p vF , vS , lE , lb M , 2 st 11 - 12 p 20 s
15 . p ee F , pS , R, *9 sf
13 . p F, S, R, ps b M
15 . p vF , S, lE
15 . p vF , vS
11 . 4
cB , pL , R, mb M , *1 1 nf 2'
15 . p eF , eS , vF * cl o s e
15 . p vF , vS , R, bM
15 . p F, S, iF , di f
14 . p vF , vS
15 . p eF , vS
14 . p eF
15 . p eF , S
15 . p vv F , pS , di f
14 . p vF , vS , iR , bM N
14 . p pB , S, R, lb M
15 . p F, S, R, gb M N
vF , pS
pB , cS , R, *8 nr p; = IC 18 3 0
12 . 8
vF , S, su s p , eF * 1' . 5 sp
14 . p vF , vS
14 . p pF , S, lE , bM , *1 1 nf 1'
11 . 5
pF , L, E 90 d e g +/ - , mb M , r
13 . p F, pS , iR , bM , st in v
14 . p pF , S, R, ps b M
13 . p pB , S, vl E , bM , 3 st tr a p
15 . p vF , vS , di f
14 . p vF , vS
15 . p eF
14 . p F, S, mE
13 . p pF , L, mE , r, *1 7 at t sf
pB , S, R, st e l l a r
14 . p F, S, fa n - sh a p e , *1 3 . 5 cl o s e s
14 . p vF , iE
14 . p eF , pL , iE 19 0 d e g , sb M N
14 . p eF , pS , R, lb M
14 . p pB , S, R
14 . p pF , pS , iR , bM
9. 5 vB , vL , vm E , vv m b M
10 . 9
ee F , L, R, np of 2
13 . p F, S, R, bM
13 . p F, S, iF , gb M N
13 . p F, S, R, lb M
15 . p ee F , pS , R, v di f f i c
ee f , vF , R, 2 eF st nr
14 . p ee F , pS , R, sf of 2
15 . p ee F , S, R, v di f f i c
vF , vS , di f , r
15 . p vF , pS , iF
13 . 2
vF , vS , p of 2, *1 0 p
eF , lE np s f , * at t np ; = IC 24 9
10 . 6
B, pL , R, mb M *1 2
pB , vS , R, di f , 10 5 1 f
eF , vS , f of 2
15 . p F, S, lb M
Cl , st F, pe r h a p s F ne b y p ex t e n d s
14 . p vF
ee F , S, R, 3 D st nf
F, S, bM
10 . 6
pF , cL , iE 80 d e g , bM , *1 1 n 1'
15 . p F, iF or lE ns , bM N
5. 2 Cl , B, vL , lC , sc st 9; = M3 4
14 . p ee F , pS , * nr s, *7 . 5 p; = IC 25 4
14 . p pB , iF , bM
14 . p vF , eS , R, 10 6 5 cl o s e
F, S, bM ; = 10 5 3 ?
14 . p vF , vS , lE
vF , pS , iR , r?
14 . p eF , S, R
13 . p F, S, *1 8 in v n
no n e x i s t e n t
6. 7 Cl , L, sc st , on e 10 m
8. 8 vB , pL , iR , sb M r r N ; = M7 7
14 . p ee F , pS , R, *8 . 5 nr f
F, pS , pR , gl b M
13 . p F, S, R, ps b M
15 . p vF , do u b l e
15 . p eF , vS , E 0d e g , be t 2 st
14 . p vF , vS , lE , 3 or 4 st in li n e nr
13 . p F, pL , R, lb M , *7 . 5 f 46 s , 3' s
15 . p vF , S, R, bM
13 . p pF , S, iR , gb M
15 . p F, S, R, vl b M
11 . 5
pF , cL , R, gl b M
14 . p eF , vS , R, se v vF st in v
F, vS , R, gb M , r; = 10 7 2
15 . p ee F
11 . 0
vF , L, lb M , er
14 . p eF , vS , R
15 . p vF , vS , bM N
13 . p vF , pS , R, B* f 22 s
11 . 4
B, pL , pm E , sb M
15 . p vF , pL , R, lb M , s of 2
15 . p eF , S, n of 2
F, pS , R, gl b M
F, S, R, di f
to it
I184 0
Gx
I183 1
10 7 8
Gx
I183 8
Gx
I183 9
Gx
1098
Gx
I184 5
1080
Gx
1081
Gx
1099
Gx
10 9 1
I184 2
Gx
I184 3
Gx
11 0 0
Gx
I184 1
Gx
1082
Gx
1092
Gx
1083
Gx
I184 4
Gx
10 8 4
Gx
1077
Gx
10 9 7
Gx
1085
Gx
1087
Gx
10 8 9
Gx
10 9 0
Gx
10 8 8
Gx
1102
Gx
I 255 Gx
1094
Gx
1095
Gx
I184 6
Gx
10 8 6
Gx
I184 7
Gx
1103
Gx
I185 3
Gx
1093
Gx
I184 9
11 0 1
Gx
11 1 9
1104
Gx
1108
Gx
I185 0
I185 9
Gx
I185 6
Gx
I185 2
Gx
1109
Gx
I 261
I185 8
Gx
11 1 4
Gx
11 2 0
Gx
1107
Gx
1110
Gx
I185 4
Gx
I185 5
I186 0
Gx
1111
Gx
I185 7
Gx
I 256 Gx
I 258 Gx
I 257
1112
11 1 8
Gx
I 259
11 1 3
11 1 5
Gx
11 0 6
Gx
1116
Gx
I 263
11 2 1
Gx
11 3 5
Gx
11 3 6
Gx
I 264
I 260 Gx
I 1 8 4 8 C+ N
11 1 7
Gx
1124
Gx
I 262 Gx
1125
Gx
I185 1
?
I186 2
Gx
1105
Gx
1126
Gx
11 2 8
1133
Gx
11 2 2
Gx
1123
11 2 7
Gx
11 3 2
Gx
1139
Gx
I186 4
I186 1
1134
Gx
I 267 Gx
11 3 7
Gx
11 3 0
Gx
11 2 9
Gx
11 3 1
Gx
11 4 0
Gx
1145
Gx
I 265 Gx
I186 3
Gx
I186 6
Gx
I 266 Gx
11 4 3
Gx
11 4 1
11 4 2
11 4 4
Gx
1147
I 268 Gx
I 269 Gx
I186 5
Gx
I 270 Gx
I186 7
Gx
I 271 Gx
I 272 Gx
I186 8
1138
Gx
1181
1148
Gx
1150
Gx
11 5 1
Gx
11 8 0
I 273 Gx
1158
Gx
11 4 9
Gx
11 4 6
1152
Gx
I187 0
Gx
1153
Gx
1154
Gx
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
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
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
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
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
2
2
2
2
2
2
43 . 8
44 . 1
44 . 2
44 . 7
44 . 8
44.9
44 . 9
45.2
45.2
45.3
45 . 4
45 . 4
45 . 4
45 . 6
45 . 6
45.7
45.7
45.8
45 . 8
46 . 0
46.1
46 . 3
46.4
46.4
46 . 4
46 . 6
47 . 0
47.1
47 . 1
47.5
47.6
47 . 7
47 . 9
47 . 9
48.0
48 . 0
48.2
48 . 2
48 . 3
48 . 3
48.6
48.6
48 . 7
48 . 8
48 . 9
49 . 0
49.1
49 . 1
49 . 1
49 . 2
49 . 2
49.3
49.3
49 . 3
49 . 3
49 . 6
49.7
49 . 7
49 . 8
49 . 8
49 . 9
50.0
50 . 0
50 . 1
50 . 2
50 . 5
50 . 6
50.6
50 . 6
50 . 8
50 . 8
50 . 9
50 . 9
51 . 1
51 . 2
51 . 3
51.6
51 . 7
51.8
51.8
52 . 0
52.4
52.4
52 . 6
52.7
52 . 8
52.8
52 . 9
52 . 9
52.9
53 . 2
53 . 3
53.6
53 . 8
54 . 0
54 . 4
54 . 5
54 . 6
54 . 6
54.6
54 . 7
54 . 9
54 . 9
55 . 0
55 . 1
55 . 2
55 . 2
55 . 2
55.3
55 . 4
55 . 4
55 . 4
55 . 7
55 . 9
56 . 0
56 . 1
56 . 1
56.5
57.0
57.1
57.1
57 . 1
57 . 1
57 . 1
57.3
57 . 4
57 . 5
57.6
57 . 9
58.1
58.1
- 15
+63
- 09
+19
+15
- 17
- 27
- 04
- 15
- 17
- 17
+11
+02
- 17
+18
- 08
- 17
- 15
+03
- 07
+4 0
- 30
+0 3
- 00
- 15
- 00
+16
- 22
+16
- 00
+0 4
+13
+41
+14
- 13
- 13
+3 4
+09
+04
- 18
- 00
- 07
+13
- 31
- 00
+13
+1 3
- 14
- 31
- 17
- 14
+0 8
- 07
+19
+13
- 31
+1 3
+14
+46
+41
+46
+1 3
- 12
+41
+13
+13
+41
+1 3
- 00
- 01
- 54
- 55
- 00
+46
+60
+13
- 25
+42
- 16
+5 8
- 33
- 15
- 01
+06
- 08
+42
+4 2
+13
- 01
- 14
- 34
+25
+1 3
+12
+02
+41
+41
+41
- 10
- 18
+41
+08
- 15
+42
- 00
+00
+00
- 00
- 09
- 14
- 14
+08
- 14
+09
- 12
- 14
+09
+4 3
- 15
- 07
- 15
- 15
- 15
+02
- 14
- 00
+46
- 07
- 02
+0 3
- 10
42
36
26
27
15
38
57
43
35
43
33
28
53
41
56
13
32
20
15
35
05
17
37
30
04
15
11
14
16
17
38
15
15
30
57
59
25
22
34
01
16
58
14
11
46
13
15
28
17
00
27
06
51
18
22
11
08
37
59
03
59
13
09
04
18
15
41
19
07
44
56
04
10
57
26
11
42
50
38
19
20
42
18
03
47
12
13
15
16
31
12
29
00
50
57
37
35
34
02
38
40
47
38
14
10
28
28
11
07
06
04
49
12
18
00
11
21
03
02
42
03
00
00
47
23
18
27
47
21
22
21
m
d
r
m
u
D
d
v
r
D
D
z
u
D
z
r
r
A
m
s
r
s
s
s
A
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r
r
m
s
r
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m
r
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r
d
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F
c
r
r
r
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v
d
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u
d
r
r
d
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r
r
r
d
r
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v
d
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r
r
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r
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c
r
r
r
r
r
r
r
r
r
d
d
s
v
r
r
r
r
s
r
z
z
m
m
s
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F
s
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m
m
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m
u
m
m
d
r
D
r
r
r
D
u
r
r
r
r
t
r
r
Cet
Cas
Cet
Ari
Ari
Er i
For
Ce t
Er i
Er i
Eri
Ari
Cet
Eri
Ari
Er i
Er i
Er i
Cet
Eri
Pe r
For
Ce t
Ce t
Eri
Cet
Ari
Er i
Ari
Ce t
Ce t
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Per
Ari
Er i
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Cet
Cet
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Ar i
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For
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Ari
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For
Ar i
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Per
Per
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Ar i
Eri
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Ari
Ari
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Cet
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Hor
Hor
Cet
Per
Cas
Ari
Fo r
Per
Er i
Ca s
For
Er i
Er i
Cet
Er i
Per
Pe r
Ari
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For
Ari
Ar i
Ari
Cet
Per
Per
Per
Eri
Er i
Per
Cet
Eri
Per
Cet
Cet
Cet
Cet
Er i
Eri
Eri
Cet
Eri
Cet
Eri
Eri
Cet
Pe r
Er i
Er i
Er i
Eri
Eri
Cet
Er i
Cet
Per
Er i
Eri
Ce t
Er i
0.6
0.6
1.1
1.4
1.7
0.7
2.9
9.3
1.7
3.5
3.8
0.6
1.4
1.1
0.8
1.3
1.2
1.3
1.3
1.7
2.7
1.9
1.0
2.5
1.7
0.8
1.7
1.8
60.
2.3
3.2
2.5
2.2
1.4
0.4
0.3
1.1
0.9
0.6
1.0
1.6
1.2
2.2
0.8
0.9
1.8
2.9
1 5 . p vF , v S , m b M , 1 0 8 1 n f
vF , e e L
p eF , e S , R ; = 1 0 6 4 ?
p F, v S , R, sb M * 1 4
p vF , S , R, di f
p F , vS , R , b M N , 1 s t o f 3
ee F , S, R , D * np
v F , p S , iR
13. p eF, pS, R
1 3 . p F , pS , l E , bM N , 2n d o f 3
vF , v S , R , s b M N
1 6 . p F, v S , R, gl b M
1 4 . p F, p L , E p f , d i f
1 3 . p F, v S , lE , b M N , 3 r d of 3
1 5 . p F, v S , R, gv l b M
15. p eeF, pS, lE
1 4 . p v F , v S , R, sb M N , b o f 2
1 4 . p e e F , p S , m E , sp of 2
1 5 . p F, p F , E p f , d i f
10.6
vB , p L , E , g p m b M
16. p vF, pL, E
9. 3 vB , L , vm E 1 5 1 d e g , vb M N
1 4 . p F , S, R, l b M , b e t 2 s t
11.0
p B , c L , lE , m b M
1 4 . p ee F , S, R , n f o f 2
11.9
vF , p L , i R , bM
1 5 . p vF , S , iF
14. p eF, vS, R
1 6 . p vF , v S , R , * 1 2 f 5s
14. p vF, S, R, 2 S st p
14. p eF, pS, R
1 5 . p F, S , g l b M
1 3 . p vF , p S , D * n r
1 6 . p F, S , i F , r
1 3 . p e e F , S , E, *1 5 i n v , * 1 1 f
1 4 . p eF , v S , 1 1 0 3 f 2s , 2' n
14. p eF, vS
F, v S , R, st e l l
1 5 . p vF , e S , R , b M , *1 3 p
F, e S , R ( F * ? )
1 5 . p v F , v S , r, *1 4 s
eF, pS, R
F, S , d i f
1 4 . p pF , p S , R , 2 n d of 3
F, S , E 2 0 0 d e g , gb M N
1 5 . p F, p S , R, gb M
15. p vF
F, p L ; = 1 1 2 0
vF , p S , R , 1 s t of 3
1 3 . p pF , p L , p m E , g l b M
1 4 . p vF , S , R, bM
1 4 . p F , vS , R
eF, pL, E 348d e g
F, v S , R, bM N
F, p L , D n s , b i N
pF , p S , l E , 3r d o f 3
F , vS , s t e l l a r
1 5 . p F, S , R , g l b M
1 4 . p cF , l E , S , 1 s t of 3
1 6 . p vF , v l b M , *9 . 5 f 2'
eF , p S , R , v d i f f i c , 2 n d of 3
F , pS
1 4 . p eF , v S , E pf
vF , d o u b l e , di s t 17 "
vF
1 5 . p vF
1 3 . p vF , v S , v F * at t s
15. p vF
vF , v S , R , N = 14 m
1 3 . p F, m E
F, R , g b M
F, R , g b M
vF , e S , R , s t e l l a r
1 5 . p ee F , pS , 2 F s t n r , 3r d o f 3
6. 5 Cl , s t F, ex t e n d s 8 m a g
f , in F ne b y
1 5 . p cl o s e t o a S *
1 5 . p e F , e S , iR , g b M , * 9 n f 1'
1 5 . p ee F , pS , R , be t 2 s t , v d i f f i c
1 3 . p v F , S , l E , gb M
* 6 . 2 , ne b a t t s p , 5' l
ee F , vS , l E , v di f f i c , * 7 s f
15. p vF, vS, R
1 5 . p e e F , S , R, 11 3 2 f
eF , S , lE , 2 F st c l o s e p
1 5 . p v F , v S , lE 45 d e g , 2 st n p , nf
1 3 . p vF , p S , R , * n r n
c F , S , i R , vg b M , r ; = 1 1 2 2 ?
1 5 . p vF
1 4 . p eF , p L , g b M , * 8 f
15. p vF, S, R, gbMN
eF , S , R
F, p S , R, vg b M
1 3 . p F , S, iR , r
vF , p S , d i f , 1 1 3 4 n p
1 3 . p vF , p S , R , l b M
1 3 . p eF , e S
1 4 . p cF , p S , i R , vg l b M , D o r F * sp
1 5 . p eF , e S
12.5
pB , S , R, st e l l a r
1 3 . p F , pL , p m E , 2 S st f
1 6 . p ee F , eS , R
1 6 . p F, v S , R, gb M N
1 4 . p vF , e S , a l m st e l l
1 5 . p eF , e S , R
13.5
eF , S , R, p of 2
vF , S , p o f Dn e b ; p r o b = 11 4 3
pF , S , R, f of Dn e b ; p r o b = 1 1 4 4
13.3
eF , S , R, f of 2
eF, vS, E 0deg , *9.5 f 6'
1 5 . p vF , v S , i r r R, lb M
1 5 . p eF , v S , d i f
1 5 . p F, v S , R, gb M , r
1 4 . p pB , v S , R
1 5 . p F, S , p R , gb M
1 5 . p vF , S , R
1 5 . p vF , S , iF
F, v S , R, st e l l
1 4 . p v F , v S , R, gb M , 2 S s t tr i a n g l e
e F , v S , R, bM N
1 5 . p e F , p S , R, v di f f i c , np o f 2
15. p vF, S, R, sbMN
eF , S , R ( n e b ? ) , nr 11 5 0
eF , v S , R , b M N
1 4 . p F, p S , lE 23 5 d e g , b M
15. p eF, S, R, sbMN
1 5 . p vF , v S , R , b M , S* p 30 "
Cl , v S , v F + n e b
1 5 . p e e F , S , R, v di f f i c , sf o f 2 , * s
vF , R , vg b M , v di f f i c
1 3 . p F , vS , i l E , s b M , e r
14. p eF, S, lbM, sp of 2
15.
16.
15.
14.
I1 8 6 9
Gx
11 5 5
Gx
11 5 7
Gx
11 6 5
Gx
I 27 6 Gx
11 6 2
Gx
11 5 6
Gx
I 27 7 Gx
I 27 4
11 6 3
Gx
11 6 6
Gx
11 5 9
Gx
11 6 8
Gx
I 27 5
11 6 0
Gx
11 6 1
Gx
I 27 9 Gx
I 27 8 Gx
11 7 2
Gx
11 6 7
Gx
11 6 4
Gx
12 0 5
11 7 0
11 7 9
Gx
11 8 7
Gx
11 8 5
Gx
I1 8 7 7
Gx
I 28 0 As t
11 8 9
Gx
11 9 5
Gx
11 8 2
Gx
11 9 0
Gx
11 9 6
Gx
11 6 9
Gx
11 9 1
Gx
11 9 9
Gx
11 8 8
11 9 2
Gx
I1 8 7 8
11 9 4
Gx
12 0 0
Gx
I1 8 7 3
I 28 3 Gx
I1 8 7 5
Gx
I1 8 7 9
11 7 1
Gx
12 0 1
Gx
I 28 5 Gx
11 7 3
11 7 5
Gx
11 7 6
I 28 1
I1 8 7 6
Gx
11 7 7
Gx
11 7 8
12 0 4
Gx
I1 8 7 2
OC
11 8 3
I 28 6
12 0 2
Gx
I 28 7
12 0 3
Gx
I 28 2
11 7 4
11 8 6
Gx
11 9 3
OC
12 0 9
Gx
12 0 6
Gx
11 9 7
11 9 8
Gx
12 0 8
Gx
12 1 7
Gx
I 28 4 Gx
I1 8 7 1
?
I1 8 7 4
Gx
12 4 4
Gx
I1 8 8 0
Gx
I1 8 8 5
Gx
12 1 0
Gx
12 1 1
Gx
12 1 4
Gx
12 4 6
Gx
12 1 5
Gx
12 1 6
Gx
I 29 1 Gx
I 28 8 OC
I1 8 8 2
Gx
I1 8 8 6
Gx
I1 8 9 6
12 2 1
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12 0 7
Gx
12 2 8
Gx
12 2 9
Gx
12 2 3
12 3 0
Gx
12 1 8
Gx
I1 8 9 2
Gx
12 1 9
Gx
12 1 2
Gx
12 2 5
12 2 2
Gx
12 1 3
Gx
I1 8 8 1
Gx
12 3 1
12 3 4
Gx
I1 8 9 5
Gx
I 29 0 Gx
I1 8 8 3
Gx
I1 8 8 4
12 3 2
Gx
I1 8 9 0
Gx
12 4 9
Gx
I1 8 8 7
I1 8 9 1
I 28 9 Pl
I 29 2 Gx
I1 8 9 3
I1 8 9 8
Gx
12 5 2
I1 8 9 4
Gx
12 3 7
D*
I1 8 9 7
Gx
12 3 8
Gx
I 29 3 Gx
I 29 4
12 3 9
Gx
I 29 5
I 29 9
I1 8 8 8
I1 8 8 9
12 2 6
Gx
103
2
2
2
2
2
2
2
2
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
58 . 1
58 . 2
58 . 2
58 . 7
58 . 7
58 . 9
59 . 7
59 . 8
00 . 1
00 . 3
00 . 6
00 . 7
00 . 8
00 . 9
01 . 2
01 . 2
01 . 2
01 . 5
01 . 6
01 . 7
01 . 9
02 . 4
02 . 5
02 . 6
02 . 6
03 . 0
03 . 2
03 . 3
03 . 4
03 . 4
03 . 5
03 . 5
03 . 5
03 . 6
03 . 6
03 . 6
03 . 7
03 . 7
03 . 7
03 . 8
03 . 8
03 . 8
03 . 9
03 . 9
03 . 9
04 . 0
04 . 1
04 . 1
04 . 2
04 . 5
04 . 5
04 . 5
04 . 5
04 . 6
04 . 6
04 . 6
04 . 6
04 . 7
04 . 8
04 . 9
05 . 0
05 . 2
05 . 2
05 . 5
05 . 5
05 . 8
06 . 0
06 . 1
06 . 2
06 . 2
06 . 2
06 . 2
06 . 2
06 . 4
06 . 4
06 . 5
06 . 5
06 . 7
06 . 8
06 . 9
06 . 9
07 . 0
07 . 1
07 . 3
07 . 4
07 . 5
07 . 8
08 . 0
08 . 0
08 . 1
08 . 2
08 . 2
08 . 2
08 . 3
08 . 3
08 . 4
08 . 4
08 . 5
08 . 6
08 . 8
08 . 9
09 . 2
09 . 2
09 . 6
09 . 6
09 . 6
09 . 7
09 . 7
09 . 7
09 . 8
10 . 0
10 . 1
10 . 2
10 . 2
10 . 3
10 . 3
10 . 3
10 . 3
10 . 5
10 . 5
10 . 7
10 . 8
10 . 9
10 . 9
10 . 9
11 . 0
11 . 0
11 . 0
11 . 0
11 . 0
11 . 1
+0 5
- 10
- 15
- 32
- 15
- 12
+2 5
+0 2
+4 4
- 17
+1 1
+4 3
+1 1
+4 4
+4 4
+4 4
+1 6
+3 7
- 14
+3 5
+4 2
- 09
+2 7
- 18
- 22
- 09
- 50
+4 2
- 15
- 12
- 09
- 15
- 12
+4 6
- 15
- 15
- 15
- 15
- 52
- 01
- 11
+0 9
- 00
- 39
- 52
+4 3
- 26
- 12
+4 1
+4 2
+4 1
+4 2
- 27
+4 2
+4 1
- 12
+4 2
+4 1
- 06
- 06
- 12
- 14
+4 1
+4 2
+4 2
+4 4
- 15
- 08
+4 4
+4 1
- 09
- 39
+4 2
+6 0
+3 6
- 66
- 09
- 32
- 25
- 00
- 09
- 66
- 09
- 09
- 12
+4 2
+0 3
- 04
- 54
- 04
+3 8
- 22
- 22
- 04
- 23
+0 4
- 23
+0 2
+4 0
- 04
- 02
+3 8
+3 8
- 15
- 07
- 25
+4 0
+4 0
+4 0
- 20
+1 9
- 53
+4 0
+1 9
+6 1
+4 0
+1 9
- 22
- 58
+1 9
- 08
- 10
- 10
+4 1
+4 0
- 02
+4 0
- 13
+4 1
+4 0
+3 5
50
20
07
07
41
24
14
46
13
09
51
10
47
21
58
55
13
47
50
12
36
40
04
54
52
08
31
21
37
02
40
39
05
23
40
37
30
40
06
05
59
31
12
26
06
24
04
01
22
20
23
21
26
22
18
20
49
22
29
29
05
22
51
49
50
23
37
50
04
52
32
01
23
41
00
47
43
52
42
47
32
56
35
36
37
22
09
24
14
15
23
55
58
09
00
07
03
09
51
06
58
39
38
35
51
15
59
54
59
35
13
21
45
36
19
46
37
24
08
36
40
49
45
07
38
31
37
07
08
37
24
z
r
r
v
m
r
s
v
d
v
r
r
r
d
s
s
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u
s
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r
D
r
s
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c
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r
r
r
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r
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r
d
r
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d
m
c
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r
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s
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r
r
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r
d
r
d
r
d
D
s
s
s
F
r
r
r
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m
c
m
c
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r
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c
r
r
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x
u
m
d
r
r
r
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D
r
s
c
r
r
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s
r
u
r
r
c
u
u
d
s
m
s
d
d
s
v
d
c
r
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F
m
r
m
d
r
d
d
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Ce t
Er i
Er i
Fo r
Er i
Er i
Ar i
Ce t
Pe r
Er i
Ar i
Pe r
Ar i
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Ar i
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Er i
Pe r
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Er i
Ar i
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Er i
Er i
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Er i
Er i
Er i
Er i
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Ce t
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Ce t
Ce t
Fo r
Ho r
Pe r
Fo r
Er i
Pe r
Pe r
Pe r
Pe r
Fo r
Pe r
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Er i
Pe r
Pe r
Er i
Er i
Er i
Er i
Pe r
Pe r
Pe r
Pe r
Er i
Er i
Pe r
Pe r
Er i
Fo r
Pe r
Ca s
Pe r
Ho r
Er i
Fo r
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Ce t
Er i
Ho r
Er i
Er i
Er i
Pe r
Ce t
Er i
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Er i
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Er i
Er i
Er i
Er i
Ce t
Er i
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Er i
Er i
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Pe r
Er i
Er i
Fo r
Pe r
Pe r
Pe r
Er i
Ar i
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Pe r
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Ca s
Pe r
Ar i
Er i
Ho r
Ar i
Er i
Er i
Er i
Pe r
Pe r
Er i
Pe r
Er i
Pe r
Pe r
Pe r
3. 1
2. 0
3. 1
1. 6
3. 4
1. 6
3. 1
2. 3
2. 2
3. 1
4. 6
5. 0
3. 0
4. 4
2. 2
0. 4
1. 8
3. 2
4. 4
1. 0
2. 5
0. 7
3. 3
2.
2. 6
4. 9
4.
0. 9
2. 0
1. 0
1. 5
1. 5
0. 8
1. 0
0. 3
1. 9
1. 3
1. 9
1. 3
3. 0
1. 8
1. 2
1. 1
7. 8
0. 2
5. 2
0. 6
1. 2
3. 2
0. 5
0. 2
16 . p F, eS , li k e ne b D*
14 . p eF , S, lb M , nf of 2
eF , pS , E 0d e g , sb M N
vF , pL , E, vl b M
14 . p pB , S, mb M
13 . p F, R, gl b M , st e l l a r
11 . 7
pB , cL , pm E 0d e g , be t 2 st
pB , pS , R, N = 12 . 5
ee F , pS , R, v di f f i c
vF , pS , mE 75 d e g
15 . p eF , S
14 . p vF , S, R, vl b M
15 . p eF
ee F , pS , R, be t 2 st
13 . p F, E
13 . p F, pS , lE , sb M
15 . p vF , vS , R, di f
15 . p vF , *1 0 p 95 " , F* 12 " sp
12 . 0
pF , pL , R, ps b M
12 . 3
vF , pL , R, sp m b M
14 . p eF , vS
eF , pS , E 25 d e g , *9 . 5 3' sp ; = 11 8 2
eL , di f
12 . p eF , pS , gb M , *1 2 f 1'
11 . p pF , cL , pm E , gb M *1 6 , r
15 . p eF , pS , E 15 d e g
eF , vS , E 17 0 d e g , pr o b ne b
eF , pS , R
14 . p eF , vS , R, p 12 0 9
14 . p eF , eS , *1 2 sf , 11 9 6 sf
eF , pS , E 12 0 d e g , *1 0 sp 2' . 5
15 . p eF , vS , R, p 12 0 9
14 . p vF , sp of 2
11 . 7
pF , pS , iF , sb M
15 . p eF , vS , R, p 12 0 9
11 . 5
cB , pS , iR , sm b M
eF , vS , R, p 12 0 9
15 . p eF , vS , R, p 12 0 9
ee F , eS , cE 5d e g , pr o b ne b
14 . p F, S, R, gl b M
13 . p pF , cL , iR , bM , nf of 2
F, S, E 20 0 d e g
15 . p pB , eS , R
eF , pS , R, FD * sf in li n e
ee F , eS , mE 13 5 d e g , st e l l N
13 . p vF , pL , iF
10 . 6
cB , pS , vl E , r, S* nr
15 . p F, vS , di f , 12 0 0 p
eF , vS , st e l l a r Nu c l
12 . 8
F, cL , E
*1 3 in vF ne b
ee F , vS , * cl o s e n, 11 7 5 nr ; = 11 7 7
14 . 4
ee F , S, R, F* nr sf
15 . p vF , S, R, nf 11 7 5 ; = IC 28 1
*1 3 in vF ne b (? )
15 . p eF , E 45 d e g , r, se v st in v
Cl
*1 3 in v in ne b
vF
eF , S, 2 st 4' nf
F, vS , R, st e l l a r
15 . p vF , S, R, bM N (n e b ? )
eF , S, R, be t 2 st nr
pF , pS , lE , pB * cl o s e p; pr o b = 11 8 6
13 . p F* wi t h ne b ap p e n d a g e s
13 . p F, cL , er
11 . 4
B, S, cE , ps b M
eF , vS , vl E 0d e g
pF , pS , cE , se v vF st nr
14 . p ne b *1 1
14 . p pB , S, lE 80 d e g +/ - , lb M
pF , S, R, ps b M
13 . p ee F , pL , lE , D* np , be t 2 st
*9 . 3 ne b s , ch i e f l y f
14 . p F, vS , vl b M , di f
F, S, pm E , gb M
15 . p eF , S, *9 f 8s
vF , vS , mE 14 0 d e g , gb M
13 . p eF , vS , iR , gb M N
13 . p pB , vS , R, mb M N = *9 - 10
14 . p F, pS , iR , 12 0 8 p
pF , S, R, gl b M
14 . p eF , vS , R
15 . p eF , S, st e l l a r , 3r d of 3
14 . p F, S, R, bM
vF , vS , R, 2 st nf ; S Cl ?
15 . p F, pL , E 21 0 d e g
15 . p vF , S, vm b M , *1 3 s 1' . 2
ee F , eS , cE 10 d e g , st e l l N
15 . p eF , vS , E 17 0 d e g , * s
13 . p cF , vS , R, ps b in np p en d
14 . p eF , eS , R, gb M , p of 2
14 . p eF , eS , R, gb M , f of 2
eF , S, R, gb M N , p of 2
15 . p *1 2 in eF ne b
12 . 8
pF , pS , R
vF , L, nr 12 3 0
13 . p F, pL , R
eF , S, R, Al g o l nr
eF , vS , R, f of 2
14 . p vF * in pF , S, R ne b
15 . p eF , lE , * cl o s e n, di f f i c
16 . p vF , pS , v di f (= 12 1 3 ? )
eF , pL , E (n e b ? )
15 . p eF , S, iR , * or st in v
ee F , pS , 2 st cl o s e p
15 . p ee F , S, R
16 . p S, R, vg b M
S, E np s f , di f f i c , *1 2 cl o s e f
9. 9 pB , cL , R, gb M , r
15 . p pB , pL , iF , N, r
12 . p B, L, vm E 80 d e g , vg b M
*1 2 cl o s e sf
vF , S, bM , di f
12 . p pB , pL , R, be t 2 vF st
eF , pS , R, * s, be t 2 st
ef , vS , di f f i c
ne b li n e at 60 d e g , su s p
Cl of 18 or 20 st
16 . p F, S, vl b M , di f
vF , S, E 17 0 d e g ; D* ?
14 . p eF , vS , nr 12 3 8
14 . p vF , pS , R, 12 4 7 nf
15 . p eF , S, R
vF , pS , ir r R
15 . p eF , st e l l a r (R A 30 s gr e a t e r ? )
eF , pS , R
vF , vS , R, lb M
vF , S
F, R, vg b M
14 . p F, vS , R, bM
I 296 Gx
12 2 7
Gx
12 2 4
Gx
12 4 1
Gx
12 4 2
Gx
I 298 Gx
1243
Gx
12 3 6
Gx
1220
OC
I189 9
1247
Gx
12 6 1
Gb
12 3 3
Gx
I 303
1235 ***
1248
Gx
I 302 Gx
12 4 0
*
I 306
I190 3
I 297 D*
1255
Gx
I 307 Gx
12 5 6
Gx
12 5 8
Gx
1251
D*
12 5 3
Gx
I 300 Gx
1254
Gx
1245
OC
I 301 Gx
I 304 Gx
I190 4
Gx
I 305 Gx
I190 8
Gx
1250
Gx
1262
Gx
12 6 3
Gx
1266
Gx
I190 0
Gx
I 309 Gx
I190 1
I190 6
Gx
I190 2
Gx
I 308 Gx
1257
Gx
1184
Gx
I 310 Gx
I 311 Gx
I191 2
12 5 9
Gx
12 8 8
Gx
1269
12 9 1
Gx
I190 9
Gx
1260
Gx
12 8 4
Gx
1285
Gx
1286
Gx
12 6 4
Gx
12 8 0
Gx
I191 0
I 312 Gx
12 9 2
Gx
12 6 5
Gx
1313
Gx
12 8 7
Gx
1267
Gx
12 6 8
Gx
I 314 Gx
I 1 9 0 5 ** *
12 8 9
Gx
1296
Gx
1270
Gx
I 317 Gx
I 315 Gx
1271
Gx
1297
Gx
1272
Gx
1273
Gx
12 9 0
I191 4
Gx
I191 3
Gx
12 7 4
Gx
13 0 0
Gx
I191 5
12 7 5
Gx
1277
Gx
1276
Gx
12 7 8
Gx
13 0 2
Gx
I190 7
Gx
12 7 9
Gx
1281
Gx
1295
12 9 9
Gx
1311
Gx
1282
Gx
1298
Gx
12 8 3
Gx
I191 6
13 0 1
Gx
13 0 3
Gx
I 318 Gx
I191 1
1304
Gx
13 0 6
Gx
13 1 0
Gx
I 313 Gx
13 0 5
Gx
I 316 Gx
1293
Gx
12 9 4
Gx
1309
Gx
1307
I191 7
13 0 8
Gx
13 1 4
Gx
13 1 6
Gx
13 1 7
Gx
1318
13 1 5
Gx
I 319 Gx
1312
D*
13 1 9
Gx
13 2 6
Gx
I192 0
13 2 5
Gx
I 321 Gx
1327
I192 1
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
11 . 1
11 . 2
11 . 3
11 . 3
11 . 3
11 . 3
11.4
11 . 6
11.7
11 . 8
12.2
12 . 3
12 . 5
12 . 7
12.8
12.8
12 . 8
12 . 9
13 . 0
13 . 1
13 . 3
13.5
13 . 8
13 . 9
13 . 9
14.1
14 . 1
14 . 3
14.4
14.7
14 . 8
15 . 0
15 . 0
15 . 1
15 . 1
15.4
15.7
15 . 8
16.0
16 . 0
16 . 1
16 . 1
16 . 1
16 . 2
16 . 3
16.4
16.6
16 . 7
16 . 8
16 . 8
17 . 0
17 . 2
17.3
17 . 3
17 . 3
17.5
17 . 6
17.8
17.8
17 . 9
18 . 0
18 . 0
18 . 1
18 . 2
18 . 3
18.3
18 . 6
18.7
18 . 8
18 . 8
18 . 8
18 . 9
18.9
19.0
19 . 0
19 . 1
19.2
19.2
19.3
19.4
19 . 4
19 . 4
19 . 6
19 . 7
19 . 7
19 . 7
19 . 8
19.8
19.9
19 . 9
19 . 9
19 . 9
20 . 1
20.1
20.1
20 . 1
20.1
20.2
20.2
20 . 3
20 . 3
20 . 5
20 . 7
20 . 8
20 . 8
21.0
21 . 0
21 . 0
21 . 0
21 . 4
21 . 4
21.6
21 . 7
22.1
22.2
22 . 2
22 . 5
22 . 6
22 . 7
22 . 8
22.8
23 . 1
23 . 4
23.7
23 . 9
23 . 9
24 . 2
24 . 4
24 . 5
24.7
24 . 7
+40
+35
+41
- 08
- 08
+01
- 08
+10
+5 3
- 25
- 10
- 55
+39
- 11
+3 8
- 05
+04
+30
- 11
- 50
+42
- 25
- 00
- 21
- 21
+0 1
- 02
+42
+0 2
+4 7
+42
+37
- 30
+37
- 54
+4 1
- 15
- 15
- 02
+37
+40
+37
- 34
+37
+41
+4 1
+8 0
+41
+40
- 50
+41
- 32
- 41
- 41
- 33
+4 1
- 10
- 07
- 07
+41
- 00
- 21
+41
- 27
+41
- 66
- 02
+4 1
+41
- 01
+41
- 01
- 13
+4 1
- 12
+04
+4 1
- 19
+4 1
+4 1
- 13
- 49
- 32
+41
- 19
- 50
+41
+4 1
+4 1
+41
- 26
+41
+41
+4 1
- 14
- 06
- 52
+4 1
- 02
+41
- 49
- 18
- 07
- 14
+35
- 04
- 25
- 37
+41
- 02
+41
+4 1
+41
- 15
- 04
- 53
- 02
- 04
- 37
- 37
- 37
- 21
+41
+0 1
- 21
- 36
- 52
- 21
- 15
- 25
- 50
37
20
22
55
54
19
57
49
20
19
29
13
19
42
56
13
42
34
43
36
06
44
13
58
45
28
49
25
42
15
13
54
43
51
49
21
52
06
24
08
48
07
22
11
11
31
48
20
01
39
21
35
06
08
41
24
18
20
39
26
10
26
45
37
52
30
45
28
29
58
22
59
04
28
45
02
21
06
29
32
59
36
28
33
25
42
31
34
33
33
04
33
28
38
00
17
10
22
06
24
03
45
25
34
18
35
31
08
54
19
56
24
22
24
33
12
45
11
12
06
07
23
24
11
32
28
43
33
00
40
42
u
r
s
s
s
v
h
r
s
d
s
s
s
d
r
s
v
r
d
d
x
s
u
r
r
F
s
x
r
s
x
u
c
m
c
s
r
r
r
m
v
d
c
z
x
r
s
v
u
d
r
s
c
s
c
s
r
r
r
r
r
d
v
s
s
s
r
s
s
u
x
r
r
s
m
z
s
s
s
s
D
c
c
s
s
d
s
s
r
s
s
x
r
s
D
r
r
s
s
s
d
r
r
m
d
r
c
s
v
s
x
s
s
s
r
d
r
r
s
s
r
s
x
F
s
s
d
s
m
r
d
Per
Per
Per
Eri
Eri
Cet
Er i
Ari
Pe r
For
Er i
Hor
Per
Eri
Pe r
Er i
Cet
Ari
Eri
Hor
Per
Fo r
Cet
Eri
Eri
Ce t
Eri
Per
Ce t
Pe r
Per
Per
For
Per
Hor
Pe r
Er i
Eri
Er i
Per
Per
Per
For
Per
Per
Pe r
Ce p
Per
Per
Hor
Per
For
Er i
Eri
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Pe r
Eri
Er i
Er i
Per
Cet
Eri
Per
For
Per
Re t
Eri
Pe r
Per
Eri
Per
Eri
Er i
Pe r
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Cet
Pe r
Er i
Pe r
Pe r
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Hor
For
Per
Eri
Hor
Per
Pe r
Pe r
Per
For
Per
Per
Pe r
Er i
Eri
Ho r
Pe r
Er i
Per
Hor
Eri
Eri
Eri
Per
Er i
For
For
Per
Eri
Per
Pe r
Per
Er i
Er i
Hor
Eri
Eri
For
For
Fo r
Eri
Per
Ta u
Eri
For
Hor
Eri
Eri
Fo r
Hor
2.8
1.7
3.0
1.3
0.4
16.
15.
16.
13.
14.
p
p
p
p
p
2.
14. p
15. p
12. p
3.6
6.9
2.1
13. p
8. 4
13.2
1.3
2.1
14. p
4.1
1.9
11.1
15. p
14. p
13. p
4.8
12. p
10 .
1.3
1.8
1.0
1.6
2.7
0.6
1.0
15. p
8.4
15. p
15. p
14.
14.
15.
14.
15.
p
p
p
p
p
1.5
16. p
14. p
13. p
3.0
1.6
1.9
16. p
2.3
15. p
12.1
10.5
1.3
1.7
8. 5
14.
14.
14.
15.
15.
14.
p
p
p
p
p
p
1.5
3.2
2.1
8.5
13. p
15. p
9. p
1.4
1.2
2.1
15. p
15. p
14. p
2.3
2.5
1.4
14.
14.
12.9
14.
15.
16.
13.
15.
12.9
3.8
1.7
0.6
6.5
15. p
10.4
2.6
0.8
11.6
13.5
1.7
4.4
12.6
11. p
1.1
0.8
0.7
p
p
p
p
p
p
p
13.5
14. p
1.7
1.5
1.3
14. p
14. p
16. p
0.8
13. p
15. p
14. p
14. p
1.4
2.3
1.6
1.9
15. p
1.1
1.8
2.3
15. p
13.1
11.6
7.1
3.2
15. p
15. p
8. 9
11.0
1.8
13. p
1.3
4.0
14. p
10.5
4.6
0.4
11.6
15. p
eF , p S , i r r R, F D* p
vF , v S
eF , v S , R
F, p L , R, vg l b M , *9 n
vF , S
F, p L , 2 B p o i n t s i n v
F , vS , R
eF , v S , R
C l , v S , st vF
ee F , S, R , 2 F st s p i n l i n e
F , pL , E 8 0 d e g
gl o b . c l . , B, L, R , r r
F, v S , R, di f f
eF , e S , s t e l l a r
vF, S, lE
c F , S , l E , bM , * 9 n 5 '
pF , p S , R , v S N
eF , v S ; v S s t ?
eF , S , R, di f f i c
2 F neb, E
ee F , pS , R , v d i f f i c , F* sp
F , pL , F * c l o s e p
pB , v S , r
F, S , E , a l m s t e l l , *8 n p
eF , p S , v l E , 1 2 ' n o f 12 5 6
F
*1 2 w i t h n e b f , 9 0 " l
eF , S , R, *9 s p , np of 2
F , vS , s t e l l a r
C l , p L , Ri , C , i R , s t 1 2 . . . 1 5
eF , p S , R , s f o f 2
vF , * 7 6 " sf , n p of 2
eF , v S , m E 8 0 d e g , s t e l l N
vF , * 4 9 " nf
vF , v S , s p i r b r a n c h
vF, vS, R
e F , p S , iR , s b M N
vF , S , lE , s b M
v F , p S , *1 3 s p 2 '
F, S , p R , gb M N
ee F , pS , R , be t 2 s t
F, v S , R, gb M N
vF , v S , v m E 60 d e g , gb M
F, v S , R, sb M * 1 4
eF , p S , i R , r?
s t e l l a r ne b
F , pL , m E
vF , p S , R , 1 2 5 9 a n d 12 6 0 ne a r
eF , p S , i R , be t 2 s t , vF * v c l o s e
S, E ns
vF , S , R, vl b M
vF , L , R, vg l b M , cE ns
vB, R, gmbM ; = 1291
gl o b . c l . , vB , p L , R, m b M , e r
vF , v S , c E 4 5 d e g , s t e l l N
vF, S, R
eF , v S , 2 st s
pF, S
e F , e S , R, 4 B s t s
vF , S , vl b M
vF , v S , R , g b M , r
2 eF , e S , ne b s u s p
ee F , pS , R , ne a r l y b e t 2 st
F, p S , lE , v g b M , S D * nr
vF , v S , m b M
pB, L, E, vgbM , r
vF , v S , i R
F , vS , R , s t e l l
eF , S , lE , c o m
*1 3 i n vF , S n e b
Cl , S , vF ; n e b ?
vF , S , R, 4 st f; = IC 3 1 4
eF, vS, R
vF, S, R
vF , p L , R
vF , S , di f , vl b M
vF, vS
F , pS
F , S, R
vF, vS
eF , e S
sp i r a l ?
vF , v S , m E 1 5 5 d e g , cb M
vF , v S
cB , v L , v m E , p s v m b M
E ns
F, S
v F , v S , np 12 7 8
vF, vS
pB , p S , R , b M
S, R , p s v m b M , * 9 np 1'
vF , S , vm b M
vF , v S
v F , S , * 1 1 p 1'
e F , v S , gb M N , * 1 0 f 3 '
vF , S , vl E , gb M , er
F , pL , m E 3 7 d e g , gb M
vF, S, lbMN
F , pS , R , * 1 3 s p
vF , S , vl b M
F, S , R , 2 s t s p
vF , m E 13 5 d e g
vF , s e v s t i n v
F, S , d i f , l b M
ne b , no t w e l l s e e n
eF, vS
vF , v S , g b M , * 1 0 . 5 f 4 '
gl o b . c l . , vF , p L , R, v g v l b M
ee F , vS , R , cl o s e D * n r s
pB , p S , R , * 1 6 at t
ee F , pS , R
v F , R , b M , np o f 2
vF , R , bM , s f o f 2
c B , c L , iR , g b M , * 8 s p 4'
e F , v S , R, *9 . 5 nf
E ns
eF , S , iF , a m 3 o r 4 s t
*1 0 w i t h e F , c L , E n e b s
vB , c L , v l E , v s v m b M N
pB , p S , p s b M
F; = 1317
pB , S , R, gb M
st e l l a r ,
= 13 m
F
F, S , R , b M , p of 2
PN ? pS , v s v m b M N
st e l l a r
F, m E 2 3 9 d e g , co m , *9 . 5 at t
pB , v S , R
e F , v S , 3 v F st cl o s e ( n o ne b )
st e l l a r
f
I1 9 2 2
13 2 0
I1 9 2 3
13 2 1
13 2 2
13 2 3
13 2 4
I1 9 2 4
I1 9 2 6
I1 9 2 7
I1 9 2 5
I1 9 2 9
13 2 8
I1 9 3 3
13 2 9
I 32 2
I1 9 3 2
I 32 0
I1 9 1 9
I1 9 1 8
I1 9 3 5
13 3 2
I1 9 3 6
13 3 1
I 32 4
13 3 6
I1 9 3 7
I1 9 3 8
I1 9 2 8
I1 9 4 0
I1 9 3 9
13 4 1
I1 9 4 2
13 3 7
13 3 9
13 4 0
13 4 4
I1 9 3 0
I1 9 3 1
13 3 8
13 3 0
13 3 3
I1 9 4 5
13 4 5
I1 9 4 6
I 32 3
13 4 7
I1 9 4 4
13 3 4
13 4 6
13 3 5
13 5 1
I1 9 4 7
13 5 6
I 32 6
I 32 5
I1 9 4 8
I1 9 4 9
13 5 0
I 32 7
I1 9 5 0
I1 9 5 1
I 32 8
13 4 9
I1 9 3 4
I1 9 5 5
13 5 2
13 4 2
I1 9 5 4
13 5 3
I 32 9
I 33 0
I1 9 4 1
I1 9 5 7
13 5 4
I 33 1
I1 9 6 0
I 33 2
I1 9 5 8
13 5 7
I1 9 5 9
I1 9 6 5
13 6 0
13 5 5
I1 9 5 2
13 6 5
I1 9 6 1
I1 9 6 4
13 5 8
I1 9 5 3
13 4 8
13 5 9
13 6 2
13 6 6
I 33 3
13 6 9
I1 9 6 6
13 6 1
13 6 7
I1 9 6 8
13 6 3
13 6 4
13 6 8
13 7 1
13 7 3
13 7 0
13 7 5
13 7 4
I 33 5
I1 9 6 3
I1 9 5 6
I1 9 6 2
13 7 8
I1 9 7 1
13 7 9
I1 9 6 9
I1 9 7 2
I1 9 7 3
13 8 0
I1 9 7 0
13 8 1
13 7 7
I1 9 7 4
I1 9 7 9
13 9 2
13 8 6
13 7 2
13 8 7
I1 9 8 0
13 7 6
13 8 2
104
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
24 . 7
24 . 8
24 . 8
24 . 9
25 . 0
25 . 0
25 . 0
25 . 0
25 . 2
25 . 2
25 . 3
25 . 5
25 . 6
25 . 7
25 . 9
25 . 9
25 . 9
26 . 0
26 . 0
26 . 2
26 . 2
26 . 3
26 . 4
26 . 5
26 . 5
26 . 6
26 . 8
27 . 2
27 . 5
27 . 7
27 . 8
28 . 0
28 . 0
28 . 1
28 . 1
28 . 3
28 . 3
28 . 8
28 . 8
29 . 0
29 . 3
29 . 3
29 . 3
29 . 4
29 . 4
29 . 5
29 . 7
29 . 7
30 . 1
30 . 1
30 . 4
30 . 5
30 . 6
30 . 7
30 . 7
30 . 8
30 . 9
31 . 0
31 . 1
31 . 1
31 . 1
31 . 1
31 . 2
31 . 4
31 . 4
31 . 4
31 . 5
31 . 6
31 . 6
32 . 1
32 . 1
32 . 2
32 . 2
32 . 2
32 . 4
32 . 4
32 . 6
32 . 7
32 . 8
33 . 2
33 . 2
33 . 2
33 . 3
33 . 4
33 . 4
33 . 6
33 . 6
33 . 6
33 . 7
33 . 7
33 . 8
33 . 8
33 . 8
33 . 9
34 . 0
34 . 1
34 . 1
34 . 2
34 . 7
34 . 7
34 . 8
35 . 0
35 . 0
35 . 0
35 . 1
35 . 2
35 . 2
35 . 3
35 . 5
35 . 5
35 . 6
35 . 6
35 . 9
36 . 0
36 . 1
36 . 2
36 . 4
36 . 4
36 . 5
36 . 5
36 . 6
36 . 7
36 . 7
36 . 7
36 . 8
36 . 9
37 . 0
37 . 0
37 . 0
37 . 1
37 . 1
- 50
- 03
- 50
- 03
- 02
- 02
- 05
- 51
- 51
- 51
- 51
- 51
- 04
- 52
- 17
+0 3
- 51
+4 0
- 32
+0 4
- 50
- 21
- 51
- 21
- 21
- 35
- 48
- 53
- 21
- 52
- 51
- 37
- 52
- 08
- 32
- 30
- 31
+0 4
+0 1
- 12
+4 1
+3 1
- 52
- 17
- 52
+4 1
- 22
- 48
+4 1
- 05
+4 1
- 34
- 50
- 50
- 14
- 07
- 47
- 47
- 33
- 14
- 50
- 53
- 14
+0 4
+4 2
- 57
- 19
+3 7
- 51
- 20
+0 0
+0 0
+2 4
- 52
- 15
+0 0
- 57
+0 1
- 51
- 13
- 50
- 56
- 25
- 05
- 23
- 36
- 48
- 53
- 05
- 21
+5 1
- 19
- 20
- 31
- 05
- 36
- 51
- 06
- 24
- 50
- 09
- 09
- 15
- 24
- 35
- 20
- 35
- 35
- 34
- 34
+0 5
- 21
- 35
- 52
- 35
- 45
- 52
- 51
- 34
- 43
- 35
- 20
- 49
- 57
- 36
- 36
- 15
- 35
- 57
- 05
- 35
44
01
34
00
54
49
45
41
41
43
15
15
08
47
37
40
20
47
54
32
01
20
19
21
21
44
42
01
34
08
04
09
40
23
17
54
04
24
43
10
22
25
38
48
37
52
16
00
50
33
35
52
19
17
26
03
58
59
38
43
26
08
40
22
48
13
16
20
55
49
16
21
26
27
13
17
12
23
27
40
25
33
51
00
43
08
57
10
05
29
26
29
17
12
07
17
19
15
56
38
50
50
38
56
11
22
16
14
27
27
05
17
12
38
27
11
01
59
59
57
18
54
34
56
16
00
53
31
58
03
12
d
s
d
r
r
r
r
d
d
d
d
d
r
s
r
z
d
x
c
z
c
s
d
s
c
r
d
d
c
d
d
s
d
s
s
D
s
d
m
r
r
s
d
s
d
d
r
d
r
r
r
s
d
r
m
d
d
d
s
m
c
d
m
r
u
d
r
s
s
s
z
u
d
d
r
z
c
z
d
t
c
c
s
s
c
s
d
d
s
s
r
s
r
s
d
r
d
r
r
d
r
r
r
s
r
r
s
s
c
c
u
c
r
d
s
d
d
d
s
c
s
r
d
d
r
s
r
s
c
s
c
Ho r
Er i
Ho r
Er i
Er i
Er i
Er i
Ho r
Ho r
Ho r
Ho r
Ho r
Er i
Ho r
Er i
Ta u
Ho r
Pe r
Fo r
Ta u
Ho r
Er i
Ho r
Er i
Er i
Fo r
Ho r
Ho r
Er i
Ho r
Ho r
Fo r
Ho r
Er i
Fo r
Fo r
Fo r
Ta u
Ta u
Er i
Pe r
Pe r
Ho r
Er i
Ho r
Pe r
Er i
Ho r
Pe r
Er i
Pe r
Fo r
Ho r
Ho r
Er i
Er i
Ho r
Ho r
Fo r
Er i
Ho r
Ho r
Er i
Ta u
Pe r
Re t
Er i
Pe r
Ho r
Er i
Ta u
Ta u
Ta u
Ho r
Er i
Ta u
Re t
Ta u
Ho r
Er i
Ho r
Re t
Fo r
Er i
Er i
Fo r
Ho r
Re t
Er i
Er i
Pe r
Er i
Er i
Fo r
Er i
Fo r
Ho r
Er i
Fo r
Ho r
Er i
Er i
Er i
Fo r
Fo r
Er i
Fo r
Fo r
Fo r
Fo r
Ta u
Er i
Fo r
Ho r
Fo r
Ho r
Ho r
Ho r
Fo r
Ho r
Fo r
Er i
Ho r
Re t
Er i
Er i
Er i
Fo r
Re t
Er i
Fo r
1. 9
2. 5
2. 0
1. 3
4. 6
1. 1
0. 9
1. 5
1. 6
6. 8
2. 3
3. 9
0. 8
9.
1. 4
1. 8
0. 4
4. 3
0. 6
1. 3
0. 5
1. 3
14 .
3. 6
3. 4
1. 0
1. 2
2. 4
2. 5
1. 3
6. 5
1. 8
2. 4
9. 8
2. 8
2. 8
1. 9
2. 7
5. 4
1. 9
1. 8
3. 0
3. 0
1. 4
2. 3
2. 0
4. 9
3. 3
2. 9
3. 5
2. 4
1. 2
2. 0
2. 1
st e l l a r
14 . p F, S, R, bM
st e l l a r
14 . p F, S, E pf , D or bi N
15 . p vF , vS , R, bM
eF , eS , *1 3 sp 25 " +/ 14 . p vF , pS , pm E
E, st e l l a r
E, st e l l
vF
E np s f , st e l l
E np s f
vF , eS , R, bM N
13 . p lE sp n f
14 . p F, pS , R, gl b M
15 . p vF , pL , vl b M , di f f i c
E ns
eF , pS , R, vF * cl o s e p
eF , pS , lE , se v st n
15 . p F, S, gl b M , di f
st e l l , E, sp i r ?
10 . 3
vB , S, E 11 4 d e g , sm b M N
st e l l , E np s f
14 . p vF , vS ; = IC 32 4
F, pS , di f , bM ; = 13 3 1
vF , S, vl E , gb M
vF , vS , R, bM
pe r h a p s D*
vF , vS , mE 20 d e g , cb M
bM
E pf
13 . p F, S, mE 14 0 d e g , *1 2 sf
st e l l , E ns
11 . 7
eF , vL , mE ns
13 . p cB , pS , R, ps b M , D* p
no n e x i s t e n t ; = 13 4 4
10 . 3
cB , pL , iR , vg b M
F, S, R, gb M , *8 p 3s , s 1' . 6
14 . p vF , di f
13 . p vF , S, iR , lb M , r
15 . p vF st in vF , S ne b
F, L, *1 0 nf
st e l l
13 . 7
vF , S, R, ps l b M
st e l l
eF , pS , R, p of 2
13 . p eF , pS , E 13 0 d e g , sb M N
eF , eS , lE 20 d e g
15 . p eF , pL , lb M
15 . p eF , eS , R, bM , *1 3 p
15 . p vF * in vF , eS ne b
13 . p pB , pS , R, ps b M
st e l l
vF , pL , iR , gb M , * nr
15 . p vF , pL , E ns
vF , S, R, vl b M
ee F , S, R
cF , vS , sp i r , cb M
10 . 5
B, L, mE , vm b M R N
15 . p eF , vS , di f , v di f f i c
E np s f
E sp n f
14 . p vF , eS , R
15 . p ee F , S, R, be t 2 st
16 . p eF , pS , lb M , *1 2 di s t 34 "
eF , vS , R
15 . p eF , ps l b M , di f f , *8 sf
6. 7 Cl , vL , ab 60 st
12 . p F, pL , R, sp i r
11 . 4
pB , cL , iE , mb M
15 . p F, vS , R, lb M
15 . p F, vS , R, lb M
vF , S, vm E 0d e g
(p r o b ne b )
E sp n f
14 . p vF , S, lE , gl b M
15 . p *1 3 in ne b
eF , eS , R
15 . p F, vS , R, sb M
st e l l
13 . p pF , pL , R, lb M , *9 nf
E np s f
eF , vS , R, cb M
*8 in B, L ne b , E ns
13 . 1
pF , S
cF , S, vm E 14 0 d e g , * 1' sf
9. 5 !! vB , vL , mE , rN
eF , vS , cE 20 d e g
E pf
12 . 1
vF , S, be t 2 st
12 . p vF , cL , sp i r or an n u l a r
Cl , lR i , st L
12 . 2
F, L, R, vg l b M
14 . p vF , S, R
13 . p vF , S, iF , lb M
eF , *8 . 8 nf 4'
F
st e l l
eF , eS , gb M N
vF ; = 13 7 1
st e l l
vF , S, R, *7 sp 3' . 5 , sp of 2
vF , S, vl E , nf of 2
15 . p vF , vS , R, lb M
11 . p pB , pL , vl E , ps b M
eF , vS , p of 3
14 . p vF , S, R, be t 2 st 14
B, S, lE , pm b M , 3r d of 3
12 . p vB , pL , lE , gm b M , 2n d of 3
pF , pS , eE pf
pB , S, eE 90 d e g ; = IC 33 5
16 . p F, S, E 20 0 d e g , 2 vF Nu c l e i
eF , S, mE 17 5 d e g , gb M
F
E pf
12 . p gl o b . cl . , B, pL , R, gp m b M
eF , vS , cE 50 d e g , cb M
E
E
11 . p vB , L, R, ps b M
eF , vS , eE 75 d e g
12 . p F
14 . p F, S, R, gb M
E np s f
ee F , eS , vm E 20 d e g
vF , pS , R
12 . p F
vF , vS , R, gl b M
12 . p gl o b . cl . , vB , pL , R, gm b M
eF , cS , vm E 25 d e g
13 . p eF , pL , iR , bM , r
F
I 337
I197 8
Gx
13 8 9
Gx
I197 6
1385
Gx
1383
Gx
I 338 Gx
I196 7
Gx
I198 2
Gx
13 4 3
Gx
13 9 0
Gx
13 9 6
I 339
*
I 336
13 8 8
Gx
13 9 1
13 9 5
Gx
13 9 9
Gx
1393
Gx
I194 3
Gx
14 1 1
Gx
13 9 8
Gx
14 0 4
Gx
1394
Gx
I197 5
1384
Gx
1403
Gx
14 0 1
Gx
14 0 2
Gx
1406
Gx
1408
14 0 0
Gx
I 340 Gx
13 9 7
Gx
I198 4
I 343 Gx
14 0 5
Gx
14 0 7
Gx
I198 7
Gx
14 1 3
Gx
I198 1
Gx
1412
1419
Gx
I198 6
I197 7
Gx
I198 3
Gx
14 1 5
Gx
1416
Gx
1409
Gx
14 1 0
Gx
I 341
I 345 Gx
14 1 4
14 2 2
Gx
I 344 Gx
I 346 Gx
I198 9
Gx
14 1 7
Gx
14 3 3
Gx
1425
Gx
14 1 8
Gx
14 2 7
Gx
14 2 8
Gx
14 2 1
Gx
I 347 Gx
1423
Gx
1420 ***
14 2 6
Gx
I198 8
14 2 4
Gx
14 3 0
14 3 6
Gx
14 3 7
Gx
1429
*
14 3 4
14 4 8
Gx
14 5 7
Gx
14 6 6
Gb
I 3 4 8 C+ N
14 3 1
Gx
I198 5
I 350 Gx
I199 1
14 3 9
Gx
1445
Gx
I199 7
Gx
14 4 0
Gx
14 4 2
Gx
I199 6
I199 2
I 334 Gx
1438
Gx
1452
Gx
14 5 5
Gx
14 5 0
Gx
14 4 1
Gx
14 4 3
*
14 3 2
Nb
1447
Gx
I199 4
14 5 4
14 4 6
Gx
14 4 9
Gx
14 3 5
Nb
14 5 1
Gx
14 6 0
Gx
1463
Gx
I 349 Nb
14 5 3
Gx
I 342 Gx
1458
14 5 9
Gx
I199 3
Gx
1473
Gx
I 351 Pl
I199 0
I 352
I199 9
14 5 6
14 6 1
Gx
I200 0
Gx
1444
OC
1462
Gx
I199 5
I200 1
1464
Gx
I199 8
Gx
I200 4
14 6 7
Gx
I201 0
Gx
I205 1
Gx
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
37 . 1
37 . 1
37 . 2
37 . 2
37.5
37.6
37 . 6
37 . 7
37 . 7
37 . 8
37 . 9
38 . 1
38 . 1
38 . 2
38 . 3
38 . 5
38 . 5
38 . 5
38.6
38 . 7
38 . 8
38 . 9
38 . 9
39.1
39 . 1
39.2
39.3
39 . 4
39 . 4
39.4
39.4
39 . 5
39 . 5
39 . 6
39 . 9
40 . 1
40 . 2
40 . 2
40 . 2
40 . 3
40 . 5
40.6
40.6
40 . 6
40 . 8
40 . 9
41 . 0
41.0
41.2
41 . 2
41 . 2
41 . 2
41 . 5
41 . 5
41 . 5
41 . 7
41 . 9
42 . 0
42 . 0
42.2
42 . 3
42 . 3
42 . 4
42 . 5
42 . 5
42.6
42.7
42 . 8
42 . 8
43 . 2
43 . 4
43 . 6
43 . 6
44.0
44 . 4
44 . 5
44 . 5
44 . 5
44 . 5
44 . 6
44 . 6
44 . 7
44 . 7
44 . 8
44.9
44 . 9
45 . 0
45 . 0
45 . 0
45 . 1
45 . 2
45.4
45.4
45 . 4
45 . 6
45 . 7
45 . 7
45 . 8
45.8
45 . 8
45 . 9
46 . 0
46 . 0
46 . 1
46 . 1
46 . 1
46.2
46 . 3
46 . 4
46 . 8
47.0
47 . 0
47 . 1
47.4
47 . 5
47 . 5
47 . 6
47 . 7
48 . 2
48 . 5
49 . 1
49.4
50.3
50 . 3
50 . 9
51.4
51 . 5
51 . 8
51 . 9
52 . 0
52 . 0
- 06
- 50
- 35
- 47
- 24
- 18
+03
+03
- 57
+72
- 19
- 35
- 18
+23
- 15
- 18
- 23
- 35
- 18
- 44
- 44
- 26
- 35
- 18
- 15
+1 5
- 22
- 22
- 18
- 31
- 35
- 18
- 13
- 04
- 47
- 18
- 15
- 18
- 55
- 15
- 26
- 26
- 37
- 45
+17
- 22
- 22
- 22
- 01
- 01
+21
- 18
- 21
- 21
- 04
- 18
- 50
- 04
- 47
- 29
- 04
- 35
- 35
- 13
- 04
- 06
- 05
- 22
- 39
- 04
- 18
- 35
- 35
- 04
- 09
- 44
- 44
- 71
+32
+02
+32
- 11
- 51
- 21
- 09
- 59
- 18
- 18
- 57
- 51
+76
- 23
- 18
- 18
- 09
- 04
- 04
+24
- 08
- 51
- 20
- 04
- 04
+23
- 04
- 36
- 59
+23
- 03
+68
- 18
- 25
- 33
- 68
+35
+24
- 08
- 56
+22
- 16
- 48
+5 2
+0 6
+25
- 48
- 15
+01
- 49
- 08
- 59
- 83
43
09
45
26
30
20
08
17
47
34
00
40
23
28
53
21
02
27
26
06
05
20
35
17
30
50
23
44
31
19
31
41
07
40
05
27
30
35
03
35
52
13
31
22
45
34
34
43
17
17
57
19
41
41
39
16
57
42
13
54
44
25
10
29
17
22
51
07
53
44
14
51
52
43
41
39
38
41
17
51
10
49
33
55
50
08
16
16
20
01
38
01
38
38
13
06
01
22
59
40
41
04
08
47
04
41
48
56
58
06
15
31
43
12
03
37
44
57
34
24
52
40
59
35
38
25
11
25
51
56
50
d
c
s
d
s
r
z
m
c
s
r
r
x
d
r
D
s
s
s
c
s
s
s
s
d
r
r
s
r
s
r
s
m
r
d
c
r
s
c
r
c
r
r
d
u
c
s
s
s
v
d
m
D
s
x
c
c
s
s
s
s
s
s
s
m
r
F
s
d
s
r
c
s
r
r
s
D
s
s
r
d
m
d
s
r
c
s
c
d
d
s
v
s
c
r
s
F
s
r
d
r
m
s
s
s
r
r
s
s
s
D
r
c
r
s
d
d
d
r
s
c
s
r
d
d
r
z
d
r
c
c
Eri
Hor
Eri
Hor
Fo r
Er i
Tau
Tau
Ret
Cas
Eri
Eri
Eri
Tau
Eri
Eri
Eri
For
Er i
Hor
Hor
For
For
Er i
Eri
Ta u
Er i
Eri
Eri
Fo r
Fo r
Eri
Eri
Eri
Hor
Eri
Eri
Eri
Ret
Eri
For
Fo r
Er i
Hor
Tau
Eri
Eri
Er i
Ta u
Tau
Tau
Eri
Eri
Eri
Eri
Eri
Hor
Eri
Hor
Fo r
Eri
For
For
Eri
Eri
Er i
Er i
Eri
Eri
Eri
Eri
Eri
Eri
Er i
Eri
Hor
Hor
Hyi
Per
Tau
Per
Eri
Hor
Eri
Er i
Ret
Eri
Eri
Ret
Hor
Cam
Er i
Er i
Eri
Eri
Eri
Eri
Tau
Er i
Hor
Eri
Eri
Eri
Tau
Eri
Eri
Re t
Tau
Eri
Cam
Er i
For
For
Hy i
Per
Tau
Eri
Ret
Tau
Eri
Hor
Pe r
Ta u
Tau
Hor
Er i
Tau
Hor
Eri
Ret
Men
1.2
2.1
3.0
0.8
1.4
2.8
3.2
3.2
1.8
2.1
2.8
6.6
2.5
1.5
2.8
3.9
1.9
1.4
1.8
2.5
1.5
1.9
1.7
4.0
3.6
1.5
1.3
0.4
2.1
1.9
1.2
2.8
6.8
5.4
1.5
2.8
1.8
3.6
0.7
2.1
2.1
2.9
8.1
2.3
10.
0.8
2.3
1.3
2.3
6.0
2.6
1.7
2.6
1.5
30.
0.4
1.1
30.
0.7
2.1
17.8
2.5
0.1
3.3
3.8
4.
1.2
2.6
ee F , pL , 3 s t n r
E ns
13. p F
eF , e S , R
11.2
p B , p S , R, gp m b M
14. p pF, S, R, psmb M
1 5 . p vF , S , di f , vF * c l o s e
1 4 . p vF , S , R, *1 3 n r
cF , e S , R
12.3
F, v S , iR , g b M , D * v n r
1 5 . p vF , p S , E 26 0 d e g
F
eF , e S , s t e l l N
vF , e e L , v d i f
vF , v S , R , l b M
eF , S , R, gb M N
1 1 . p B, p S , E, ps m b M
9. 9 gl o b . c l . , vB , p L , ps b M , r r
1 4 . p F , S, R, g l b M
pB , S , R; = 14 1 1
1 2 . p B, p S , R, sm b M
9. 7 cB , c L , R , v m b M
10.3
vB , p L , R , p s m b M
14. p vF, vS, E 170d e g , sbMN
eF , v S , v di f f i c , n r 1 4 0 5
15. p neb *13
1 4 . p v F , e S , ne b *
1 3 . p vF , v S , R
1 5 . p eF , v S , R
1 3 . p F , cL , v m E , v g l b M , * 7 n p
F
11.1
cB , p S , R , p s m b M
1 5 . p F, p S , E p f , * 1 4 at en d
1 4 . p vF , v S , l E
ee F , eS , m E 15 0 d e g
eF , v S , l E 9 0 d e g , d i f
1 6 . p eF , p L , m E 1 5 0 d e g , gl b M , F s t i n v
9. 8 vB , L , R, sv m b M N
eF , v S , R
eF , v S , R , l b M
eF , e S , l E , * c l o s e nf ; = 1 4 1 2
F , S, E, g b M , * sf 2 '
p F , p S , R, ps b M
eF , e S , c E 1 3 5 d e g
1 5 . p F, S , R , d i f , * 1 3 . 5 nr
vF , p S , R
1 2 . p pB , S , lE , p g l b M , * sf
14. p eF, S, R, *8.6 n 2'
15. p eF, stel l a r or lE
ma k e s D n e b w i t h 1 4 0 9 , po s 0 d e g
vF , e e L , v d i f
1 5 . p eF , v S , i R , gb M
eF , p S , m E 0 d e g , b M N
1 3 . p eF , p S , E 80 d e g
ee F , pL , R , 14 1 7 f
eF , p L , E 80 d e g , d i f
st e l l
12.0
pF , p L , l E , lb M , * s f
10.0
vB , L , pm E , vs v m b M * 1 0
1 2 . p F , pL , i R , gb M
1 5 . p vF , S , E, *1 1 s f 1'
1 2 . p pF , S , R, ps m b M
F
11.4
F, c L , mE 0d e g , r
1 3 . p eF , v S , R , s t e l l a r
1 5 . p e e F , S , R, v di f f i c
F , vS , * 1 3 p
11.4
pF , S , lE , b M
eF , p L , R , 2 s t n r f , 2 s t np
1 5 . p vF , * 1 0 - 1 1 n p
eF , S , E 2 0 d e g , sb M N
gl o b . c l . , vB , p m E , p g b M ; = 1 4 3 7
1 2 . p F, v L , R, gl b M
eF, vS, E 0deg , gbMN , f of 2
eF , S , R, *8 . 5 f 25 s , n 3'
1 1 . p pB , L , vm E 2 2 2 d e g ; = 14 5 7
pF , p L , e E 4 2 d e g , v g p m b M ; = 1 4 4 8
11.4
pF , p S , i R , gl b M , * 7 f
7. 3 pB , v L , v g b M
1 5 . p eF , p L , i R
*8 i n F , e L ne b
1 4 . p F, S , R , v d i f
st e l l , E s p n f
1 2 . p F, p S , gp m b M
v F , S , R , * 9 np 2'
eF , v S , R , c b M , s t e l l N
1 3 . p pB , p S , R , s m b M * 1 3
pB , v S , b M ; = 1 4 4 0
ee F , eS , e E 95 d e g
st e l l
1 2 . p pB , S , *1 3 i n v sf
e F , m E , N, *1 0 f 1 '
1 3 . p F , R, lb M , ha z y *
vF , S , lE 30 d e g , s b M N ; = 1 4 5 2
eF , p S , R (D , d i s t 0 ' . 4 ? )
12.9
vF , S , iE , * 1 2 f
vF , n f 14 4 1
e F , v L , di f ( M a i a ,
i n Pl e i a d e s )
vF, S, R, neb? *7- 8 f 3'
E ns
vF , e S , R , ( * ? ) , *9 . 5 sp 3'
1 4 . p eF , f 1 4 4 1
13.5
vF , v S , v l E
vF , v L , d i f (M e r o p e )
13.3
vF , v S , l E
F, S , R , * a t t
c F , S , R , g l b M , am 7 B st
eF , v S , p o s 16 5 d e g , d i s t 3 6 " fr o m Me r o p e
11.6
pB , S , R, *1 7 i n M
9. p pB , v S , * 1 2 cl o s e n
none x i s t e n t
1 4 . p eF , p S , g b M
eF , L , cE , * 7 . 5 a t t , v d i f f i c
c F , p L , R, gv l b M
1 2 . p pl a n = *1 0 , *9 p 14 s , 2 ' s
vL , m E pf , 1 5 ' l
F, v S , R, bM
ee F , vS , c E 14 0 d e g
D* 1 0 - 1 2 , co m p ne b u l o u s a t 13 0 d e g , 9 "
11.7
pB , S , lE , m b M N
cB , L , eE 80 d e g , v m b M
6 . 6 C l of ab 3 0 s t 1 2 . . . 1 4
15. p vF, S, vlE
*6 i n e F , ee L n e b
eF , v S , R , 3 s t n r
pF, S, R, 2 st nr
1 6 . p F, S , R , b M N
eF , S
1 5 . p eF , v S , R , * 9 s 4 '
eF , S , E 7 0 d e g
! vF , v S , st e l l N e l l i p t ri n g
14 7 6
Gx
14 6 8
Gx
14 7 0
Gx
I2 0 1 1
14 8 3
Gx
I2 0 1 2
14 7 1
I 35 4
14 9 0
Gx
14 6 5
Gx
I2 0 0 9
Gx
14 7 2
Gx
I 35 5
14 7 7
Gx
14 7 5
14 7 8
Gx
I2 0 0 6
Gx
14 7 4
Gx
14 8 4
Gx
14 7 9
14 8 1
Gx
I2 0 0 2
Gx
14 8 0
14 8 2
Gx
I 35 3 Nb
I2 0 0 7
Gx
I2 0 0 8
I2 0 1 4
Gx
14 8 7
Gx
14 8 6
Gx
I2 0 0 3
Pl
15 0 3
Gx
I2 0 1 3
I2 0 1 7
Gx
14 9 3
Gx
15 2 0
OC
14 8 9
Gx
I2 0 0 5
Gx
14 9 4
Gx
I2 0 1 8
Gx
I2 0 1 5
14 8 8
Gx
14 9 2
Gx
15 0 0
Gx
14 9 5
Gx
I2 0 2 2
I2 0 2 0
I2 0 2 1
15 1 1
Gx
I2 0 2 3
I2 0 2 4
Gx
15 0 6
Gx
I2 0 2 5
Gx
14 6 9
Gx
14 9 8
14 9 9
Nb
I2 0 2 8
Gx
I2 0 2 9
Gx
I2 0 1 6
Gx
I2 0 1 9
Gx
14 9 7
Gx
15 0 4
Gx
15 0 5
Gx
14 9 1
Nb
15 1 0
Gx
I 35 8 Gx
I 35 7 Gx
15 1 2
Gx
I2 0 2 6
15 0 9
Gx
15 1 5
Gx
14 9 6
OC
15 0 7
Gx
I2 0 3 0
14 8 5
Gx
15 2 6
Gx
15 0 8
Gx
I2 0 3 1
15 2 2
Gx
15 2 3 As t
I2 0 3 4
Gx
I2 0 2 7
Gx
15 1 8
Gx
15 0 1
Pl
I2 0 3 2
Gx
15 2 9
Gx
I2 0 3 3
Gx
I2 0 5 4
15 0 2
OC
I 35 6 Gx
15 1 6
Gx
15 1 9
Gx
15 2 1
Gx
I2 0 3 7
Gx
15 2 7
Gx
15 3 4
Gx
I2 0 3 8
Gx
I2 0 3 5
Gx
I2 0 3 9
Gx
15 1 4
Pl
15 1 7
Gx
15 3 3
Gx
15 1 3
OC
I2 0 3 6
15 2 4
15 2 5
15 3 6
Gx
I2 0 4 3
Gx
I2 0 4 4
I2 0 4 6
I2 0 4 2
15 3 1
Gx
15 3 2
Gx
I2 0 4 9
Gx
I2 0 4 1
Gx
15 4 3
Gx
I 36 0 Nb
I2 0 4 0
Gx
15 5 7
15 3 7
Gx
I2 0 5 0
Gx
15 3 5
Pl
I2 0 4 8
?
15 4 6
Gx
I2 0 4 5
15 3 8
Gx
I2 0 4 7
I2 0 5 2
15 4 0
Gx
15 2 8
OC
15 4 9
Gx
105
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
3
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
52 . 1
52 . 2
52 . 2
52 . 5
52 . 7
52 . 8
53 . 1
53 . 3
53 . 5
53 . 6
53 . 6
53 . 7
53 . 8
54 . 0
54 . 1
54 . 1
54 . 1
54 . 2
54 . 2
54 . 4
54 . 4
54 . 4
54 . 5
54 . 7
55 . 0
55 . 4
55 . 4
55 . 4
55 . 8
56 . 3
56 . 4
56 . 5
56 . 7
56 . 7
57 . 5
57 . 5
57 . 6
57 . 6
57 . 7
57 . 9
58 . 0
58 . 1
58 . 1
58 . 2
58 . 4
58 . 7
59 . 0
59 . 4
59 . 5
59 . 7
00 . 1
00 . 4
00 . 4
00 . 5
00 . 5
00 . 7
01 . 3
01 . 3
01 . 9
02 . 0
02 . 1
02 . 5
02 . 7
03 . 4
03 . 5
03 . 7
03 . 8
03 . 9
03 . 9
04 . 0
04 . 1
04 . 4
04 . 5
04 . 9
05 . 1
05 . 2
05 . 8
05 . 9
06 . 1
06 . 2
06 . 6
06 . 7
06 . 8
07 . 0
07 . 1
07 . 2
07 . 2
07 . 2
07 . 7
07 . 8
08 . 1
08 . 1
08 . 3
08 . 3
08 . 4
08 . 8
08 . 9
09 . 0
09 . 0
09 . 2
09 . 3
09 . 9
10 . 0
10 . 0
10 . 3
10 . 3
11 . 0
11 . 2
11 . 2
11 . 4
11 . 7
12 . 0
12 . 1
12 . 1
12 . 6
12 . 8
13 . 0
13 . 0
13 . 3
13 . 7
13 . 9
14 . 2
14 . 3
14 . 6
14 . 6
14 . 7
14 . 9
15 . 0
15 . 2
15 . 4
15 . 7
- 44
- 06
- 09
- 57
- 47
- 58
- 15
+2 3
- 66
+3 2
- 48
- 08
+2 0
- 08
- 08
- 08
- 35
- 10
- 37
- 10
- 20
+1 0
- 10
- 20
+2 5
- 28
- 28
- 56
- 42
- 21
+3 3
- 66
- 17
- 59
- 46
- 76
- 19
+3 6
- 48
- 52
- 40
+1 8
- 35
- 52
- 44
- 59
- 54
- 52
- 67
- 52
- 53
- 52
- 53
+6 8
- 12
+3 6
- 52
- 52
+2 0
+0 5
+2 3
- 09
- 09
+5 1
- 43
+1 9
+2 2
- 43
- 11
- 11
- 54
+5 2
- 02
- 19
+7 1
- 65
+2 5
- 05
- 52
- 54
- 57
+3 7
- 21
+6 0
- 55
- 62
- 53
- 78
+6 2
+6 9
- 08
- 17
- 21
- 58
- 47
- 62
- 56
- 45
- 56
+3 0
+0 8
- 56
+4 9
- 39
- 08
- 08
- 56
- 53
- 54
- 54
- 47
- 32
- 32
- 58
- 32
- 57
+2 5
- 32
- 70
- 31
- 53
- 12
- 33
- 56
- 13
- 13
- 13
- 54
- 28
+5 1
- 55
32
21
01
29
29
38
24
25
02
28
59
35
00
35
07
34
59
25
00
12
25
43
16
30
29
10
10
45
22
49
52
02
06
24
12
50
14
48
54
47
27
34
27
19
28
02
03
40
38
41
22
34
04
35
01
37
42
48
13
38
08
19
18
19
25
53
09
21
11
12
06
37
11
14
00
50
24
37
40
06
58
07
11
55
20
54
41
15
20
49
53
12
03
45
53
47
00
31
01
47
39
07
31
42
48
48
29
41
31
40
16
51
52
33
49
44
38
33
25
39
29
44
07
04
10
12
11
20
29
14
36
c
r
r
d
v
d
r
d
r
r
c
r
d
r
r
r
s
r
r
r
r
u
d
s
s
c
c
c
s
r
s
r
d
c
s
A
r
z
s
c
d
r
r
r
c
d
d
d
s
d
c
r
c
s
r
s
c
c
z
u
r
r
r
s
s
u
u
s
d
r
s
s
s
d
s
r
r
d
r
D
c
u
s
s
c
r
c
d
s
s
r
s
s
c
s
r
c
s
c
s
r
s
s
d
r
r
s
c
d
d
d
s
s
c
c
s
s
c
r
s
c
s
x
s
d
r
d
d
c
s
s
Ho r
1. 7
Er i
Er i
Re t
Ho r
Re t
Er i
Ta u
Re t
Pe r
Ho r
1. 9
Er i
Ta u
Er i
Er i
Er i
Er i
2. 3
Er i
Er i
Er i
Er i
Ta u
1. 4
Er i
Er i
1. 5
Ta u 18 0 .
Er i
1. 8
Er i
Re t
1. 4
Er i
2. 0
Er i
Pe r
0. 1
Re t
Er i
Re t
1. 3
Ho r
2. 6
Me n
Er i
Pe r
Ho r
2. 6
Do r
1. 2
Ho r
Ta u
Er i
Do r
Ho r
2. 9
Re t
Re t
Do r
Hy i
3. 3
Do r
Re t
1. 1
Do r
Re t
1. 1
Ca m
2. 3
Er i
Pe r 14 5 .
Do r
1. 1
Do r
1. 3
Ta u
Ta u
1. 1
Ta u
Er i
Er i
Pe r
3.
Ho r
1. 0
Ta u
1. 4
Ta u
1. 3
Ho r
4. 0
Er i
Er i
Do r
5. 4
Pe r
6.
Er i
3. 4
Er i
Ca m
2. 4
Re t
Ta u
Er i
Do r
Do r
Re t
1. 2
Pe r
1. 2
Er i
3. 0
Ca m
0. 9
Do r
1. 5
Re t
Do r
1. 3
Me n
Ca m
8.
Ca m
5. 2
Er i
Er i
2. 0
Er i
2. 9
Re t
1. 5
Ho r
3. 4
Re t
Do r
1. 7
Ho r
Do r
1. 3
Ta u
1. 9
Ta u
Do r
2. 9
Pe r
9.
Ho r
Er i
Er i
Re t
2. 0
Do r
1. 3
Do r
Do r
Ho r
Er i
1. 3
Er i
5. 6
Re t
1. 1
Er i
1. 5
Re t
3. 9
Ta u 18 0 .
Er i
1. 6
Hy i
Er i
Do r
1. 4
Er i
0. 7
Er i
Do r
3. 2
Er i
Er i
Er i
Do r
Er i
1. 2
Pe r 24 .
Do r
3. 7
cF , S, E 90 d e g , gb M
15 . p vF , vS , R, bM
15 . p eF , S, E 0d e g
ee F , vS , R
cF , pL , R, vg l b M
ee F , eS , cE ns
vF , vS , E 45 d e g ; = 14 6 4 ?
vF , ee L , v di f
pB , S, vl E , pm b M
15 . p pF , pS , R, pB * nr p
eF , S
vF , eS , st e l l N, 1s t of 3
vF , S, R, di f
eF , vS , 2n d of 3
eF , eS , R, *1 4 np 4'
eF , vS , 3r d of 3
12 . p pB , S, R, * nr nf , D* sp
14 . p vF , S, R
vF , L, E, vg v l b M
eF , S, E, p of 2
15 . p eF , S, R, 2 B st f, p of 2
15 . p F, E ns , di f , *1 4 n
eF , S, iR , f of 2, *1 0 f 30 s
14 . p F, S, vl E , 2 st 10 nr , f of 2
vF , ee L , v di f
eF , S, R, F* at t nf
eF , vS , eF * v cl o s e nf ; = IC 20 0 7
ee F , vS , R
12 . p pB , pL , R, gb M , 2 st tr i a n g l e
15 . p eF , vS , R
13 . p pB , eS , lE ns , *1 3 n 4" , *1 2 sp 18 "
eF , pS , R, *1 0 np
cB , cL , mE 17 0 d e g , cb M , su s p
eF , vS , R
12 . p F, cL , R, vg l b M
Cl , pL , lR i , st 9- 10
14 . p eF , pS , E 19 0 d e g
16 . p F, vS , R, st e l l
12 . p F, L, R, vg v l b M , 3 st n
eF , vS , R
eF , S, R, bM , su s p
15 . p *1 2 in v in ne b
vF , vS , R
F, vS , R, pm b M , *8 np
eF , S, lE 90 d e g , vg v l b M
ee F , eS , mE 5d e g , cb M
eF , vS , R
eF , vS , R
12 . p pB , pS , mE 12 1 d e g .5 , gb M
eF , vS , R
eF , vS , cE 35 d e g
ee e F , S, R, be t 2 st 12 & 13
eF , vS , cE 13 5 d e g
15 . p vF , vS , R, B* nr
Cl , S, C
vF , vL , E ns , di f
cF , vS , R
eF , vS , R
16 . p eF , vS , *1 5 s 30 "
15 . p F, S, R, st e l l , r
14 . p eF , vS , iR , mb M
15 . p eF , S, R, gb M
15 . p eF , S, R, gb M
vB , S, iF , bM , r, * in v
13 . 0
F, pL , R, vg m b M
15 . p vS , di f , lb M
14 . p F, S, R, N = 13 . 5
10 . 6
eF ri n g , B, cL , R, bM
vF , vS , st e l l
15 . p vF , vS , lE , F* nr p
11 . 0
B, L, vm E 10 d e g , bM
10 . p Cl , se g m e n t of a ri n g
12 . 2
vF , pL , mE , vl b M , er
cF , vS , eE 13 5 d e g , su s p
14 . p eF , pS , R
eF , vS , R, gl b M
15 . p vF , vS , R, bM , r
eF , vS , di f , lb M , *1 1 nf 3'
eF , vS , R, vl b M
on l y 3 vF st (n o t a ne b )
ee F , vS , cE 11 5 d e g
16 . p F, vS , R, vl b M
11 . 8
B, L, pm E , gb M , *8 sp
13 . p PN , pB , pS , vl E , 1' di a m
eF , vS , R
vF , S, R, gb M
eF , vS , cE 13 0 d e g
ee F , eS , vF * 1' nf , su s p
5. 7 Cl , pR i , cC , iF
11 . p pF , pL , bM , *8 . 5 4' n
15 . p ee F , S, E, ps m b M , er
13 . p vF , S, lE , vS * in v
11 . 4
pB , R, bM
eF , vS , eE 90 d e g , cb M
12 . p pB , pS , E 77 d e g , vs m b M R N
F, S, R, vS * 3/ 4 d e g sf
eF , vS , eE 14 5 d e g
12 . p F, vS , R
eF , vS , R
10 . p *9 in ne b 3' di a m
14 . p vF , vS , R, r, *9 - 10 sf
10 . 9
vB , vL , R, sm b M , 2 st 10 nf
8. 4 Cl , L, vR i , pC , st vL
ee F , pS , R, v di f f i c , *9 f
eF , pS , R, gb M , Dn e b wi t h 15 2 5
eF , pS , R, gb M , at 34 0 d e g , 0' . 5 fr o m
13 . p vF , R, pL , vl b M
eF , vS , eE 5d e g , vm b M
eF , vS , R
vF , vS , R
*9 in ne b 1' di a m
12 . 1
pB , pL , R, bM , np of 2
11 . p B, vL , vm E 32 d e g , ps m b M
eF , vS , R
eF , vS , R, *1 0 cl o s e s
10 . 6
B, pL , E, sm b M N = *1 1
vF , ee L , v di f
vF , vS , R, rr ? , 15 3 1 - 32 s
Cl , vl C , ab 20 sc st
12 . p vB , pS , lE , ps v m b M
F, vS , cE 60 d e g
10 . p PN , vB , S, R, pS , vs b M , r
ee F , eS , B* f, v di f f i c
11 . 6
pB , lE , gb M E N , ** p
eF , eS , al m st e l l , nr 15 3 8
15 . p eF , vS , R, gb M
eF , eS , di f f i c , nr 15 3 8
vF , vS , mE
vF , vS , E, gv l b M , r
6. 4 Cl , B, vR i , cC
9. 9 B, pS , R
15 2 4
I205 3
1553
I205 6
I 362
1541
15 4 2
15 4 7
15 5 9
15 5 6
I205 5
I205 8
I206 0
I 363
15 3 9
I 359
I 361
I 364
I 365
1558
15 5 0
15 5 1
I 366
15 6 6
1552
I205 9
I 367
15 4 5
15 4 8
1567
I206 5
15 6 2
1554
I205 7
1574
1570
15 7 1
15 7 2
I 368
15 5 5
15 6 3
15 6 4
I206 3
15 6 1
1530
1565
I 369
I206 4
I206 6
1578
I206 1
I 370
15 6 8
I207 0
1581
I206 9
1576
I207 1
1575
15 7 7
I206 8
I207 3
I207 2
15 8 5
1596
16 0 2
1584
I207 6
1580
1583
1595
I207 9
15 9 8
I208 1
I208 2
16 2 9
1591
1592
I 372
1579
I 371
15 8 6
1587
I 373
I208 3
1569
15 8 8
15 8 9
1594
I206 7
I207 5
I 375
I 376
1590
1597
I 377
I207 4
I208 5
I 378
15 9 9
I208 6
16 0 0
16 0 3
1617
I 380
1601
15 9 3
1604
1608
I 379
I207 8
1582
1607
1606
I207 7
I208 4
I208 0
I 374
1609
I208 9
1616
15 6 0
I206 2
16 1 1
16 1 2
1613
1614
1610
16 2 3
1573
1605
1615
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Nb
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
OC
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
?
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
15 . 8
16.2
16 . 5
16 . 7
17.0
17 . 2
17 . 2
17 . 6
17 . 7
17 . 8
17 . 9
17 . 9
18 . 9
19 . 0
19 . 0
19 . 0
19 . 1
19 . 2
19.3
19 . 6
19 . 6
19 . 6
20 . 0
20.3
20 . 4
20 . 6
20 . 9
21 . 0
21.1
21 . 5
21 . 7
21.8
21 . 9
22.0
22.1
22 . 2
22 . 6
22 . 7
22 . 9
22 . 9
22 . 9
22 . 9
23 . 0
23.4
23.4
23 . 5
23 . 5
23 . 5
23.8
24 . 0
24 . 1
24 . 4
24 . 6
24.7
25 . 9
26.2
26 . 2
26.3
26 . 3
26 . 6
26 . 6
26 . 9
27 . 5
27.6
27 . 9
28.1
28 . 1
28.2
28.3
28.4
28 . 5
28 . 6
29 . 0
29 . 1
29 . 3
29.4
29.6
30.1
30.2
30 . 2
30 . 7
30.7
30 . 7
30 . 7
30.8
30 . 8
30 . 8
30.8
30 . 8
31 . 0
31 . 1
31 . 1
31.2
31.2
31 . 3
31 . 3
31 . 4
31 . 5
31 . 6
31 . 6
31 . 7
31 . 7
31.7
31 . 7
31.8
31 . 9
31.9
31.9
31 . 9
31 . 9
32.0
32.0
32.1
32 . 1
32 . 1
32 . 3
32 . 5
32.6
32 . 6
32.7
32 . 8
32 . 8
33 . 0
33 . 1
33.3
34.0
34.1
34 . 9
35.0
35.0
36.0
- 49
- 55
- 60
- 12
+0 0
+04
- 17
- 62
- 50
- 48
- 55
- 56
+03
+26
+28
+58
+03
+03
- 45
+02
+01
+02
- 54
- 00
- 31
- 14
+50
+36
- 48
- 55
- 15
+1 9
+04
- 56
- 43
- 43
- 40
- 12
+19
- 15
- 15
- 15
- 15
+7 5
- 15
- 11
- 15
- 54
- 51
+21
- 09
- 00
- 57
- 54
- 48
- 03
- 53
- 10
- 10
- 42
- 53
- 48
- 42
- 55
- 55
- 17
- 48
- 05
- 17
- 47
- 53
- 47
- 53
- 53
- 71
- 26
- 26
- 05
+3 5
- 00
- 00
+0 0
- 04
- 53
+6 4
+00
+00
- 05
+35
- 05
- 12
- 12
+0 7
- 11
- 12
+07
- 54
- 12
- 04
- 53
- 05
- 05
- 54
- 12
- 05
+00
- 05
+0 0
- 07
- 04
+4 3
- 04
- 05
+00
- 48
- 05
+16
- 04
- 75
- 43
+71
+71
- 04
- 04
- 04
- 08
- 04
- 13
+7 3
+4 5
+1 9
22
47
13
13
50
48
53
47
10
55
56
37
03
51
12
18
10
20
02
26
25
21
56
40
44
47
15
56
15
56
45
32
03
58
38
38
36
37
32
44
44
44
51
18
45
47
41
45
35
05
23
45
59
56
12
37
08
07
07
06
11
22
09
02
03
32
13
11
37
49
44
47
37
50
50
44
58
01
16
33
19
40
52
59
51
39
51
48
27
48
58
27
37
17
27
42
25
18
35
38
05
06
36
56
06
34
22
35
15
41
51
27
02
34
17
45
38
22
33
43
53
54
17
10
15
35
42
31
15
15
57
d
s
s
m
r
r
D
s
D
d
c
c
d
r
s
s
z
m
v
r
r
d
s
r
c
m
s
r
c
c
r
s
z
s
c
r
r
m
r
D
r
F
r
s
r
m
d
d
r
d
m
r
c
r
d
r
d
D
D
c
c
d
r
s
v
r
d
r
r
c
c
c
c
s
r
r
D
n
s
d
r
s
m
c
s
s
s
r
d
v
d
m
s
r
d
x
c
d
s
d
s
r
s
m
s
A
r
r
m
d
s
r
v
x
d
d
z
r
d
r
s
t
r
r
r
s
r
r
s
s
s
Dor
Do r
Ret
Eri
Ta u
Tau
Eri
Ret
Dor
Dor
Dor
Ret
Tau
Tau
Tau
Cam
Tau
Tau
Ho r
Tau
Tau
Tau
Dor
Er i
Eri
Eri
Per
Per
Ca e
Dor
Eri
Ta u
Tau
Re t
Ca e
Cae
Cae
Eri
Tau
Eri
Eri
Eri
Eri
Ca m
Er i
Eri
Eri
Dor
Do r
Tau
Eri
Eri
Dor
Do r
Cae
Er i
Dor
Er i
Eri
Cae
Dor
Cae
Cae
Do r
Dor
Er i
Cae
Er i
Er i
Ca e
Dor
Cae
Dor
Dor
Hyi
Er i
Er i
Er i
Pe r
Eri
Eri
Ta u
Eri
Dor
Ca m
Tau
Tau
Er i
Per
Eri
Eri
Eri
Ta u
Er i
Eri
Tau
Dor
Eri
Eri
Dor
Eri
Eri
Do r
Eri
Er i
Tau
Er i
Ta u
Eri
Eri
Pe r
Er i
Er i
Tau
Cae
Eri
Tau
Er i
Men
Ca e
Cam
Cam
Eri
Eri
Er i
Er i
Er i
Eri
Ca m
Pe r
Ta u
4.1
1.9
0.3
9.5
12.
14.
15.
15.
3.3
10.5
p
p
p
p
2.7
1.3
15. p
15.
6.
0.6
11.7
15. p
14. p
14. p
7.6
1.4
0.3
18.
9. 4
14. p
15. p
6. 2
1.2
1.2
2.0
15. p
10.5
0.8
14. p
4.9
0.5
1.2
15.
12.
15.
15.
p
p
p
p
14. p
15. p
1.7
15. p
13. p
13. p
1.3
1.4
3.9
11.0
14. p
15. p
1.5
1.3
1.6
1.5
12.8
13. p
12 .
2.0
1.0
1.1
2.9
1.8
3.1
14. p
13. p
15. p
11.2
14. p
14. p
14. p
2.0
0.8
1.3
14. p
15. p
15. p
2.4
1.1
15. p
2.5
4.7
0.6
1.0
11.1
15. p
10.4
15. p
13.8
0.9
14. p
15. p
15. p
37 .
7. p
15. p
16. p
15. p
9.8
8.8
1.3
11.5
12.
15.
15.
15.
12.9
2.2
5.
1.6
14. p
10.7
15. p
p
p
p
p
eF , S , cE 14 0 d e g , s u s p
v B , p S , R, gm b M , a m 3 s t ; a Dn e b
F, p L , R, bM
pB , v S , b M
vF, S
vF , S , E
pF , p S , i R , Cl
vB , v L , m E , vg p m b M , *1 4 a t t n
cF , S , E 1 6 5 d e g , v g l b M
F, S , c E n s , s u s p
cB , c L , e E 1 0 d e g
F, S , b M
eF , * 9 nf 3'
vF , v S , g b M
ee F , pL , R
F, L (n e b Cl ? )
vF , v S , R , s b M
pB , S , iF , s b M
pF, S, E, gbM
vF , S , R, *1 3 n r
F, v S , R, pr o b a b l y = 1 5 5 0
eF , 3 ' sf of 1 5 5 0
B, v L , VG , s v m b M , 1 5 s d in R A
c F , p S , lE , v g b M , *1 1 s p
ee F , pL , R
pB , p L , d i f
Cl , p R i , l C , s t L
Cl , v L , l R i , l C , st 10 . . . 1 2
F , S, R, b M
vF , v S , v m E 45 d e g , pm b M
vF , e S , R , g l b M
!!! var, S, R, Nn = *13
pB , p S , R , g b M , r
p B , S , R , p g b M , 2 S s t sf
F , S, R, g b M ; = 15 7 1
vF , S , R, gb M , ** n f
pF , S , R, *1 3 n f 1'
eS , R , bM
!! ! v F , S , v a r i a b l e
eF , v S , R , l b M , D w i t h 1 5 6 4
eF , v S , R , l b M , D w i t h 1 5 6 3
eF , v S , n r 1 5 6 1 - 6 5
vF , v S , l E 1 7 0 d e g , gl b M , * 8 p 6 s
pB, L
e F , p S , lE
F, S , R , s t e l l a r
su s p , n f 1 5 6 5
ee F , vS , R
pF, S, R, bM
F, c S , R, su s p
eF , S , di f
eF , v S , R , n e a r l y b e t 2 s t
vF , v S , c b M
F , S, E, g l b M
ee F , S, R , s u s p
e F , b M , be t 2 s t
ee F , vS , c E 80 d e g
v F , p S , R, *9 . 5 s 2' ; = 1 5 7 7
vF , p L , R , l b M , * n r s
eF , p L , R , 1 5 8 5 f
vF , v S , e E 6 0 d e g , s t e l l N
cF , S , R, su s p
pF , S , R, gb M , *1 2 2 8 8 d e g
B , pL , m E 1 5 d e g , sm b M , p of 2
eF , p L , l E , f o f 2
F , eS , R , s b M N
vF , v S , c E 1 3 0 d e g , su s p
v F , v S , R, r
F , vS , R , s b M N
vF, S, R, bM
eF , v S , E 13 0 d e g
F, S , R , b M
eF , v S , R , b e t 2 F s t
cF , S , R
vF , p L , R , g l b M
p F , p S , R, gb M
only F st
F , vS , R , l b M
p B , v L , iR , m b M , * 8 3 5 0 d e g , 2 '
st e l l a r , e S (n e b ? )
vF , i F , v l b M , b e t * * & * 1 4
F , pS , R , r , p o f Dn e b
F, v S , R, mb M
eF , v S , R
p B , S , l E , BN M , *9 . 5 n 1'
F, v S , R, r, f of D n e b
F, p L , lE 13 2 d e g , * 4 2 d e g , 8 0 "
vF, pS
vF , R , *1 5 i n v n, * 1 7 cl o s e n p
eF , p L , v l b M
vF , d i f , l b M
F, i F
F , S, *1 2 n f
e F , v S , R, gb M
F, i F
vF , S , st in v ; S Cl ?
eF , v S , e E 1 1 0 d e g
* st r o n g l y n e b s
vF , v S , R , v l b M
ee F , vS , R
pB , p L , R , g m b M
vF , v S
B , L, mE 1 0 6 d e g , vg , v s m b M N 5 "
vF , b M
vF, vS
vF ; = 1 6 0 8
e F , S , R , b e t * & D*
p F , c S , *1 2 2 ' n ; = I C 20 7 7
vF , S , R, di f
eF , p S
C l , v L , pR i , lC , s t L
F , S, R, l b M
eF
F, v S , gb M N ; = 16 0 8
F, S , R , s u s p
eF , v S , 1 5 9 4 p ab o u t 9 0 s , 3' s
F, S , R , m b M
v F , e S , *1 7 4 5 " n
ee F , vS , R , F* 1' f , s u s p
F , S, E, v g l b M
vF , L , E, *9 . 3 sp
eF ; = 1 5 6 0
eF , S , E 9 0 d e g +/ vF , v S , R , g m b M
F , vS , R , m b M
pF, S, R, lbM
e F , v S , R, bM N
eF , v S , R , g b M N
vF, S, *9.5 f
C l , v F , pS , C , s t eS
v F , v S , R, lb M , vS * i n v
16 1 8
16 4 1
16 1 9
16 2 1
16 2 0
16 2 2
16 2 5
16 2 6
16 3 0
16 2 7
16 2 8
16 5 1
16 3 2
I 38 2
16 4 4
16 4 9
16 5 2
16 3 1
I 38 3
I 38 4
I 38 5
I2 1 0 3
16 3 3
16 3 4
I 38 6
I2 0 8 7
16 3 5
16 2 4
16 3 6
16 3 9
16 3 7
16 3 8
I 38 7
I 38 8
I 38 9
I 39 0
16 4 0
16 7 3
16 4 2
16 6 9
16 4 3
16 7 6
I2 0 8 8
16 4 5
16 5 8
16 6 0
16 4 6
I 38 1
16 4 8
I2 0 9 0
18 4 1
16 5 0
16 7 2
16 5 3
16 5 4
16 5 6
16 4 7
16 6 8
16 5 5
16 5 7
I 39 2
16 5 9
I2 0 9 1
I2 0 9 2
16 6 1
16 9 3
16 9 5
I2 0 9 3
I 39 3
16 9 6
16 6 5
16 8 8
I2 0 9 4
16 6 2
16 6 6
16 6 3
16 6 7
16 8 0
16 9 7
I2 0 9 5
I 39 4
17 0 2
16 9 8
I2 1 0 5
I 39 5
I2 0 9 6
17 0 4
16 7 0
16 7 9
16 7 1
I2 0 9 7
17 1 1
I2 0 9 8
16 7 7
I2 0 9 9
16 6 4
I2 1 0 0
16 8 7
17 1 2
I2 1 0 1
16 7 8
16 8 1
I2 1 0 2
I2 1 1 1
17 1 4
17 1 5
17 1 8
17 2 2
17 2 7
16 8 2
16 8 3
16 7 4
16 7 5
16 8 4
17 0 6
16 8 5
16 8 6
17 0 3
17 3 2
17 3 6
17 3 4
17 3 1
16 8 9
17 3 3
17 3 5
17 4 3
17 0 5
17 5 1
16 9 0
17 3 7
17 4 5
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gb
Gb
Gx
Gx
Gx
Gx
Nb
Gx
C+ N
Gx
** *
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
As t
D*
Gx
OC
OC
D*
Gx
OC
Gx
Gx
OC
Gx
OC
Gx
Gx
OC
Gx
?
OC
Nb
Nb
** *
OC
Gx
Gx
OC
Gx
Gx
Gx
OC
D*
Gx
C+ N
Gx
Gx
Gx
Gx
Nb
Nb
Nb
OC
C+ N
C+ N
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Nb
OC
C+ N
OC
C+ N
C+ N
Gx
Gb
Gx
C+ N
C+ N
106
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
36 . 1
36 . 1
36 . 2
36 . 3
36 . 6
36 . 6
37 . 1
37 . 2
37 . 3
37 . 5
37 . 5
37 . 5
37 . 9
37 . 9
38 . 0
38 . 1
38 . 1
38 . 4
39 . 0
39 . 3
39 . 5
39 . 8
40 . 0
40 . 0
40 . 0
40 . 0
40 . 1
40 . 4
40 . 7
40 . 9
41 . 5
41 . 6
41 . 7
42 . 0
42 . 0
42 . 1
42 . 2
42 . 4
42 . 9
43 . 0
43 . 6
43 . 7
43 . 7
44 . 0
44 . 0
44 . 2
44 . 3
44 . 4
44 . 5
44 . 7
45 .
45 . 1
45 . 7
45 . 8
45 . 8
45 . 8
46 . 0
46 . 1
46 . 2
46 . 2
46 . 4
46 . 5
46 . 6
46 . 8
47 . 2
47 . 5
47 . 6
47 . 6
47 . 9
48 . 0
48 . 2
48 . 4
48 . 4
48 . 5
48 . 5
48 . 6
48 . 6
48 . 6
48 . 6
48 . 7
48 . 9
49 . 3
49 . 4
49 . 4
49 . 6
49 . 6
49 . 7
49 . 9
50 . 0
50 . 3
50 . 3
50 . 5
50 . 7
50 . 8
50 . 8
51 . 1
51 . 2
51 . 3
51 . 3
51 . 6
51 . 7
51 . 7
51 . 9
51 . 9
52 . 1
52 . 1
52 . 2
52 . 2
52 . 2
52 . 3
52 . 3
52 . 4
52 . 4
52 . 5
52 . 5
52 . 6
52 . 8
52 . 8
52 . 9
53 . 1
53 . 3
53 . 4
53 . 6
53 . 9
53 . 9
54 . 0
54 . 2
54 . 2
54 . 3
54 . 3
54 . 3
- 03
- 65
- 04
- 04
- 00
- 03
- 03
- 05
- 18
- 04
- 04
- 70
- 09
- 09
- 66
- 68
- 68
- 20
+0 9
- 07
- 07
- 76
+0 7
+0 7
- 09
+2 5
- 00
+5 0
- 08
- 17
- 02
- 01
- 07
- 07
- 07
- 07
- 20
- 69
+0 0
- 65
- 05
- 68
+2 7
- 05
- 41
- 41
- 08
+7 5
- 08
- 34
- 84
- 15
- 59
- 02
- 02
- 05
+1 9
- 44
+2 0
- 02
+0 3
- 04
- 04
- 04
- 02
- 69
- 69
- 02
- 15
- 68
- 05
- 59
- 05
+1 0
- 06
+1 3
- 06
- 47
- 68
- 05
- 06
- 69
- 69
- 69
+0 0
- 04
- 69
- 02
- 31
- 00
- 05
- 70
- 05
- 04
- 04
+4 3
- 04
- 33
- 69
- 06
- 02
- 05
- 04
- 69
- 66
- 66
- 67
- 69
- 69
- 03
- 03
+2 3
+2 3
- 03
- 62
- 02
- 15
- 59
- 68
- 68
- 68
- 66
- 06
- 66
- 67
- 69
- 53
- 69
+0 1
- 69
- 69
09
46
50
58
09
11
18
00
54
51
42
35
31
31
12
49
40
40
54
50
06
50
21
20
27
44
33
27
36
00
51
49
05
18
18
13
26
51
37
48
17
50
16
26
27
29
33
39
29
00
00
51
15
25
06
08
04
43
56
04
30
47
41
57
03
21
24
43
32
16
25
48
22
56
34
10
19
49
32
08
17
51
10
12
15
59
45
44
59
46
05
00
26
52
54
42
50
56
28
15
38
49
58
24
56
55
04
24
21
06
01
54
54
06
59
57
22
45
40
04
47
56
20
41
07
12
22
49
38
12
12
s
r
r
r
s
s
s
r
r
r
r
r
r
m
r
r
r
r
d
d
d
c
r
r
d
s
s
s
r
D
s
s
v
m
m
m
s
r
s
r
r
r
d
r
r
r
r
s
r
d
r
r
s
s
s
r
s
r
D
r
u
s
x
x
r
r
r
F
m
r
r
s
d
s
s
r
s
c
r
m
x
r
r
x
D
F
r
r
t
r
d
r
m
r
m
s
F
r
r
m
r
r
m
x
r
r
r
r
r
r
r
r
r
r
c
r
r
v
r
r
r
r
r
r
r
r
s
r
s
r
r
Er i
Do r
Er i
Er i
Er i
Er i
Er i
Er i
Er i
Er i
Er i
Me n
Er i
Er i
Do r
Do r
Do r
Er i
Ta u
Er i
Er i
Me n
Ta u
Ta u
Er i
Ta u
Er i
Pe r
Er i
Er i
Er i
Er i
Er i
Er i
Er i
Er i
Er i
Me n
Ta u
Do r
Er i
Do r
Ta u
Er i
Ca e
Ca e
Er i
Ca m
Er i
Ca e
Me n
Er i
Do r
Er i
Er i
Er i
Ta u
Ca e
Ta u
Er i
Or i
Er i
Er i
Er i
Or i
Do r
Do r
Or i
Er i
Do r
Er i
Do r
Er i
Or i
Er i
Or i
Er i
Pi c
Do r
Er i
Er i
Me n
Do r
Do r
Or i
Er i
Do r
Or i
Ca e
Or i
Er i
Me n
Er i
Er i
Er i
Au r
Er i
Ca e
Do r
Er i
Or i
Er i
Er i
Do r
Do r
Do r
Do r
Do r
Do r
Or i
Or i
Ta u
Ta u
Or i
Do r
Or i
Er i
Do r
Do r
Do r
Do r
Do r
Er i
Do r
Do r
Do r
Pi c
Me n
Or i
Do r
Do r
2. 8
12 . 6
3. 0
3. 9
2. 7
14 . p
14 . p
12 . 3
12 . 4
13 . p
14 . p
2. 0
13 . p
13 . p
13 . p
14 . p
1. 7
14 . p
15 . p
4.
1. 7
5.
14 . p
10 . 4
14 . p
3. 3
2. 5
1. 5
0. 4
0. 4
0. 7
2. 8
10 . 9
12 . 1
15 . p
15 . p
15 . p
11 . 7
2. 0
14 . p
14 . p
14 . p
3. 4
14 . p
14 . p
16 . p
4. 8
2. 0
1. 0
12 .
14 .
11 .
13 .
14 .
14 .
6. 4
45 .
1. 5
1. 7
p
p
p
p
p
p
15 . p
15 . p
12 . 5
14 . p
0. 3
15 . p
2. 4
14 . p
12 . p
20 .
1. 3
6. 4
14 . p
1. 5
1. 3
12 . 1
1. 3
15 . p
14 . p
3. 2
2. 0
0. 6
18 .
1. 5
1. 1
10 .
14 .
15 .
15 .
7. 6
14 .
14 .
13 .
15 .
p
p
p
p
p
p
p
p
14 . p
13 . p
1. 4
14 . p
14 . p
3. 2
1. 8
12 . 3
1. 3
14 . p
F, S, iF , lb M , 2 st sf
Cl , pL , pR i , pm C , st 11 . . . 1 6
ee F , S, R; no n e x i s t e n t ?
eF , S, R, lb M
vF , pL , mE 14 0 d e g , B* * nf
vF , S, *2 0 p 5s , 16 1 8 p
vF , E 14 1 d e g , sb M , F* at t np , *6 p 48 s
eF , vS , R, *8 np
eF , eS , R
eF , pL , R, 2 st sf , s of 2
vF , pS , mE ns , n of 2
pF , L, vl E , vg l b M
eF , vS , R
pB , pL , R, SN
F, S, R, gb M
F, pS , R, gb M ; = 16 5 2 ?
vF , S, R, gl b M
vF , S
vF , S, di f , *1 1 . 5 f
F, eS , R, *1 1 n
vF , vS , R, di f
cF , vS , eE 80 d e g , st e l l N
eF , S, R, *8 sp , p of Dn e b
eF , vS , f of Dn e b
vF , vS , vl b M
ee F , in ho l e of eL ne b y
F, S, R, bM , *1 1 nf 12 s
F, cL , iF , 6 or 7 st + ne b
vF , pS , R, vg b M , r, * nf 1'
on l y 3 st 12 . 5 fo r m i n g eq u i l a t e r a l tr i a n g l e
cB , L, R, vg b M
F, pL , lE
eF , pL , v di f , di f f i c
vF , v di f , S* in v
F, S, R, st e l l a r
vF , vS , R
vF , pS , E 40 d e g , gb M
vF , S, at t to *1 0
F, R, co m e t a r y , tr i a n g l e wi t h 2 st 18 f
eF , S, R
F, vS , iR , bM
vF , pL , iR , r
ee L , 3d e g
lo n g
vF , pS , R (1 6 4 3 np )
F, pS , pm E , gl b M
vF , S, lE , gl b M
F, vS , iR , bM , *7 np
F, S, bM , *1 2 np
ee F , pS , v di f f i c , 16 4 6 sp
vF , pS , R, 3 st sp
pF , L, iR , vs b M , r
vF , pS , E 0d e g , bM N
B, L, sm b M N
F, cS , R, lb M
F, S, R, lb M , r? p of 2
L, st e l l N in F ne b E np s f
Cl , vL , st L, sc
eF , R, at t to *1 4
ha z y *
fa i n t e r bu t la r g e r th a n 16 5 4
pB , S, R, N = 12 . 5
pF , pS , iE 90 d e g +/ - , bM
F, st e l l N
S, sp i r a l , st e l l N
vF , vS , bM
F, S, R
F, S, R
vF , st e l l
F, vS , iF , lb M
vF , E, vl b M
eF , pL , R, lb M
pB , pL , iR , pg m b M
sp i r a l , F st e l l N
Cl of L & S sc st
vF , pS , R
Cl , lR i , st L & S
pF , pS , R, r?
vF , S, R, r or st in v
gl o b . cl . , pB , L, R, rr
F, S, E sp n f , sp i r a l ?
vF , di f (v S Cl ? )
Cl , vF , S
pB , pS , R, gl b M
PN , st e l l a r
eF , vS , R, F* cl o s e f
S, E, sp i r a l , st e l l N
F, pS , lE , r
vF , vS
vB , L, iR , 4 st in v
pF , pS , R
F, E np s f , sp i r a l , lb M
gl o b . cl . , B, S, iR , rr r , st 14
F, sp i r a l , lb M
pF , pL , lE
S, mb M N
Cl , lR i , lC , pL
vF , S, lE st e l l
vF , S, R, vg l b M
Cl , pB , S
F, E np s f , bM , pr o b sp i r
vF , S
vF , S, R, vl b M
vF , lb M , pr o b sp i r
PN , st e l l a r
vB , S, E or bi N , bM , sp of 2
vF , S, R, sb M , 2 st nr , nf of 2
F, pS , R, vg l b M
Cl , pF , S, R, 2n d of 3
Cl , pB , pS , pm E , st 12
vF , vS , 16 8 4 f 12 s +/ - , *9 s 4' . 5
vF , R
1s t of 2 F ne b in sa m e fi e l d
2n d of 2 F ne b in sa m e fi e l d
pF , pS , R, bM , *9 , 22 5 d e g +/ F, pS , R, vg l b M
F
eF , vS , mE 30 d e g
F, L, R, vg l b M , ** at t
S, R, cl o s e ** in M
B, R, r
pB , L, R, gm b M
Cl , pL , lR i , lC , st 10 . . . 1 5
pB , pS , lE ; = 16 6 7 ?
eF , pS , R, gb M
pF , pS , R, 2 st at t
B, pL , R, gb M , r, 2n d of 4
pF , S, R, pm b M
eF , pL , iR
vF , vS , am vS st , L* sp
vF , S, 1s t of 4
F, S, 3r d of 4
17 4 8
1754
16 9 1
17 4 9
17 5 6
I211 4
1747
17 5 5
1694
16 9 2
17 0 1
1766
1777
1764
17 6 7
17 6 1
17 6 0
I210 4
I210 6
17 6 8
17 7 2
17 6 3
1775
1700
16 9 9
1770
I211 5
I211 7
1710
I210 8
I 391
I211 6
1782
17 6 9
17 7 4
1789
I 396
I 398
1773
I210 7
17 1 6
17 6 5
17 7 6
17 8 5
1709
1707
17 1 3
17 7 1
17 8 3
1791
I210 9
I211 0
1786
17 8 7
17 1 7
1721
17 2 0
17 2 5
1723
1728
1793
17 9 5
17 1 9
1730
I211 3
17 2 6
17 4 4
1729
1801
I211 2
17 5 9
1804
I 397
17 4 1
1738
1739
17 4 2
I 399
1740
18 0 6
1809
1752
18 0 5
18 1 5
1753
17 0 8
17 5 7
18 1 3
17 9 6
15 4 4
18 1 0
17 2 4
18 2 3
17 4 6
1762
I 400
18 1 4
18 1 6
18 2 0
1750
1825
1828
18 1 8
18 3 3
I 401
1758
1830
18 2 9
1837
18 2 2
17 9 2
18 3 5
1779
1834
1836
17 8 4
1803
18 2 6
18 3 8
1839
1831
1845
I 402
17 8 0
18 0 0
18 4 0
1788
1824
18 4 7
I211 8
1842
C+ N
Gb
Gx
OC
OC
C+N
OC
Gx
Gx
Gx
OC
OC
OC
C+ N
C+ N
C+ N
Gx
Gx
OC
C+ N
Nb
OC
Gx
Gx
C+N
Nb
Nb
Gx
Gx
Gx
Nb
C+N
C+ N
OC
OC
Gx
Gx
C+N
?
Gx
Gx
OC
Gx
Gx
Gx
Gb
Nb
Gb
OC
*
Gx
Gx
Gx
Gx
Gx
OC
Gb
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
OC
Gx
Gx
Gx
*
Gx
Gx
Gb
Gx
Gx
OC
OC
Gx
OC
Gx
Gx
OC
OC
OC
OC
Gx
C+ N
C+ N
OC
OC
OC
OC
OC
C+ N
OC
OC
C+ N
C+N
OC
Gx
Gb
Gx
***
OC
Gx
Gx
OC
OC
C+N
OC
OC
Gx
Gx
OC
Nb
Gx
OC
Nb
OC
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
4
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
54 . 4
54.4
54 . 6
54 . 6
54 . 6
54 . 6
54.9
55 . 0
55.2
55 . 4
55 . 8
55.8
55.8
56.2
56 . 3
56 . 4
56 . 5
56 . 5
56 . 6
56 . 7
56 . 7
56 . 8
56.8
56.9
57 . 0
57.0
57 . 1
57 . 2
57.3
57 . 3
57 . 4
57 . 4
57.6
57 . 7
57 . 8
57.8
58 . 0
58 . 2
58.3
58 . 3
58 . 4
58 . 4
58 . 4
58 . 6
58.8
58.9
58 . 9
58 . 9
58 . 9
59.0
59 . 0
59 . 0
59.1
59 . 1
59 . 2
59.2
59 . 3
59 . 3
59.4
59.4
59.4
59 . 5
59 . 6
59.6
59 . 6
59 . 7
00 . 0
00.1
00.5
00 . 5
00 . 8
00.9
01 . 1
01 . 6
01.7
01.7
01 . 7
01 . 8
01.9
01 . 9
02.0
02.1
02 . 2
02 . 3
02.4
02 . 6
02 . 6
02 . 6
02 . 7
03 .
03 . 1
03 . 5
03 . 5
03 . 6
03.6
03 . 7
03 . 8
03 . 8
03 . 8
03.9
04.1
04.1
04 . 2
04 . 3
04 . 3
04.4
04.5
04 . 7
04.7
05 . 0
05 . 2
05 . 2
05.3
05.3
05.3
05 . 4
05.4
05 . 4
05 . 9
05.9
06.1
06.3
06 . 3
06 . 4
06 . 4
06 . 4
06.9
06.9
06 . 9
06 . 9
07.1
- 69
- 70
+03
- 68
- 69
- 69
- 67
- 68
- 04
- 20
- 29
- 70
- 74
- 67
- 69
- 66
- 66
- 15
- 28
- 68
- 69
- 66
- 70
- 04
- 04
- 68
- 66
- 68
- 15
- 15
+78
- 66
- 69
- 66
- 67
- 71
+68
- 07
- 66
+08
- 20
- 62
- 66
- 68
- 00
+0 8
- 00
- 63
- 66
- 70
- 00
- 00
- 67
- 65
- 00
- 11
- 07
- 11
- 10
- 11
- 69
- 69
- 00
- 15
- 15
- 07
- 26
- 03
- 69
+04
- 38
- 69
+40
- 04
- 18
- 18
- 03
- 04
- 03
- 67
- 69
- 08
- 66
- 70
- 03
+52
- 04
- 70
- 61
+86
- 66
+49
- 70
+23
+0 1
- 15
- 67
- 67
- 67
+2 3
- 68
- 69
- 66
- 70
- 10
+2 3
- 69
- 68
- 70
- 66
- 37
- 69
- 09
- 69
- 68
- 11
- 49
- 66
- 68
- 68
- 64
- 70
- 09
- 19
- 31
- 71
- 03
- 59
- 68
- 07
- 67
12
27
15
12
15
12
11
11
39
34
53
14
17
41
24
30
32
47
30
15
34
24
26
52
45
25
24
27
18
17
11
25
23
28
15
54
19
47
21
15
24
02
26
52
29
14
30
18
00
10
19
19
45
44
15
08
52
08
59
08
33
48
16
50
50
45
01
21
38
23
43
05
26
16
11
12
18
18
18
59
34
14
06
37
21
53
44
19
08
13
22
30
21
49
34
46
17
17
17
39
55
23
24
43
05
46
20
03
42
12
59
24
09
13
37
52
34
13
27
37
55
28
08
29
57
49
21
43
59
13
16
r
r
r
r
r
x
r
s
r
c
r
r
r
r
r
r
r
v
c
r
r
s
r
s
s
r
x
x
D
m
s
x
r
r
r
r
s
v
r
x
r
r
r
r
r
r
r
v
r
r
d
d
s
r
A
r
s
D
s
D
r
r
r
s
m
s
s
r
r
z
r
r
d
s
r
r
F
s
r
r
r
s
r
r
r
r
r
r
s
r
r
o
r
s
r
d
r
r
r
s
r
r
s
r
d
r
r
r
r
r
s
s
s
r
r
s
c
r
r
r
r
r
d
r
s
r
s
r
r
s
r
Dor
Me n
Ori
Dor
Dor
Dor
Do r
Dor
2.
Er i
Lep
1.3
Cae
Me n
Me n
Do r
Dor
Dor
Dor
Lep
2.2
Cae
2.0
Dor
Dor
Dor 25.
Me n
Er i
2.9
Eri
1.1
Do r
Dor
Dor
Le p
Lep
1.2
Cam
1.7
Dor
Do r
Dor
Dor
Me n
Cam
3.0
Eri
1.5
Do r
Ori
Lep
Dor
Dor
Dor
Or i
Or i
Ori
Dor
Dor
Me n
Ori
Ori
Do r
1.2
Dor
Ori
Er i
Eri
1.8
Eri
Er i
3.7
Er i
Do r
Dor
Ori
Le p
3.0
Lep
2.3
Eri
1.4
Lep
6.8
Or i
Do r
Ori
Cae
Do r
Aur
Eri
1.7
Le p
Le p
Ori
Eri
Or i
Dor
Do r
Er i
2.6
Dor
Men
Or i
Cam
Eri
Men
Dor
2.0
Cep
Dor
Aur
Men
Tau 42.
Or i
Lep
Dor
Dor
Dor
Ta u
Do r
Do r
Dor
3.
Men
Eri
Ta u
Do r
Dor
Me n
Dor
Col
4.0
Dor
1.2
Er i
2.6
Do r
Do r
Lep
4.2
Pi c
1.1
Dor
Dor
Do r
Do r
Me n
Eri
Lep
Col
1.6
Men
Or i
8.
Do r
Dor
E r i 18 0 .
Do r
pB , v S , R , 4 t h of 4
F , S, R, * 1 3 at t , 13 5 d e g
1 3 . p F, S , * 1 1 in v
vF , R , p o f 2
vF , S , R
PN , st e l l a r ; = 1 7 4 8
C l , p S , lR i , st vS
9. 9 vB , p L , R , g b M , f o f 2
1 5 . p v F , v S , R, sb M
eF , v S , R
1 4 . p F, S , v l E , g l b M , *1 0 7 5 " sf
cF, S, gbM
eF, E, ** 9 att, f
vF, S, R
no d e s c r ( i n L M C )
Cl , L , mC , * * 9m
vF , S , 3 v S st in v
F, E , g b M
ee F , pL , D * 24 s f
F, S , R , g b M
pB , p S , i R , rr
vB , v L , v i m E
e F , p L , iR
11.0
cB, S, mbM*
1 5 . p ee F , pS , R , be t 2 s t , n o f 17 0 0
9. p Cl + neb, pL, pRi, st 11.. . 1 8
PN , st e l l a r
PN , st e l l a r
1 4 . p v F , v S , R, bM N , *1 3 i n v
1 4 . p vF , p S , R , m b M , * 9 . 5 s f 1 ' . 3
12.7
F, S , R
PN , st e l l a r
g l o b . cl . , p B , S, R , p m b M , rr
B, L , i R , vs m b M * * 1 0
1 0 . p B, S , R , s m b M , ** + n e b
v F , p S , R, vg l b M
1 3 . p F, S , R , b M N , F D * s f
eF , p L , E 5d e g , di f
p F , p L , iR , 2 o r 3 B st n r
Cl , v F , v S , R
1 4 . p pF , p L , R , g l b M
cF , S , R, gl b M
vF , S , R, gb M
no d e s c r , in L M C
1 5 . p v F , v S , np 17 1 3
S , R, rr r ; = IC 21 0 7
1 4 . p F, S , R , b M
vF , m E , g l b M , * 7 - 8 n p
1 1 . p cB , L , R, vg p m b M , r
eF, S, R
vF * , ne b s ?
vF * , ne b s ?
10.1
v B , p S , lE , v s v m b M * 9
Cl , v L , p R i
np 1 7 1 9 ( F * ? )
13. p vF, vS, R
1 3 . p pF , p L , l b M , 1 7 2 6 n r
1 3 . p eF , v S , R
1 2 . p F , be t 2 s t 9 - 1 0 n & s, 3 r d * f
13. p vF, vS, R
F , S, R, g l b M
F, p L , lE
1 4 . p pF , S , iR , p s l b M
1 3 . p F , pS , l E , be t 2 F s t
1 3 . p no d e s c r
12.1
F, R , * 1 3 , s
11.2
F, v L , vm E , vg v l b M
13. p vF, pL, 2 B st vnr
F , pL , R , v g l b M , p o f 2
1 5 . p vF , p S , d i f
vF , p L , v g l b M
F , S, R, b M
F, S
13.4
vF , v S , v S e x c e n t p t i n v ; = I C 3 3 9
13. p vF, S, E 45de g
1 4 . p e F , v S , lE , i n f i e l d wi t h 17 3 8
vF , v S , 3 s . 6 f 1 7 4 0
14.5
vF , v S , s f o f 1 7 4 1
1 5 . p e F , v S , *1 2 s p
1 1 . p pB , L , gb M
pF, S, R, gbM, 2nd of 2
1 3 . p F , pL , p m E , 2 o r 3 s t 1 1 n f
1 0 . p B, v S , vs m b M , s t + n e b
F, v S , R, vl b M , a m s t
15. p eeF, pS, R, sf 1740
Cl , v L , p R i , l C , st L & S
vL d i f ne b i n z i g z a g s ? ?
vF , S , R, r
1 3 . p pF , p S , p m E , v g l b M
1 4 . p vF , v S
cF , S , R, lb M , gl o b . c l .
f
1 0 . p Cl , v S , s t + n e b ?
Cl , p F , L , i F , st 1 2 . . . 1 5
6. p Cl , P
13. p vF, vS
eF , e S
9. p vF , R , s o f 2 i n Cl
9. p vF , R , 2n d n e b in C l
9. p Cl , p L , R i , C, iF
C l , s t L , v c sc
n o de s c r , i n LM C
F , S, R, 1 s t of 3
9. 8 gl o b . c l . , vB , p L , R, v m C , r r
vF , p L , 1 s t of se v
vF , v S , R , v S N
C l , p C , st L an d S
F , pS , R , 2 n d o f 3
8. p F, p L , R, r
C l , L , R i , st s c
vF , S , p o f 2
10.2
vB , v L , m E 3 1 4 d e g , gl b M , r r
9. 8 cB , S , R, gm b M , 3 r d of 3
13. p pB, S, R, gpmb M
p l a n ? B, e S , lE
st + neb, 1st of sev
11.8
pB , p L , v l E , v g b M , a m st
F , S, R, v g l b M , *1 1 s f ; n e b ?
vF , S , f o f 2
Cl , L , vl C
s t + n e b , p B , i F , 2n d o f s e v
1 1 . p B , L, R, g l b M , r
C l , v l C M , s t 9, 11 . . . 1 6
eF , p L , i R , di f
1 5 . p eF , e S , g b M
12.6
pB , p m E , g p m b M , * 1 3 f
F, R , b M , r
B , cL , R , b M ** * ; * 1 0 in v i n t h e n e b y
v F , p L , vm E 1 6 2 d e g
B, S , l E , ** i n M
F, e L , iF , 1 7 7 9 i n v s
vvF, R, p of 2
18 4 4
OC 5
I2 1 1 9
5
18 4 8 C+ N 5
18 4 6
Gb 5
17 9 7
Gx 5
17 9 9
Gx 5
18 0 8
Gx 5
17 8 1
5
17 9 4
Gx 5
17 7 8
OC 5
18 5 0
OC 5
18 1 1
Gx 5
18 1 2
Gx 5
18 5 2 C+ N 5
18 5 4
OC 5
18 4 9
OC 5
18 5 5
- 5
18 5 6
OC 5
18 5 8 C+ N 5
18 2 7
Gx 5
18 6 1
OC 5
18 0 2
- 5
18 6 0
OC 5
18 0 7
OC 5
17 9 0
- 5
18 5 9
OC 5
18 6 3
OC 5
17 9 8
- 5
18 1 9
Gx 5
18 2 1
Gx 5
18 1 7
OC 5
18 3 2
Gx 5
18 6 2
OC 5
18 6 5
OC 5
18 5 3
Gx 5
18 6 4
OC 5
18 7 8
OC 5
18 7 0
OC 5
18 7 2 C+ N 5
18 7 4 C+ N 5
18 7 6 C+ N 5
18 7 7 C+ N 5
18 8 1 C+ N 5
I 40 4 Gx 5
18 6 6
OC 5
18 6 7
OC 5
18 8 0 C+ N 5
18 7 1 C+ N 5
18 7 3 C+ N 5
18 6 9 C+ N 5
18 9 0
OC 5
18 4 3
Gx 5
18 5 1
Gb 5
18 6 8
Gb 5
18 8 5
OC 5
18 8 2
OC 5
I 40 3
5
18 9 4
OC 5
18 8 7
OC 5
18 8 4
- 5
I 40 5 Nb 5
18 9 8
Gb 5
18 9 5
Nb 5
18 9 2
Gx 5
19 0 3
OC 5
18 9 7
OC 5
19 1 6
OC 5
19 1 4 C+ N 5
I 40 7
5
18 9 9
Nb 5
19 0 1
OC 5
I 40 6 OC 5
I 40 8
5
19 0 2
OC 5
19 1 0
OC 5
19 0 5
OC 5
I2 1 2 0
Pl 5
19 1 3
OC 5
19 0 0
OC 5
19 1 7
Gb 5
I2 1 2 2
Gx 5
19 1 8 C+ N 5
19 1 1
- 5
19 2 1
Nb 5
19 1 5
- 5
I 40 9 Gx 5
19 2 2
OC 5
19 5 6
Gx 5
I2 1 2 1
Gx 5
18 7 9
Gx 5
19 1 9 C+ N 5
18 5 7
OC 5
I 41 1 Gx 5
19 2 6
OC 5
19 2 0
Nb 5
19 2 8
OC 5
19 2 3 C+ N 5
18 9 1
- 5
I 41 5
5
19 3 8
OC 5
19 3 9
OC 5
19 2 9 C+ N 5
18 7 5
Gx 5
18 8 6
Gx 5
19 2 5 C+ N 5
19 3 4 C+ N 5
19 3 5 C+ N 5
19 4 4
OC 5
I 41 2 Gx 5
di s t 36 "
I 41 4 Gx 5
I2 1 2 3
5
I2 1 2 4
5
I2 1 2 6
5
I2 1 2 7
5
I 41 3 Gx 5
19 3 6 C+ N 5
19 3 3
OC 5
19 3 7 C+ N 5
19 3 2
OC 5
80 "
18 8 8
Gx 5
18 8 9
Gx 5
19 4 0
OC 5
20 1 2
Gx 5
I 41 0 C+ N 5
18 9 3
OC 5
19 4 3 C+ N 5
I2 1 2 8
Nb 5
I2 1 3 4
5
19 4 1
Nb 5
107
07 . 2
07 . 2
07 . 3
07 . 6
07 . 7
07 . 7
07 . 7
07 . 9
07 . 9
08 . 1
08 . 5
08 . 7
08 . 9
09 . 0
09 . 1
09 . 2
09 . 4
09 . 4
09 . 7
10 . 1
10 . 1
10 . 2
10 . 4
10 . 7
11 . 3
11 . 4
11 . 4
11 . 6
11 . 7
11 . 7
12 . 1
12 . 1
12 . 2
12 . 2
12 . 3
12 . 5
12 . 6
13 . 0
13 . 0
13 . 2
13 . 2
13 . 2
13 . 2
13 . 3
13 . 5
13 . 5
13 . 6
13 . 7
13 . 7
13 . 8
13 . 9
14 . 1
14 . 1
14 . 5
15 . 0
15 . 2
15 . 3
15 . 7
15 . 8
15 . 9
16 . 2
16 . 7
16 . 9
17 . 1
17 . 2
17 . 4
17 . 5
17 . 6
17 . 7
17 . 8
17 . 8
17 . 8
17 . 9
18 . 1
18 . 1
18 . 2
18 . 2
18 . 4
19 . 0
19 . 0
19 . 0
19 . 1
19 . 2
19 . 3
19 . 6
19 . 6
19 . 7
19 . 7
19 . 7
19 . 8
20 . 0
20 . 2
20 . 3
20 . 5
20 . 6
20 . 8
21 . 0
21 . 3
21 . 3
21 . 4
21 . 4
21 . 6
21 . 8
21 . 8
21 . 8
21 . 8
21 . 9
21 . 9
21 . 9
- 67
- 20
- 71
- 67
- 08
- 07
- 37
- 18
- 18
+3 7
- 68
- 29
- 29
- 67
- 68
- 66
- 68
- 69
- 68
- 36
- 70
+2 4
- 68
+1 6
+5 2
- 65
- 68
+4 7
+0 5
- 15
+1 6
- 15
- 66
- 68
- 57
- 67
- 70
- 69
- 69
- 69
- 69
- 69
- 69
+0 9
- 65
- 66
- 69
- 67
- 67
- 67
- 72
- 10
- 40
- 63
- 68
- 66
+3 9
- 69
- 66
- 66
+3 4
- 69
- 67
- 64
- 69
- 67
- 69
- 71
- 15
- 67
- 68
+3 9
- 25
- 66
- 69
- 67
+3 7
- 69
- 63
- 69
- 37
- 69
- 66
- 69
- 66
+0 3
- 69
- 77
- 25
- 32
- 66
+3 9
- 25
- 69
- 66
- 69
- 65
- 35
- 15
- 69
- 69
- 67
+0 6
- 23
- 65
- 67
- 67
- 72
+0 3
19
21
11
28
02
58
31
10
10
03
46
17
16
47
51
18
51
08
54
58
46
06
46
32
04
13
47
40
12
07
42
41
08
47
24
38
28
08
20
23
23
23
21
45
28
17
23
28
20
23
04
38
03
57
58
07
58
27
18
10
16
36
19
57
18
26
22
14
31
53
26
53
05
37
13
15
36
33
02
00
05
39
46
48
48
18
29
45
04
09
55
21
20
30
48
29
30
44
33
55
56
56
41
49
48
56
58
30
29
r
F
r
r
r
r
s
D
D
s
s
r
r
r
r
r
r
r
r
t
r
r
r
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r
r
r
r
r
r
s
s
r
r
c
r
r
r
r
r
r
r
r
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s
r
r
r
r
r
r
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s
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r
r
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r
r
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r
r
r
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r
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d
r
r
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d
r
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r
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r
r
r
c
r
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r
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Me n
Do r
Or i
Le p
Do r
Do r
Do r
Me n
Or i
21 . 9
21 . 9
21 . 9
21 . 9
21 . 9
22 . 0
22 . 1
22 . 2
22 . 3
22 . 4
+0 3
+0 3
+0 3
- 67
- 67
+0 3
- 67
- 66
- 67
- 66
20
30
30
57
58
29
59
09
55
09
m
d
d
x
x
u
r
D
r
D
Or i
Or i
Or i
Do r
Do r
Or i
Do r
Do r
Do r
Do r
22 . 5
22 . 5
22 . 6
22 . 6
22 . 6
22 . 7
22 . 7
22 . 8
23 . 0
23 . 1
- 11
- 11
- 67
- 79
+3 3
+3 3
- 70
- 68
- 75
- 66
30
29
12
51
31
24
10
03
27
23
s
s
r
c
s
s
r
x
d
r
Le p
Le p
Do r
Me n
Au r
Au r
Me n
Do r
Me n
Do r
7. 2
7.
3.
11 . p
15 . p
15 . p
9. 9
14 . p
7. 7
9. 3
15 . p
14 . p
10 . p
10 . p
3. 4
17 .
16 .
2. 8
7. 0
13 . p
14 . p
7. 7
11 . 4
2. 0
5.
1. 8
11 . 0
16 . p
9. 8
7. 3
30 .
11 . p
12 . p
1.
0. 8
2. 0
0. 6
15 . p
2. 1
2. 2
13 . p
6.
0. 5
7. 0
15 . p
15 . p
2. 6
pF , pL , R, gb M , f of 2
ee F , pS , v di f f i c , 2 st 12 . 5 nr
Cl , vl C , st 9. . .
pB , cL , R, vg l b M , r
ee F , S, R, vF * np
vF , vS , vl E
B, L, E, ps b M
eF , vS , st e l l a r ; = 17 9 4
vF , eS , gb M
Cl , pC , lR i , iF , st L
gl o b . cl . ! vB , L, lE , vm C M , rr
cF , S, lE , p of 2
F, S, R, gl b M , f of 2
F, pL , R, vg l b M
gl o b . cl . , cB , S, R, gb M , 2n d of 3
vF , S, lE , gl b M
Cl , vB , L, R, st 12 ; = 18 5 4 ?
B, pL , R, gb M , 12 s di a m RA
B, L, iE , bi N , Cl + ne b
vF , vm E , lo n g ra y , *1 1 in v
eF , pL , R, gv l b M
Cl , st c sc
F, pL , R, vg b M
Cl , pR i , st L & S
Cl , gr o u p of 8 or 9 st 10
F, S, R, vg b M , *7 nf 6'
vB , vS , R, r or st e l l a r
S, Cl or Cl + ne b
vF , S, R
vF , vS , lE
Cl , L, Ri , lC , st 11 . . . 1 4
pB , iR , mb M , c* nf 1'
pF , L, iR , vg b M , r
vF , pL , R, vg l b M
F, S, mE 45 d e g , vg v l b M , *1 1 nf
F, pS , iR , bM , r or st e l l a r
vF , lE , gv l b M , R
B, S, R, gl b M
pB , R, gb M , 1s t of gr o u p
ne b an d Cl , bi N
pB , iR , bi N , 2n d in gr o u p
vF , 3r d of gr o u p in Cl
vF , ** p
vF , vS , st e l l a r , *1 3 cl o s e
vB , L, R, vg m b M , r
eF , pL , R
4t h of gr o u p in Cl
Cl , lR i , 2n d of se v
Cl , 3r d of se v
Cl , L, pR i , st sc
vF , S, R, gl b M
F, S, R, lb M
gl o b . cl . ! vB , vL , R, vs v v b M , rr r
pB , pL , R, vg l b M
pB , vS , R, bM
pF , R, vg v l b M , r
eF , eS , R
F, pL , R, sb M , r, st in v
vF , vS , R, * p 25 "
eF , pL
*6 . 7 wi t h pB , vL ne b
F, pS , R
pF , pL , R, gv l b M
cF , pL , E 90 d e g +/ - , vg l b M
vB , S, R, gm b M
eF , S, R
B, S, R, vg v m b M , r
F, L, iE
F, lE ns
F, pS , R, vg l b M , 3 st 10 p
Cl , bM , lR i , st 7. . .
eF , ne b or eS ne b Cl
vF , pS , E, *8 . 5 so u t h 5'
gl o b . cl . , pB , pL , R, pm b M , rr
Cl , L, pR i , iR , st 11 . . . 1 6
F, S, R, r
eF
no de s c r , in LM C
F, pL , lE , vg v l b M , *7 np
vF , L, R, vg l b M
pB , eS , R, 3 st nf
no de s c r , in LM C
F, R, gb M , am st
vF , pS , lE , r
eF , pL
pB , R, bi N ?
no de s c r , in LM C
vF , ha z y * in v in ne b
ee f , S, R, v di f f i c , *7 p 14 s , 3' . 6 s
vF , L, R, vg v l b M , *1 2 p
Cl , eF , L, iR , mC , rr
Cl , pR i , pC , st 7. . .
vF , vS , R, 2 ot h e r s in fi e l d
pB , pL , iR , r, in di f n
pB , pL , R, vg b M
pF , pL , R, gb M
vF , pS , R
Cl , L, sc , ** ta k e n
vF , vS , R, di f
pB , pS , R, gl b M , D wi t h 19 3 9 , po s 33 9 d e g
F, S, R, gl b M , D wi t h 19 3 8
F, p of gr o u p
eF , S, R
vF , pL , E 24 0 d e g , *9 p 11 s , 0' . 9 s
Cl , vl R i , lC , st 10
2n d ne b of gr o u p
pF , S, R, 3r d of gr o u p ; = IC 21 2 6
pB , pL , R, bM
vF , vS , st e l l a r , IC 41 3 at po s 11 5 d e g ,
1. 6
14 . p
0. 4
15 . p eF ,
vS ,
vS ,
PN
PN
14 . p eF ,
!,
eF ,
vF ,
pB ,
1. 2
3. 0
0. 8
1. 5
40 .
11 .
*9 sf 2'
R, mb M , S* cl o s e n
R, mb M , S* cl o s e n
, st e l l a r ; = 19 3 5
st e l l a r ; = 19 3 6
vS , st e l l a r
pB , S, R, 4t h of gr o u p ; = IC 21 2 7
R, st e l l a r , D wi t h 19 3 2
pL , fo l l o w s a gr o u p
S, R, sm b M , D wi t h 19 3 3 , po s 26 0 d e g
12 . 0
pB , pL , R, r
14 . p ma k e s a cl o s e Dn e b
pB , vS , R, bM , 2 st
vF , S, lE , bM , 2 st
di f , ma n y st in v
7. 5 Cl , L, Ri , lC
12 . p pF , pS , iR , vg l b M ,
Cl , fe w st an d ne b
cF , vS
vS , ne b + st
wi t h 18 8 8
9 & 10 f
9 nf
*1 5 at 19 1 d e g
(i n LM C )
, 60 "
,
I 416
I212 5
19 0 4
1950
1942
1906
1946
19 4 9
1896
1945
19 5 3
19 4 8
1958
19 5 9
18 8 3
19 0 9
1930
19 5 1
1908
19 5 5
19 6 2
1965
19 6 7
1969
19 7 0
19 7 1
19 7 2
19 4 7
1966
19 6 8
1987
20 0 0
1983
1984
1986
I 418
1924
19 7 4
1907
I 417
1994
19 7 8
1912
19 2 7
19 9 1
2001
20 0 5
20 0 2
19 9 7
2004
2010
2018
2003
20 0 9
I 419
20 0 6
I212 9
19 3 1
2016
20 1 9
I213 0
2015
20 1 1
2014
I 421
I 420
I 422
I213 1
1995
I213 2
1954
19 5 7
2020
20 2 5
I214 2
I213 5
I213 6
I214 0
1963
19 9 8
19 6 4
2021
I 423
2028
20 3 1
I 424
19 7 9
I213 7
I213 8
19 8 9
2036
19 5 2
1992
20 3 3
20 3 8
20 3 7
20 0 7
19 7 3
20 0 8
20 2 7
1981
2048
20 3 2
20 3 5
2046
I213 9
19 7 5
19 7 6
1980
20 2 9
20 3 0
1977
19 9 3
19 8 2
20 4 7
2034
20 4 2
20 4 4
1960
2040
1990
2043
2051
20 4 1
1999
20 5 0
20 5 6
20 5 8
I 427
I 428
20 5 7
Gx
Gb
OC
OC
OC
Nb
Nb
Gb
C+ N
OC
OC
OC
Gx
OC
C+ N
C+ N
C+N
OC
OC
C+ N
OC
OC
Gx
Nb
C+ N
Gb
OC
C+N
C+N
OC
Pl
Gx
C+ N
OC
Nb
OC
Gb
OC
C+N
OC
OC
OC
OC
OC
Nb
OC
OC
OC
C+ N
OC
Gb
Gx
C+N
C+ N
C+N
D*
Gx
Gx
Gx
Nb
OC
Gx
Gx
OC
Gx
Gx
Gx
C+N
Nb
OC
OC
Gx
Gx
Gx
OC
Nb
Gx
C+ N
OC
C+ N
Gx
Nb
Gx
C+ N
OC
Nb
C+ N
C+ N
OC
** *
Nb
Nb
Nb
C+ N
C+ N
Nb
Gx
Nb
OC
C+N
C+ N
C+ N
OC
C+N
Nb
OC
OC
Nb
C+ N
OC
OC
OC
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
23 . 9
24 . 4
24 . 5
24.5
24.7
24.8
25.1
25 . 1
25.4
25.4
25 . 4
25 . 5
25.5
25 . 8
25 . 9
25 . 9
25.9
25 . 9
26.0
26 . 1
26 . 5
26.5
26 . 5
26.5
26 . 5
26 . 7
26 . 7
26 . 8
26.8
27 . 2
27.2
27 . 4
27.5
27.5
27.5
27 . 5
27.9
27 . 9
28.0
28 . 1
28.2
28 . 6
28.7
28 . 7
29 . 0
29.1
30 . 0
30 . 2
30 . 5
30.6
30.6
30.6
30.7
30 . 8
31 . 0
31 . 2
31 . 3
31 . 4
31.5
31 . 7
31 . 8
31.9
32 . 1
32.2
32 . 2
32 . 3
32 . 3
32 . 3
32.5
32 . 5
32.8
32 . 9
33.1
33 . 1
33 . 1
33 . 2
33 . 2
33 . 2
33.3
33 . 3
33 . 4
33.4
33 . 4
33.7
33 . 7
33 . 7
33 . 8
34 . 3
34 . 3
34 . 4
34.4
34 . 5
34.5
34 . 5
34 . 5
34 . 7
35 . 0
35 . 1
35 . 1
35 . 1
35.2
35.2
35 . 3
35 . 3
35.3
35 . 3
35 . 4
35 . 4
35.4
35 . 4
35 . 4
35.5
35 . 5
35 . 6
35 . 6
35.7
35 . 8
35 . 9
36.1
36.1
36.2
36.2
36.2
36 . 4
36.5
36 . 5
36 . 5
36 . 6
36 . 6
36 . 6
36 . 7
- 17
- 26
- 24
- 69
- 63
- 15
- 66
- 68
+2 0
- 66
- 68
- 66
- 69
- 69
+46
- 08
- 46
- 66
- 02
- 67
- 68
- 68
- 69
- 69
- 68
- 69
- 69
- 63
- 68
- 67
- 70
- 71
- 68
- 69
- 69
- 12
- 05
- 67
+3 5
+34
- 69
- 66
+3 5
- 08
- 67
- 68
- 69
- 66
- 63
- 67
- 70
- 71
- 66
- 69
+30
- 66
- 23
+34
- 69
- 70
- 23
- 69
- 67
- 67
- 08
- 04
- 17
- 17
- 48
- 13
- 14
- 14
- 67
- 71
- 78
- 36
- 36
- 75
- 36
- 48
- 21
- 67
- 00
- 69
- 70
- 00
- 23
- 23
- 23
- 30
- 70
+22
- 30
- 69
- 70
- 69
- 50
- 04
- 50
- 66
- 04
- 69
- 67
- 67
- 70
- 17
- 04
- 05
- 05
- 67
- 66
- 04
- 17
- 05
- 70
- 66
- 68
- 69
+3 4
- 67
- 01
- 70
- 71
- 66
- 06
- 69
- 70
- 70
- 06
- 06
- 70
16
59
33
57
56
58
25
29
10
21
48
15
50
56
33
08
44
36
32
29
47
47
04
49
47
51
49
46
49
26
46
55
57
06
58
42
19
24
19
26
07
14
50
23
26
44
44
52
12
17
49
04
27
09
09
57
04
15
56
10
09
13
31
40
05
30
13
13
42
55
04
07
42
44
00
24
24
22
25
41
57
26
37
56
59
19
19
20
33
48
04
01
56
44
33
45
56
44
59
55
26
46
34
34
14
56
41
27
54
33
01
52
49
16
11
56
54
11
08
33
12
05
00
58
42
22
40
08
40
31
15
c
d
s
r
r
D
r
r
r
r
r
r
r
r
s
r
r
r
r
r
r
r
r
r
r
r
r
s
s
r
r
r
r
r
r
s
r
r
s
s
r
s
s
r
r
r
r
r
r
s
r
s
r
r
d
r
d
s
r
r
c
r
r
r
d
d
d
d
A
m
s
A
r
r
d
c
c
x
t
A
s
r
s
r
r
d
r
d
m
c
r
s
r
r
r
r
r
s
r
r
s
s
r
r
r
F
s
s
s
r
r
s
r
s
r
r
r
r
s
r
s
r
r
r
s
r
r
r
d
d
r
Lep
Lep
Lep
Me n
Do r
Le p
Do r
Dor
Ta u
Do r
Dor
Dor
Do r
Men
Aur
Ori
Pi c
Dor
Or i
Dor
Dor
Do r
Dor
Do r
Dor
Dor
Dor
Dor
Do r
Dor
Me n
Men
Do r
Do r
Me n
Lep
Or i
Dor
Au r
Aur
Do r
Dor
Au r
Ori
Dor
Do r
Dor
Dor
Dor
Do r
Me n
Me n
Do r
Dor
Aur
Dor
Lep
Aur
Me n
Men
Lep
Do r
Dor
Do r
Ori
Ori
Lep
Lep
Pi c
Lep
Le p
Lep
Do r
Men
Men
Col
Col
Men
Co l
Pic
Lep
Do r
Ori
Me n
Men
Ori
Lep
Lep
Lep
Col
Me n
Tau
Co l
Dor
Men
Dor
Pic
Ori
Pic
Dor
Or i
Do r
Dor
Dor
Me n
Lep
Ori
Ori
Or i
Dor
Dor
Or i
Lep
Ori
Men
Do r
Dor
Dor
Au r
Do r
Or i
Me n
Me n
Dor
Or i
Dor
Men
Men
Ori
Ori
Men
1.7
8.7
8. 0
3.
12. p
10. p
9. p
8. p
8. p
8. p
3.0
13 .
10.8
9. p
12. p
8. p
0.2
7.
13.
2.7
21 .
11.
11.
13.
9.
8.2
p
p
p
p
9. 9
6.4
9.8
25 .
3.
11.3
11. p
2.2
9. p
8. p
1.3
4.1
14. p
13. p
2.5
2.5
3.5
6.2
10.8
6.
13. p
1.0
1.8
14. p
6.
8. 4
15. p
5.
25 .
18 .
10.
66.
14 .
4.6
4.
20 .
20.
14. p
9.
12 .
6.0
50 .
10. p
16 .
12. p
F, S , g b M
ee F , vS , R , v d i f f i c
gl o b . c l . , pL , e R i , e C , rr r ; = M7 9
t h e 1 s t of a gr o u p o f 7 !
e F , s t e l l , *1 4 + n e b
eF, pS, E 0deg , glbM
pF, R, gbM, r
pB , S , R, ps b M
C l , v L , Ri , v l C , s t 9 . . . 1 2
e e e F , vv L , ir r d i f
pB , S , R, gl b M
Cl , c L , R i , st 13
F , pL , i R , vg b M , 2 n d of g r o u p !
F, v L , vg b M , 3 r d of gr o u p !
Cl , v F , p R i , p C , iF
eL , s t r o n g l y s u s p ( 2 d e g
in d e c l )
p F , S , R , b M , 4 B st p
B, l E , sb M * * 1 0 & 1 1
v d i f f u s e d ne b s u s p
Cl , R i , 2 n d of se v
vF , p L , R , 1 s t of 4 !
F , S, 2n d o f 4!
no d e s c r , in L M C
F , S, 4t h o f gr of 7
4t h o f 4
5t h o f gr of 7
6t h o f gr of 7 ! D , a v S ne b n p
pB , L , R, gl b M , * 9 n p
p B , R , p s l b M , 3 r d of 4, i n p L , ir r C l
Cl , R i , 3 r d of se v
F , L, iR , 3 s t p
F, p L , R, vl b M
C l , v L , pR i , iF
C l , p l a c e o f **
B , pL , R , g b M
pl a n = *9 . 2 (g a s e o u s s p )
v F , p L , iR , s t n r
Cl , L , ir r
C l , p R i , p C , R, st 9 . . . 1 2
vL , d i f , * 6 in v
C l , e S , st 11 . . . 1 6
vB , v L , l E , vg p m b M
C l , B , v L , vR i , iF , s t L & S ; = M 3 8
di f f u s e d n e b u l o s i t y
Cl , 4 t h o f s e v
Cl, st 13m
no d e s c r i p t i o n , i n L M C
vB , S , R, ** + n e b in v L C l
eF , c S , R
g l o b . cl . , B , p L , p R i , C , s t 1 2
F , cL , R , v g l b M
p B , p L , R, pg l b M , *1 0 p i n v
B , S, st e l l a r , r
pF , p S , R , g l b M , in Cl
pB , L , mE
Cl , e L , v R i , v B v S N M
ee F , pS , R , *7 ss f
vB , L , R, B* * *
in M
F , vL , i R , gb M
B, p L , gb M
eF , p L , R , * 7 . 5 n f
C l , v L , Ri , v l C
vB , S , R, ps m b M
C l , p L , pC , i F , st 9 . . . 1 5
vF , L
vF , s p p * 9 ( n o t v e r i f i e d )
pB , v S , R , s b M
pB , v S , R
e e F , R , bM , d i f f i c , p o f 2
vF , S
vF, S, R, smbM
eF , p S , R , b M N , * 1 5 in v
F , vL , v l E , v g l b M
vB , v S , l E , gm b M , r
eF , v S , l E 2 5 d e g , l b M
ee F , eS , e E , v di f f i c
eF , p S , e E ; = I C 21 3 5
eF , v S ; e S C l ?
Cl, st 8... 1 1
vF , R , gb M , st s, f of 2
F, L , R , v s v m b M * 1 2 , 3 s t i n v
v F , S , R , i n pL C l
vF , L , ov a l ri n g
vF
gl o b . c l . , B, pL , R , gb M , rr
vF , L , br i g h t e s t f
vF , v S , s t e l l a r ; = I C 21 3 7
eF , v S , R , * 8 f 1 0 s , 19 7 9 nr
eF , S , 2 s t in v 0 ' . 5 a p a r t , * 7 p
vF , S , R, lb M , st n r
v F , p L , R, gb M
vB , v L , E 13 5 d e g +/ - , v g l b M , r; = M1
eeF, vS
Cl , i n LM C
pB , S , R, gb M , *9 n p 5 '
Cl , i n LM C
eF , p L , R
*8 - 9 in v i n ne b ( 1 9 7 7 )
eF , p L , R , v l b M
Cl , v L , R i , st 9. . . 1 1
C l , v B , lR i , st L, s c
vF, L, pmE
B, L , E , 2 n d o f 3
B, L , R , b M , 3 r d of 3
v F , R , g b M , 1 s t of 7
Cl , v v S ( 1 2 " ) , lo o k s n e b s
B* * in v i n ne b ( 1 9 7 7 )
!! ! t h e t a 1 O r i an d t h e g r e a t n e b ; = M 4 2
v F , v v L , 4 4 O r i in v
pB , p L , R , g b M , i n c L C l
pB , L , iR , g b M , 1 s t of 3
! ! , 4 2 O r i an d n e b
eF , v S , s t e l l a r
! vB , v L , R wi t h ta i l , m b M *8 - 9; = M4 3
F, S , l E , 2n d o f 7
C l , v L , Ri
Cl , v L , R i , st 12 . . . 1 5
Cl , i n LM C
C l , B , v L , vR i , lC , s t 9. . . 1 1 s c ; = M3 6
F , L, iR , g l b M , r
!!!, eL, E, epsi l o n Ori inv p
S , E g r o u p of F st i n v in F ne b y
pB, S, R, gbM
B, S , R , v g l b M
* 1 0 - 1 1 i n v in n e b
Cl + ne b , mC , i F , s t v S
pB , R , bM , p o f 2 , * 9 be t
vB , p L , R , g b M , 4 t h of 7
L, p r o b c o n n w i t h G r e a t N e b
L, p r o b c o n n w i t h G r e a t N e b
pF , S , R, gb M , 3r d o f 7
20 5 9
I 42 6
20 5 5
I 42 5
20 5 2
20 5 3
20 6 5
19 8 8
20 6 6
20 6 0
19 8 5
I2 1 4 6
20 7 2
19 9 6
20 7 5
I 42 9
20 6 9
I 43 0
20 7 0
20 7 4
I2 1 4 8
20 1 7
20 7 7
20 7 8
20 7 9
20 8 0
20 8 3
20 8 4
20 6 2
20 8 1
20 8 5
I 43 1
20 8 6
I2 1 4 5
I 43 3
20 8 8
20 9 1
I 43 2
21 4 4
I 43 4
20 9 2
20 9 3
20 2 3
21 0 3
20 8 2
20 2 4
21 0 0
19 6 1
20 2 2
20 9 4
20 9 6
21 0 2
I2 1 3 3
I2 1 4 1
20 9 8
20 9 5
I 43 5
20 2 6
21 0 7
20 4 9
21 0 8
20 6 1
20 3 9
20 9 7
21 0 5
20 8 7
20 1 3
21 0 9
21 1 1
20 4 5
20 5 4
21 1 3
21 1 4
20 7 3
20 6 4
21 0 1
20 6 7
20 6 8
20 6 3
20 7 6
21 1 6
I2 1 4 3
20 9 0
21 0 4
20 7 1
21 1 8
21 1 7
20 8 9
I2 1 4 7
21 2 1
21 2 2
21 3 4
I2 1 4 4
21 2 0
21 0 6
21 2 5
21 2 7
21 1 5
I2 1 5 0
21 3 3
I 43 7
21 2 3
21 3 0
21 1 0
20 9 9
I2 1 5 1
21 3 6
I 43 8
21 3 5
21 3 7
I 43 6
21 1 2
21 4 0
21 3 8
21 4 5
21 3 2
I2 1 6 0
21 6 1
21 5 0
21 4 7
21 5 1
I2 1 4 9
I 43 9
I2 1 6 1
21 5 7
21 1 9
21 5 3
21 5 4
21 5 6
21 2 4
21 5 9
OC
Nb
C+ N
Nb
OC
OC
*
OC
C+ N
Nb
OC
OC
C+ N
Nb
Nb
C+ N
C+ N
C+ N
C+ N
C+ N
C+ N
C+ N
C+ N
OC
C+ N
C+ N
Nb
C+ N
Nb
Gx
OC
OC
Nb
Gx
Nb
OC
C+ N
Nb
C+ N
Gx
Nb
OC
Gx
Pl
OC
OC
OC
?
C+ N
OC
Nb
OC
Gx
Gb
OC
OC
Gx
C+ N
OC
As t
C+ N
OC
Gx
Nb
Gx
Nb
Nb
Gx
OC
Gx
Gx
Gx
Nb
OC
OC
Gx
Gb
C+ N
OC
Gb
Gx
OC
OC
Gx
Gx
Gb
OC
OC
Gx
OC
Gx
OC
Gx
OC
OC
OC
OC
OC
OC
As t
Gx
Gb
Gx
C+ N
OC
Pl
108
OC
Gx
OC
Gb
OC
Gx
OC
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
5
36 . 7
36 . 8
37 . 0
37 . 1
37 . 3
37 . 3
37 . 3
37 . 5
37 . 5
37 . 6
37 . 7
37 . 8
38 . 1
38 . 2
38 . 2
38 . 3
38 . 5
38 . 5
38 . 6
38 . 9
39 . 2
39 . 4
39 . 6
39 . 6
39 . 6
39 . 7
39 . 9
39 . 9
40 . 0
40 . 1
40 . 2
40 . 3
40 . 4
40 . 4
40 . 5
40 . 8
40 . 9
40 . 9
41 . 0
41 . 0
41 . 5
41 . 5
41 . 6
41 . 6
41 . 8
41 . 9
42 . 0
42 . 1
42 . 1
42 . 1
42 . 2
42 . 2
42 . 2
42 . 3
42 . 5
42 . 7
43 . 0
43 . 1
43 . 2
43 . 4
43 . 8
43 . 9
44 . 1
44 . 1
44 . 2
44 . 3
44 . 4
44 . 4
44 . 7
45 . 0
45 . 2
45 . 5
45 . 8
45 . 9
46 . 3
46 . 4
46 . 5
46 . 7
46 . 8
46 . 8
46 . 9
46 . 9
47 . 0
47 . 1
47 . 2
47 . 2
47 . 3
47 . 8
47 . 8
48 . 0
48 . 7
50 . 1
50 . 2
50 . 6
50 . 7
50 . 7
51 . 1
51 . 3
51 . 3
51 . 4
51 . 6
51 . 7
52 . 1
52 . 2
52 . 4
52 . 6
52 . 8
53 . 0
53 . 1
53 . 2
53 . 7
53 . 9
54 . 0
54 . 5
54 . 5
55 . 2
55 . 5
55 . 6
55 . 9
56 . 0
56 . 3
56 . 3
56 . 6
57 . 2
57 . 3
57 . 4
57 . 5
57 . 5
57 . 6
57 . 9
57 . 9
- 70
- 00
- 69
+3 2
- 69
- 67
- 70
+2 1
- 70
- 69
+3 2
- 74
- 70
+2 5
- 70
- 07
- 69
- 07
- 69
- 69
- 75
- 17
- 69
- 69
- 69
- 69
- 69
- 69
- 66
- 69
- 69
- 01
- 69
- 69
- 11
- 69
- 69
- 01
- 82
- 02
- 69
- 68
- 02
- 71
- 64
- 01
- 69
+6 9
+0 9
- 68
- 68
- 69
+6 9
- 51
- 68
- 67
- 02
+2 0
- 70
- 30
- 69
- 33
+0 8
- 62
- 66
- 55
+5 5
- 68
- 70
+1 2
- 10
- 69
- 68
- 21
+0 0
- 52
+0 0
+0 0
+0 8
- 16
- 68
- 18
- 34
- 51
+0 0
- 69
- 67
- 17
- 30
- 71
- 70
- 71
+2 3
- 63
- 21
- 69
- 69
- 50
- 38
- 71
- 12
- 65
- 67
- 07
+3 2
- 17
- 69
- 17
- 67
- 69
+3 8
+0 0
- 68
- 65
- 70
- 59
- 76
- 74
- 69
- 68
- 69
+4 6
+3 2
- 75
- 69
+1 1
- 66
- 67
- 68
- 20
- 68
06
15
24
26
45
24
13
14
10
10
00
46
14
49
40
03
05
05
05
29
31
51
40
45
47
39
45
45
53
24
39
27
39
40
38
28
26
29
07
24
13
55
14
20
18
51
14
23
05
21
28
29
23
02
16
19
19
07
37
06
12
57
38
47
25
32
48
32
57
53
05
45
03
59
00
05
06
03
48
46
32
44
14
33
18
09
28
36
30
28
04
07
52
41
35
29
22
35
19
11
34
19
20
27
33
47
30
53
26
29
38
24
36
50
55
55
55
21
34
12
01
07
02
08
11
57
24
15
27
04
38
r
s
r
d
r
r
r
r
r
r
A
x
r
r
r
d
r
s
s
d
d
r
d
d
d
d
r
r
r
r
r
s
r
x
m
r
r
s
c
s
r
r
s
r
s
d
s
s
s
r
r
r
x
d
r
r
s
r
r
r
r
r
r
r
r
c
r
r
r
d
D
r
r
r
s
A
s
s
r
r
r
c
s
c
s
r
r
r
d
s
r
r
d
r
r
r
r
c
c
r
d
r
r
F
s
c
r
c
r
r
d
s
r
r
r
A
c
r
r
r
r
s
d
d
r
r
r
r
r
r
r
Me n
Or i
Do r
Au r
Do r
Do r
Me n
Ta u
Me n
Do r
Au r
Me n
Me n
Ta u
Me n
Or i
Do r
Or i
Do r
Do r
Me n
Le p
Do r
Do r
Do r
Do r
Do r
Do r
Do r
Do r
Do r
Or i
Do r
Do r
Le p
Do r
Do r
Or i
Me n
Or i
Do r
Do r
Or i
Me n
Do r
Or i
Do r
Ca m
Or i
Do r
Do r
Do r
Ca m
Pi c
Do r
Do r
Or i
Ta u
Me n
Co l
Do r
Co l
Or i
Do r
Do r
Pi c
Au r
Do r
Me n
Ta u
Or i
Do r
Do r
Le p
Or i
Pi c
Or i
Or i
Or i
Le p
Do r
Le p
Co l
Pi c
Or i
Do r
Do r
Le p
Co l
Me n
Me n
Me n
Ta u
Do r
Le p
Do r
Do r
Pi c
Co l
Me n
Le p
Do r
Do r
Or i
Au r
Le p
Do r
Le p
Do r
Do r
Au r
Or i
Do r
Do r
Me n
Pi c
Me n
Me n
Do r
Do r
Do r
Au r
Au r
Me n
Do r
Or i
Do r
Do r
Do r
Le p
Do r
5.
11 . p
11 .
40 .
8. 2
15 .
5.
0. 4
14 . p
8.
1. 6
60 .
10 .
1. 6
30 .
2.
4. 3
0. 3
13 . p
9. 6
11 . 1
12 . p
5.
11 . p
14 . p
1. 1
13 . p
12 .
1. 9
8.
8.
8.
14 . p
2. 5
4. 5
2. 0
4.
12 . p
14 . p
1. 8
11 . 2
11 . p
13 . p
1. 2
2. 3
24 .
2. 1
14 . p
5. 6
10 . p
3. 2
11 .
9. p
1. 9
0. 1
11 . p
10 . p
13 . p
vF , 5t h of 7
vF , 5' di a m
Cl , vL , Ri , st 10 . . . 1 5
F, vv L
eF , vv S , vg l b M
F, pL , lE , gb M
B, R, 6t h of 7
!! ! , va r i a b l e (? )
vF , vS , E, 7t h of 7
ne b , no de s c r i p , in LM C
cF , S, R, ps b M
Cl , vF , be t 2 st
vF , S
Cl , L, lC , lR i
B, R, bM , rr , f of 2
vF , vS , R (i n v in f on e ? )
F, L, E
ne b ba n d 10 ' l, np *5
!! ! vB , vL , lo o p e d
pB , pL , mE , 5 st in v
vF , vS , bM
Cl of L st
F, R, p of Dn e b
ne b , np of gr of 7
ne b , sp of gr of 7
B, R, f of Dn e b
ne b , nf of gr of 7
ne b , sf of gr of 7
vF , pS , E, gl b M , 2 st 10 s
Cl , vF , mC , st + ne b
vF , R, *1 0 vn r
ne b *8 . 6
B, pS , R, lb M , *1 0 p
PN , st e l l a r
F, S, di f , gb M
vF , S, R
vF , S, mE , gl b M ; D?
ne b , lE , *8 . 4 in v
F, pS , iR , bM
ne b , 60 ' l, so u t h fr o m ze t a Or i
vF , pL , R, rr
vF , S, R
B* in M of L, lE ne b
pB , L, pm E , gb M *1 3
pF , L, R, gl b M
! ir r , B, vv L , bl a c k sp in c l
gl o b . cl . , B, pL , ir r R, rr
cF , pL , iF , mb M , er , * in v ; (d e c l ? )
PN , pB , vS , vl E
vF , S, R
ne b , no de s c r i p , in LM C
ne b , no de s c r i p , in LM C
vF , pL , *1 3 sf 0' . 7
F, vS , R, bM
gl o b . cl . , B, S, rr
Cl , F, cS , ir r
ne b ,
*8 . 5
Cl , lR i , lC , st pL
pB , pS , R, gb M
vF , S, R, bM
eF , pL , lE
Cl , L, lC , st 13
Cl , vL , lR i , lC
vF , pS , iR , ps l b M *1 6
F, pS , R, gb M
eF , pS , R, vl b M
Cl , vl R i , st 11
F, pS , R, vg l b M
vF , S, R, gb M
*8 - 9 wi t h F ne b
on l y 3 S st an d no ne b
Cl , F, S, iF , vl C , rr
eF , pL , iR
eF , vS , R, gb M
eF , vS , *9 - 10 np 4'
eF , pS , R, 3 st 10 sp
F, pL , M7 8 s
B, L, wi s p , gm b N , 3 st in v , r; = M7 8
Cl , po o r , S sc st
vF , pS , iE , bM
F, S, R, *1 1 p
eF , pS , vm E 45 d e g , 3 st sf
B, pL , iR , gb M , st e l l N, cE 10 d e g
pB , pS , R, gl b M
D* (1 0 & 14 m ) wi t h vF , L ch e v
gl o b . cl . , vB , vS , vs m b M , rr
F, pL , iR , vl b M , rr r
vF , eS , st e l l a r
ee F , pS , R, F* np
vF , cL , vg b M
Cl , pB , iF , gv m C M , st 15
gl o b . cl . , B, pL , R, gm b M , r
pF , eS , *1 2 nn p 2' , *1 2 s 1'
cF , pL , R, vg l b M
vF , S, vl E , gb M
vF , pS , R, gb M
pB , vS , R, gm b M
ee F , vS , 3 st 10 sp
ee F , S, vm E , v di f f i c , 3 st s
F, pL , R, gp m b M
vF , vS , R, di f
pB , vS , R, gb M
F, pS , R, gl b M
eF , cS , lE , ps l b M , er
Cl , Ri , pC M , st L & S; = M3 7
eF , pS , nr IC 43 8
gl o b . cl . , pB , R, gm b M , rr , st 14 . . . 1 6
ee F , pS , E ns , 2 st p
F, pS , R, r, am st
vF , S, R, f of 2
eF
Cl , pL , lR i , pC , st S
pF , pS , iR , bM
eF , S, R
F, lE , r
Cl , vl C , st L & S
vF , vS , st e l l N
F, pL , R, gp m b M
F, vS , R, vs m b M , st e l l a r
eF , S, R, bM
F, pS , R, bM
PN , st e l l a r
ee L , eE 15 0 d e g +/ eF , vS , bM , su s p
gl o b . cl . , vB , S, R, vg v m b M , rr
F, vS , R, bM
ee F , lE , *1 6 at t
F, pL , R, vg l b M
pB , S, R, gb M , 1s t of 3
F, S, E, r
pF , S, R, gb M , *1 5 at t nf
I215 2
Gx
2160
OC
21 7 3
Gb
2155
Gb
21 7 1
Gx
21 3 1
Gx
2148
Gx
21 6 4
OC
21 6 6
OC
21 7 2
OC
I215 3
Gx
21 6 2
Gb
2190
Gb
I215 5
2152
Gx
21 2 9
OC
21 7 7
OC
2139
Gx
I215 4
Gx
2176
OC
2142
2181
OC
I 441 Gx
2178
Gx
2126
OC
2143
2141
OC
21 4 9
Nb
2187
Gx
21 2 8
Gx
2199
Gx
22 0 3
OC
I215 6
OC
I215 7
OC
I215 8
Gx
2197
OC
2193
Gb
21 6 7
I216 4
Gx
21 5 8
OC
21 7 0
Nb
21 6 3
21 7 9
Gx
21 6 9
OC
2191
Gx
2209
Gb
2168
OC
2182
Nb
2180
21 7 4
Nb
21 7 5
OC
I215 9
Nb
21 8 8
Gx
22 0 5
Gx
2213
Gb
2183
Nb
2184
OC
2165
21 8 5
Nb
2210
Gb
2186
OC
21 9 6
Gx
21 8 9
2214
OC
I216 2
Nb
22 0 0
Gx
22 0 1
Gx
2194
OC
21 9 8
21 9 5
Nb
21 9 2
OC
2204
OC
22 0 6
Gx
22 0 7
Gx
I216 3
Gx
2202
I 443 Nb
22 1 1
Gx
22 1 2
Gx
2146
Gx
I 440 Gx
2221
Gx
22 2 2
Gx
2231
Gb
I 444 Nb
2215
OC
2228
Gx
22 2 9
Gx
22 3 0
Gx
2216
Gx
22 1 7
Gx
2233
Gx
I216 5
Pl
22 2 0 As t
2235
Gx
2208
Gx
2241
OC
2219
2223
Gx
2218
22 2 7
Gx
22 4 9
Gb
2225
OC
2232
OC
2226
I216 6
Gx
22 2 4
22 3 4
22 3 6
OC
22 4 3
OC
22 3 7
Nb
2257
Gb
2238 C+N
22 3 9
OC
I 446 Nb
I 447
I216 9
Nb
I216 7
22 4 4
OC
2246
Nb
2245
Nb
I 448 Nb
22 5 0
OC
22 4 0
22 4 7
Nb
I216 8
OC
2242
Pl
22 5 5
Gx
I217 0
22 4 8
22 5 1
OC
5
5
5
5
5
5
5
5
5
5
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
57 . 9
58.0
58 . 1
58.4
58 . 6
58 . 7
58.7
58 . 7
59 . 3
59 . 9
00 . 1
00 . 5
00.8
00 . 8
00.9
01 . 0
01 . 0
01.1
01 . 1
01.4
01.9
02.6
02 . 7
02.8
03.0
03.0
03.1
03 . 5
03.9
04 . 7
04.7
04 . 7
04 . 8
05 . 0
05 . 3
05.9
06.2
06 . 9
06 . 9
07 . 5
07 . 5
07 . 8
08 . 0
08 . 4
08.4
08.7
08.9
09.5
09.6
09 . 7
09 . 8
09 . 9
10 . 1
10 . 6
10.7
10.8
10.9
11.1
11 . 1
11.5
12.2
12 . 2
12 . 3
12.8
12 . 9
13 . 4
13 . 4
13.8
13 . 9
14 . 4
15 . 2
15.7
16 . 0
16 . 4
16 . 5
16.9
16 . 9
18 . 4
18 . 5
18.7
18 . 9
20.2
20 . 3
20.4
20 . 4
21.0
21.2
21 . 3
21 . 4
21.6
21 . 7
21.7
21 . 7
21 . 8
22.3
22.5
22.7
23.4
24.6
24.7
25 . 9
25 . 9
26.6
26.6
26.7
27 . 0
27 . 6
29 . 3
29 . 7
29 . 8
30 . 3
30.4
30.6
31 . 0
31 . 0
31 . 2
31 . 2
31 . 3
32 . 4
32.4
32.7
32 . 7
32 . 8
32 . 9
33 . 2
33 . 8
34.0
34 . 0
34 . 1
34 . 6
34 . 7
- 23
- 68
- 72
- 65
- 70
- 26
- 59
- 68
- 67
- 68
- 33
- 63
- 74
- 34
- 50
+23
- 67
- 23
- 23
- 66
- 10
- 65
- 12
- 63
+4 9
+0 5
+1 0
- 09
- 69
+57
- 73
- 75
+24
+24
- 27
- 67
- 65
- 06
- 75
+24
- 06
+18
- 21
+13
- 52
- 73
+2 4
- 06
+0 4
+20
+20
+20
- 34
- 62
- 71
- 06
- 03
+5 1
- 06
- 69
+0 5
- 21
+01
- 68
+17
- 43
- 43
+1 2
+01
+17
+39
- 18
- 26
- 21
- 21
+0 5
+22
- 18
- 18
+7 8
+80
- 57
- 57
- 67
+23
- 07
- 64
- 64
- 65
- 22
- 27
- 65
- 12
- 44
- 64
+5 1
- 68
- 04
- 22
+1 9
- 21
- 68
- 09
- 04
- 09
+59
+12
+16
+06
- 31
+05
- 64
+0 5
+04
+10
+10
+09
+10
+04
+0 5
+1 0
+07
- 05
+35
+10
+44
+4 4
- 34
+44
+26
+08
11
17
59
28
41
38
07
31
56
38
55
45
43
01
44
18
43
40
40
51
36
15
30
46
54
43
26
44
34
39
24
26
09
00
51
05
05
12
22
06
24
40
45
57
31
51
20
20
43
30
19
24
06
32
33
13
31
41
13
08
27
48
08
16
59
39
41
48
00
39
51
39
46
22
23
59
47
34
33
21
04
35
32
32
16
17
27
58
00
05
14
03
59
46
57
55
57
41
50
20
59
48
39
45
39
05
38
41
50
17
03
19
01
57
27
02
54
27
52
07
10
19
02
12
20
41
46
47
42
19
22
c
r
r
r
r
r
r
r
r
r
c
r
r
d
c
s
r
s
c
r
r
r
m
c
s
r
s
s
r
r
r
r
x
s
c
r
r
r
c
s
s
D
s
s
c
r
s
s
r
s
s
x
s
c
r
s
F
r
s
s
s
s
r
r
s
r
r
s
r
s
s
s
s
s
c
r
s
r
r
s
u
c
c
r
s
s
r
r
r
r
s
r
s
A
r
r
r
r
s
r
s
r
F
s
r
s
r
r
s
s
d
s
D
s
s
x
s
d
s
r
s
s
s
r
s
x
A
r
d
r
s
Lep
Do r
Men
Do r
Men
Lep
Pi c
Dor
Dor
Dor
Col
Dor
Me n
Col
Pi c
Gem
Dor
Le p
Lep
Do r
Mo n
Do r
Lep
Pi c
Au r
Or i
Or i
Mon
Do r
Cam
Me n
Men
Gem
Gem
Col
Do r
Do r
Mon
Men
Gem
Mon
Ori
Lep
Ori
Ca r
Me n
Ge m
Mo n
Or i
Ori
Ori
Ori
Col
Pic
Me n
Mo n
Or i
Au r
Mon
Do r
Or i
Lep
Ori
Do r
Ori
Pup
Pup
Or i
Ori
Ori
Aur
CM a
CMa
CMa
CMa
Or i
Gem
CMa
CMa
Ca m
Cam
Pi c
Pic
Do r
Gem
Mo n
Do r
Dor
Dor
CM a
CMa
Do r
CMa
Pup
Do r
Au r
Do r
Mo n
CM a
Ge m
CMa
Dor
Mo n
Mo n
Mo n
Lyn
Gem
Gem
Mon
CMa
Mon
Do r
Mo n
Mon
Mon
Mon
Mon
Mon
Mon
Mo n
Mo n
Mon
Mon
Aur
Mon
Aur
Au r
Col
Aur
Gem
Mon
1.9
10. p
2.5
1.3
7.
6.7
2.2
3.3
11.7
1.1
1.0
6.
14. p
10 .
3.
10. p
9.4
13. p
7.
1.6
1.3
5.
2.
1.5
7.
1.9
28 .
3.
40.
18.
3.7
1.4
8. 4
8. 6
12.5
5. 9
5.1
6. 8
11.8
1.
3.
1.7
4.
2.8
10.2
8.7
11.2
11. p
15.
10 .
8.5
6.
13 .
2.3
4.3
11. p
8.6
13. p
10.7
50.
6.0
2.1
1.5
1.1
8.
11 .
14. p
14. p
10.5
14. p
8.4
4.8
14. p
10.4
0.1
13. p
14. p
3.3
11.4
2.3
14. p
30 .
3.9
2.9
13. p
7.
5.
8. 5
9. 4
3.4
13.5
16.
5.
25.
24.
4. 8
5.
15.
8.
9. p
4.
14. p
10.
7. 3
pB , p S , R , s e v B st f
p F , p S , R, gb M
pF , p L , R , g m b M
F , pL , R , v g l b M
eF , L , R, gl b M
vF , p S , R , g b M
eF, S, R, *12 vnr
gl o b . c l . , vB , R , m C M , r r
F, S , R , g b M
F, c L , R, lb M
eF , v S , s u s p
F, p L , R, vg l b M
v F , p L , R, gl b M
eF , v S , R , s u s p
e e F , R , *1 5 a t t
C l , p L , 40 or 5 0 s t 8 . . . 1 5
F, v S , iR , l b M , r
F , S; = IC 21 5 4
pF , p S , R , * n f , 2 s t np ; = 2 1 3 9
eeF, pL, R, gbM
* ( 3 M o n ) i n v i n p L , F, n e b
vF, S, R
eF , v S , d i f f i c , v F * cl o s e
eF, vS, R
C l , n o t Ri , * 7 n
Cl, L, pRi, vlC, st 10
F , pS , d i f
F, * 1 2 in v
p B , p S , R, gb M , Dn e b (c o m p v F , R, g l b M )
vF , v S , v l E
F , vS , R , b M
F Cl
Cl , n e b s ?
Cl , S
vF , p S , l E , br u s h , * a t t nf
v F , p S , R, gb M
F , iF , g l b M , 2 o r 3 s t in v
ne b u l o u s * 7 , a m 3 s t
eF , e e S , R , st e l l N
Cl , p S , m C , vR i , ir r t r i a n g l e st e S
*9 i n v F , pL n e b , E 17 0 d e g
eF , E , di f , *1 1 a t t s
F, p S , be t 2 s t , gl b M
Cl , S , lR i , pm C , ** ( A D S 4 7 2 8 )
p B , v S , E, vs b M , * 9 p 5 s
v F , c L , R, gv l b M
C l , v L , cR i , pC , s t 9 . . . 1 6 ; = M 3 5
p B * * , L * n e b , E 9 0 d e g +/ C l , p R i , l C , st L an d S
eF , b e t 3 vF s t
*8 i n n e b
vF , v L , d i f
pF , p L , v m E , g v l b M
pF , S , R, bM
v F , S , R , g l b M , ** * p
e F , S , l E , *1 1 - 1 2 sp
Cl, L, vlC
C l , p L , po o r , s t 1 1
*1 1 a n d 4 S st in v F , L n e b
v B , p L , R, mb M , r
C l , p L , pR i , pC , s t L a n d S
pF , p S , v l E , p m b M , s t nr
2 cl u s t e r s n r 2 s t 9 - 1 0 & 1 0 - 1 1
B , pS , l E , gb M , rr r
vF , p L , R , * 1 0 in v p
eF , p S , R , v l b M
eF , S , R, ps l b M
C l , L , R i , gv m C M
Cl , b e t 2 st 9 - 10 & 10 - 1 1
F, S , 2 S st i n v , * 1 0 n 3 1 "
Cl , c L , C , i F , st v S
Cl, L, pRi, lC
F, p S , vl E , ps l b M
pB , p L , m E 8 7 d e g , p s l b M R N , b i N , r i n g s u r r
eF , p S , 2 2 0 7 p 7s
* * c h i e f o f Cl
F, n a r r o w , c u r v e d
vF , p S , E 45 d e g , b M N
eF , v S , R , i n f i e l d wi t h 22 1 1
pB, 2' l, lE
vF , S
v F , l E , vg b M , p of 2
vF , l E , v g v l b M , f o f 2
F , pL , R , g v l b M , * * f
ne b , *9 . 5 in v
C l , c L , pR i , pC , s t 1 1 . . . 1 5
F , S, R, g l b M
eF , v S , R , 1 s t of 3
eF , S , lE , 2 n d of 3
v F , p L , R, vg l b M
vB , S , R, ps m b M , r
e F , S , 3 r d of 3
PN , st e l l a r
Cl , B , P, st 8 . . .
vF, S, R, *12 nr
p F , p S , lE
v F , p L , R, gl b M
C l , P , v l C , s t 6 , 11 . . . 1 2
F , pL , R , v g l b M , 2 s t i n v
F Cl
eF , R , ** p 2 7 0 d e g , 90 "
pB , p L , R , v g b M , ** p
Cl, P, lCM, st 12.. . 1 5
B * (1 0 M o n ) + C l
S , v d i f f i c , *1 0 c l o s e s
ne b ; F* p 1' , D * f 3 '
Cl , p C , w i t h n e b ?
Cl , e L , p R i , l C , st L & S
Cl , p R i , p C , s t 1 0 , 12 . . . 1 5
F Cl , s t 9 . . . 1 1
pB , v v L , d i f , p a r t o f eL ne b s ri n g ar 2 2 3 9
F , cL , R , v g l b M , r , 1 7 s d
S * in ne b y , p a r t o f e L ne b s ri n g ar 22 3 9
*8 i n L , P , B C l
ne b * 1 0 ; = I C 2 1 6 7
vF , e e L , d i f ; = I C 2 1 6 7
F, L , d i f , s e v st 9 - 10 i n v
*9 . 5 in F , L n e b
Cl , b e a u t i f u l , st s c ( 1 2 Mo n )
e e F , L , ir r R , e d i f f i c
p L , c o m , m b N sf al m * , *7 - 8 nf
ne b y ,
np *5
Cl , p R i , l C , i F , st 8, 1 2 . . . 1 4
Cl , p L , P , v l C , s t 7 , 10 . . . 1 5
ne b * in e F , eL ne b y , n f 2 2 4 5
Cl , S , F n e b y
eeF, vS, R, F* nf
eF , S , lE , v l b M
eF , S , r, *1 3 s p p 0 ' . 8
sm a l l c l u s t e r
Cl , v L , E , R i , lC
22 5 2
OC
22 5 4
OC
I 44 2 Gx
I 44 5 Gx
22 6 0
22 6 2
OC
22 6 3
Gx
22 5 9
OC
22 6 1
Nb
22 6 7
Gx
22 6 4 C+ N
22 6 5
22 5 3
OC
22 7 2
Gx
22 7 1
Gx
22 6 6
OC
22 6 9
OC
22 7 0
22 9 7
Gx
I2 1 7 1
Gx
22 8 0
Gx
I 44 9 Gx
22 8 3
Gx
22 8 2
Nb
I2 1 7 2
22 8 7
OC
22 5 6
Gx
22 7 4
Gx
22 7 5
Gx
22 9 5
Gx
22 8 6
OC
22 9 2
Gx
22 9 3
Gx
22 5 8
Gx
22 7 7
22 7 8
22 7 9
22 9 6
Gx
23 0 5
Gx
I 45 2 Gx
23 0 7
Gx
22 9 8
Gb
22 8 4
I 45 3
*
22 8 1
OC
22 8 5
22 7 3
Gx
22 8 8
Gx
22 8 9
Gx
I2 1 7 3
22 9 0
Gx
22 9 1
Gx
22 9 9
I 45 4
22 9 4
Gx
23 0 1
OC
23 0 2
OC
I 45 0 Gx
I 45 1 Gx
23 1 0
Gx
23 0 6
23 0 4
OC
23 0 3
Gx
23 0 9
OC
23 1 1
OC
23 1 3
Nb
23 0 8
Gx
23 1 2
23 1 7
23 1 8
OC
23 1 6
Nb
I2 1 7 5
I 45 6 Gx
23 1 9
23 1 5
Gx
23 2 8
Gx
23 2 5
Gx
23 4 8
23 2 3
OC
23 2 4
OC
23 2 7
Nb
I2 1 7 7
Nb
23 2 0
Gx
23 2 1
Gx
23 2 2
Gx
23 3 5
OC
23 3 1
OC
I2 1 7 6
Gx
I2 1 7 8
Gx
23 3 8 As t
23 3 9
Gx
23 4 3
OC
23 4 5
OC
23 2 6
Gx
23 3 3
Gx
I 46 6 Nb
I2 1 7 4
Gx
23 2 9
Gx
23 4 1
Gx
23 4 2
Gx
23 4 6
Pl
I 45 7 Gx
23 3 0
Gx
23 3 2
Gx
23 3 4
23 4 9
23 3 7
Gx
23 1 4
Gx
I 45 8 Gx
I 45 9
I 46 0 Gx
I 46 1 Gx
I 46 3 Gx
23 4 0
Gx
I 46 2
I 46 4 Gx
I2 1 8 0
Gx
I 46 5 Gx
23 4 4
Gx
23 5 0
Gx
I2 1 8 1
Gx
23 5 1
23 5 2
22 6 8
Gx
I2 1 8 2
23 5 4
OC
23 5 3
OC
I2 1 7 9
Gx
23 4 7
Gx
23 6 9
Gx
23 5 8
-
109
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
6
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
35 . 0
36 . 0
36 . 5
37 . 3
38 . 1
38 . 4
38 . 4
38 . 6
39 . 2
40 . 8
41 . 1
41 . 5
42 . 4
42 . 7
42 . 8
43 . 2
43 . 9
43 . 9
44 . 4
44 . 4
44 . 8
45 . 7
45 . 9
46 . 9
46 . 9
47 . 0
47 . 2
47 . 2
47 . 2
47 . 3
47 . 6
47 . 6
47 . 7
47 . 8
47 . 8
48 . 3
48 . 4
48 . 6
48 . 6
48 . 6
48 . 8
49 . 0
49 . 1
49 . 1
49 . 3
49 . 4
50 . 1
50 . 7
50 . 7
50 . 8
51 . 0
51 . 0
51 . 1
51 . 1
51 . 2
51 . 8
51 . 9
52 . 2
52 . 9
54 . 0
54 . 6
55 . 0
56 . 2
56 . 2
57 . 8
58 . 0
58 . 6
58 . 8
58 . 8
59 . 5
59 . 7
59 . 7
00 . 3
01 . 1
02 . 5
02 . 5
02 . 7
03 . 1
03 . 2
04 . 2
04 . 3
05 . 1
05 . 6
05 . 9
05 . 9
06 . 6
07 . 2
07 . 5
07 . 6
07 . 7
08 . 3
08 . 3
08 . 3
08 . 4
08 . 4
08 . 6
09 . 1
09 . 2
09 . 3
09 . 4
09 . 4
09 . 4
09 . 5
09 . 5
09 . 9
10 . 0
10 . 2
10 . 5
10 . 5
10 . 6
10 . 7
10 . 7
10 . 9
11 . 0
11 . 0
11 . 0
11 . 3
11 . 5
12 . 5
13 . 2
13 . 2
13 . 5
13 . 6
14 .
14 . 2
14 . 3
14 . 6
15 . 5
16 . 1
16 . 6
16 . 8
+0 5
+0 7
+8 2
+6 7
- 01
+0 1
- 24
+1 0
+0 8
- 32
+0 9
+1 1
+6 6
- 27
- 23
+2 6
+0 4
+0 3
- 63
- 17
- 27
+7 1
- 18
+0 1
+0 1
- 20
+7 4
+3 3
+3 3
- 26
- 03
- 26
- 26
+7 4
+3 3
+3 3
+3 3
- 16
- 64
- 16
- 64
- 36
+3 3
- 17
+4 1
+3 3
+6 0
+3 3
+3 3
+3 3
+3 3
+3 3
- 07
+1 2
+3 3
+0 0
- 07
+7 4
+7 4
- 40
- 07
+1 8
+4 5
- 07
- 04
- 07
+4 5
+1 0
- 07
- 13
- 07
+3 5
- 30
+0 3
+5 0
- 42
- 28
- 67
- 08
+0 1
- 11
- 10
+5 0
+5 0
+5 0
- 10
+2 7
+3 2
+3 2
- 05
+1 8
- 10
- 13
+5 0
+3 5
- 04
+7 5
+4 8
+2 0
+2 0
- 00
+5 0
+5 0
+5 0
+5 0
- 08
+4 4
+7 5
+5 0
+5 0
+5 0
+5 0
+5 0
+5 0
+5 0
+5 0
+2 6
+5 0
+4 7
+1 2
+1 9
- 10
- 24
+8 4
+1 8
- 25
- 10
+6 4
+6 4
- 62
- 17
23
40
58
51
28
11
49
53
44
29
53
56
20
27
28
58
34
26
43
56
38
21
14
19
20
44
14
34
36
44
10
45
45
29
26
24
24
55
16
54
20
00
13
02
04
21
51
26
27
26
26
32
00
54
32
28
04
26
29
52
11
01
30
12
35
57
13
16
46
42
46
17
10
04
36
03
42
23
20
03
18
42
36
46
31
05
21
28
31
37
47
39
10
44
11
19
21
37
35
38
48
09
12
11
12
37
27
20
06
11
13
05
08
10
11
09
23
15
10
15
00
29
06
23
57
44
18
56
43
21
03
s
s
u
u
r
s
r
s
s
r
s
r
A
s
r
s
s
r
c
c
s
v
r
s
d
s
s
r
r
r
s
r
r
s
r
r
r
r
c
c
c
s
r
F
s
r
s
A
A
x
s
s
r
D
s
s
s
v
v
s
r
s
r
s
s
F
r
r
r
F
s
d
c
r
r
r
s
r
s
s
r
s
r
r
r
s
s
m
z
F
s
s
s
r
r
s
v
s
s
s
s
m
r
r
r
r
s
s
u
d
m
m
z
r
d
m
u
m
s
r
u
F
r
s
d
s
s
s
s
s
r
Mo n 20 .
Mo n
4.
Ca m
1. 4
Ca m
1. 2
Mo n
Mo n
4.
CM a
Mo n
5.
Mo n
2.
CM a
Mo n 60 .
Ge m
Ca m
CM a
2. 1
CM a
Ge m
7.
Mo n
4.
Mo n
Pi c
1. 6
CM a
1. 8
CM a
5. 6
Ca m
2. 0
CM a
Mo n
3.
Mo n
CM a 38 .
Ca m
2. 6
Ge m
Ge m
CM a
Mo n 15 .
CM a
CM a
Ca m
2. 6
Ge m
Ge m
Ge m
CM a
Vo l
2. 0
CM a
Vo l
1. 6
Pu p
6. 8
Ge m
CM a
Au r 15 .
Ge m
Ly n
3. 5
Ge m
Ge m
Ge m
Ge m
1. 5
Ge m
1. 3
Mo n
Ge m
Ge m
1. 1
Mo n 12 .
Mo n
3.
Ca m
1. 3
Ca m
1. 6
Pu p
5. 0
Mo n
Ge m
5.
Au r
Mo n
3.
Mo n
7.
Mo n
Ly n
Mo n
Mo n
CM a
Mo n
4.
Ge m
CM a
2. 3
Mo n
Ly n
Pu p
CM a
2. 3
Vo l
Mo n 16 .
Mo n
8.
CM a
Mo n 12 0 .
Ly n
Ly n
Ly n
Mo n 12 .
Ge m 18 .
Ge m
0. 4
Ge m
Mo n
Ge m
2. 8
Mo n
7.
CM a 12 .
Ly n
Ge m
Mo n
1.
Ca m
1. 2
Ly n
1. 6
Ge m
1. 1
Ge m
1. 6
Mo n
0. 9
Ly n
0. 3
Ly n
Ly n
Ly n
Mo n
Ly n
2. 6
Ca m
2. 1
Ly n
1. 0
Ly n
Ly n
0. 4
Ly n
0. 6
Ly n
Ly n
Ly n
Ly n
0. 6
Ge m
1. 2
Ly n
0. 8
Ly n
2. 0
CM i
Ge m
1. 0
Mo n
CM a
Ca m
3. 4
Ge m
CM a 20 .
Mo n 20 .
Ca m
1. 0
Ca m
2. 0
Ca r
4. 6
CM a
8. p Cl , vL , pR i , lC , st S
9. 7 Cl , S, pC , iF , st 11 . . . 1 3
14 . p F, S, R, mb M
14 . p eF , S, R, B* sf
Cl , vL , P, vl C , st L & S
11 . p Cl , vC , iR , bM , st eS
13 . p pF , lE , be t 2 vS st , ps l b M
11 . p Cl , cR i , eC , iF , st eS
B, vm E 33 0 d e g , N co m = *1 1
14 . p tw o ne b cl o s e to g e t h e r
3. 9 eL ne b , 3d e g
di a m , de n s e s t 12 ' sp 15 Mo n
Cl , P, 30 or 40 st 12 . . . 1 3
vF , st eS
11 . 9
pF , pS , vl E , bM , r
14 . p pF , S, R, gb M , am st
10 . p Cl , pS , eC , Ri , st 11 . . . 1 5
10 . 0
Cl , vm C , no t Ri , st vS
Cl , lC , no t Ri
vF , S, R, vg l b M
F, 3 st 10 ar o u n d
12 . p pF , pL , lE , gb M
pF , S, R, bM , be t 2 D st
13 . p 3 or 4 S st + ne b
*1 0 in F, R ne b y
ne b *
4. 5 Cl , vL , B, lC , st 8. . . ; = M4 1
14 . p F, R, *9 . 5 3' sf
13 . p F, S, bM
14 . p eF , vS
14 . p eF , S, R, be t st , Dn e b f
7. 5 Cl , L, C, ab 10 0 st 9. . . 1 5
14 . p eF , R, gb M , D wi t h 22 9 3 , am st
13 . p pB , R, gb M , D wi t h 22 9 2 , am st
13 . p F, 2 st 10 - 11 f
Cl , vS , lR i
vF , vS ; = 22 7 4 ?
vF , vS , st e l l a r Nu c l ; = 22 7 5 ?
13 . p vF , vS , R; = IC 45 2
vF , vS , R, 2 st tr i a n g l e
*1 3 . 5 in S ne b y ; = 22 9 6
vF , pS , vl E 90 d e g
9. 4 gl o b . cl . , B, pL , iR , gb M , rr
F, r
2 or 3 st cl o s e ?
5. 4 Cl , pR i , vl C , st pL
eF , eS , r?
12 . p F, S, iR , r?
14 . p eF , vS
15 . p cF , S, R
eF , ne b * , 22 8 8 cl o s e , *1 2 nn p 1' ; = 22 9 1
15 . p F, S, gb M
16 . p eF , vS ; = IC 21 7 3
Cl of 30 or 40 st
ee F , S, e di f f i c , on e or 2 st in v
15 . p ee F
6. 0 Cl , Ri , L, iF , st L & S
8. 9 Cl , L, P, lC
vF , S
vF , S
12 . p pB , pL , vm E 45 d e g , ps l b M
Cl , P, vl C
10 . p Cl , pL , Ri , mC , st vS
14 . p eF , vS , R, se v st nr
11 . p Cl , pL , pR i , mC , st 13
10 . p Cl , lC , no t Ri
F, vS , R
14 . p eF , vS , vF * in v
Cl , P
cl o s e Dn e b wi t h 23 1 6
Cl , L, sc st 8. . . 9
pF , S, R, r, S st in v
eF , pL , r, ne b s ?
vF , pS , R, B st nf an d np
Cl of v sc st 8, 9. . .
14 . p eF
vF , S, vl E , bM , am st
11 . 2
pB , pL , lE , gb M
Cl , P, lC , 30 st +/ 5. 9 ! Cl , vL , Ri , pC , E, st 12 . . . 1 6 ; = M5 0
8. 4 Cl , L, Ri , cC , st 12 . . . 1 6
pB * *
in v in S, vF , ne b
pB , eL , iR , v di f
14 . p pB , S, iR , gb M , *8 at 12 0 d e g
15 . p vF , 12 ' n of 23 2 0
14 . p vF , vS , lE
7. 2 Cl , L, lC
9. p Cl , L, vl C , S Cl in v
15 . p vF , vS , R, st e l l
16 . p vF , vS , R, bM N
Cl , vl C
11 . 6
pB , pL , R, gl b M
6. 7 Cl , cL , P, lC
7. 7 Cl , pL , pR i , gb M , st 10 . . . 1 4
14 . p vF , pL , iR , ps m b M , st p
14 . p vF , S, R, bM
*1 1 . 5 in vF ne b
eF , S, bM
14 . p vF , vS , st e l l a r
14 . p vF , vS
13 . p pF , S, lE , vl b M
*1 0 at t wi t h S, vF , ne b
16 . p eF , sp 23 3 2
14 . p vF , vS , v st e l l a r
14 . p F, S, R, ps b M
vF , be t 2 st 12
Cl , cL , P, cC
13 . p eF , S, E
11 . 9
vF , S, R
14 . p F, bM
eF
16 . p vF (n o t se e n at Bi r r )
16 . p vF , 3 F st f
15 . p eF
14 . p pF , S, R, gl b M , r
vF (n o t se e n at Bi r r )
15 . p F
15 . p F, S, iF , di f
15 . p F
12 . 1
pB , pS , R, lb M
14 . p eF , eS , iR
15 . p F, S, R, st e l l
Cl , lC , ** ta k e n
Cl , pR i , pC
11 . 5
pF , pL , lE
vF , vS , di f , *1 2 at t
6. 5 Cl , cR i , lC
7. 1 Cl , L, lC , on e vB *
12 . 6
*1 3 in vF , vS ne b (= 23 4 7 ? )
12 . 5
vF , S, R, lb M
13 . p pB , pL , iE , gl b M
Cl , P, lC
23 5 5
OC
I218 3
2356
I 468 Nb
23 5 7
Gx
23 6 0
OC
23 6 1 D* ?
2359
Nb
23 6 2 C+ N
23 8 1
Gx
23 6 7
OC
23 6 4
OC
23 6 8
OC
2397
Gx
2365
Gx
I218 6
I218 7
I218 8
I218 5
Gx
I 470
2380
Gx
23 8 2
2374
OC
23 8 3
OC
23 7 7
Gx
2370
Gx
I218 9
23 8 4
OC
23 7 1
Pl
23 7 2
Pl
2373
Gx
23 7 6
Gx
2276
Gx
23 3 6
Gx
23 7 5
Gx
23 9 5
OC
2378
2379
Gx
I220 2
Gx
2396
OC
I220 0
Gx
2385
Gx
I219 5
23 8 6 ** *
23 9 4
23 6 3
Gx
23 8 8
Gx
2366
Gx
2387
Gx
2390
*
23 8 9
Gx
23 9 1
2392
Pl
2401
OC
I218 4
Gx
2399 ***
I219 0
2393
Gx
2400 ***
I 467 Gx
2417
Gx
2398
Gx
I219 1
Gx
2402
Gx
2409
2406
Gx
24 0 7
Gx
2300
Gx
2405
Gx
24 1 3
2414
OC
I219 2
I219 3
I219 4
Gx
I219 6
Gx
I219 8
Gx
I219 7
Gx
2412
2411
Gx
2434
Gx
I219 9
I 455 Gx
2410
Gx
2416
Gx
I220 1
Gx
2421
OC
24 4 3
24 4 2
Gx
2418
Gx
2427
Gx
24 2 2
OC
2403
Gx
24 1 5
Gx
2404
Kt
24 2 3
OC
24 1 9
Gb
dis t
24 2 5
OC
24 2 0
OC
2428
24 3 0
24 0 8 As t
I220 3
Gx
24 2 4
Gx
2439
OC
24 3 2
OC
I220 4
Gx
2437
OC
2438
Pl
24 4 0
Pl
I 473
24 3 3
Gx
24 2 6
Gx
I 471 Gx
24 2 9
Gx
I 472 Gx
2435
Gx
2447
OC
24 4 8
2466
Gx
24 3 1
Gx
2451
OC
I220 6
24 3 6
*
I 474
2444
Gx
24 4 5
Gx
I220 5
Gx
I 475 Gx
24 4 9
Gx
I 476 Gx
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
16 . 9
16 . 9
17.1
17 . 5
17 . 6
17 . 8
18 . 4
18.6
18 . 8
20 . 0
20 . 1
20 . 8
21 . 0
21.3
22.5
22 . 7
22 . 7
22 . 7
23 . 2
23 . 5
23.9
23 . 9
24.0
24 . 8
24 . 9
25.0
25 . 0
25 . 1
25 . 6
25 . 6
26.5
26 . 6
27.
27 . 1
27 . 1
27 . 1
27.4
27.4
27 . 9
28.1
28 . 3
28.4
28 . 4
28 . 6
28 . 6
28 . 7
28 . 8
28.9
29.0
29.0
29 . 1
29 . 2
29.2
29.4
29 . 4
29.9
29 . 9
30.0
30.0
30 . 0
30.1
30.3
30 . 3
30.8
31.6
31.9
31 . 9
32.
32.2
33 . 3
33.3
33 . 3
33 . 3
33 . 7
34 . 1
34 . 1
34 . 3
34.4
34.6
34.9
34 . 9
35 .
35.0
35.7
36 . 2
36.3
36 . 3
36 . 4
36.5
36.5
36 . 6
36.9
36 . 9
37.1
37 . 1
38 . 1
+13
- 20
+1 3
- 13
+23
- 15
- 13
- 13
- 24
- 63
- 21
- 07
- 10
- 69
+2 2
+21
+21
+21
+32
+46
- 27
- 27
- 13
- 20
- 09
+2 3
+08
- 21
+29
+29
+3 3
+23
+8 5
+80
+33
+13
+3 3
+3 3
- 67
- 11
- 62
+3 3
- 51
+33
+07
+69
+33
+6 9
+3 6
+3 3
+33
+33
+2 0
- 13
+72
- 00
+37
+3 4
- 00
+79
- 62
+2 4
+24
+0 9
- 17
+1 8
+18
+8 5
+2 5
- 13
- 15
+31
+31
+31
+31
+23
+31
+0 8
+1 8
- 69
+31
+85
+3 2
+1 1
+33
- 20
- 69
- 69
+1 7
- 47
- 14
+6 5
+35
+6 5
- 13
+38
47
25
58
09
22
37
13
12
57
04
56
34
23
00
04
32
29
30
30
05
31
32
16
56
40
47
55
02
29
30
48
04
45
11
49
35
50
49
34
44
22
50
15
46
02
04
49
13
52
50
51
49
55
58
08
13
31
01
13
52
15
29
18
39
11
18
21
43
55
06
27
22
27
19
24
58
24
33
17
17
13
33
50
37
07
37
32
32
54
38
30
36
15
42
52
53
s
d
r
s
s
s
F
s
s
c
s
F
s
s
r
d
d
d
m
d
r
D
s
s
s
r
d
s
s
d
r
r
s
s
r
s
r
s
c
s
c
r
d
r
r
A
r
s
r
r
s
r
s
s
v
F
d
r
F
s
v
r
m
r
r
r
r
s
r
r
s
d
d
m
u
z
m
r
r
s
d
u
r
r
u
s
r
s
r
s
s
s
s
A
s
s
Gem
CMa
Ge m
CMa
Gem
CMa
CMa
CM a
CMa
Car
CMa
Mon
Mon
Vo l
Ge m
Gem
Gem
Gem
Gem
Lyn
CM a
CMa
CM a
CMa
Mon
Ge m
CMi
CMa
Gem
Gem
Ge m
Gem
Ce p
Cam
Gem
Gem
Ge m
Ge m
Vol
Pu p
Car
Ge m
Car
Gem
CMi
Cam
Gem
Ca m
Au r
Ge m
Gem
Gem
Ge m
Pu p
Cam
CM i
Aur
Ge m
CM i
Cam
Ca r
Ge m
Gem
CM i
Pu p
Ge m
Gem
Ce p
Ge m
Pup
Pu p
Gem
Gem
Gem
Gem
Gem
Gem
CM i
Ge m
Vo l
Gem
Cep
Ge m
CM i
Gem
Pu p
Vol
Vol
Ge m
Pu p
Pup
Ca m
Lyn
Ca m
Pup
Lyn
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
38 . 3
38 . 5
39.2
39 . 4
40 . 5
40 . 6
40 . 7
40.8
40 . 9
41 . 2
41.8
41.8
41 . 9
42 . 4
43 . 0
43 . 2
43 . 6
43 . 7
43 . 8
44.2
44.6
44 . 6
45.2
45 . 3
45.4
45 . 8
46 . 1
46 . 1
46.9
46 . 9
46 . 9
47 . 2
47 . 3
47 . 3
- 14
+21
- 16
- 16
+71
+34
+39
- 31
- 19
+34
- 14
- 14
- 18
+09
+09
+52
+49
+52
+49
+3 1
- 23
- 24
- 71
+53
- 37
- 34
+52
+26
+3 9
+39
+26
+30
+26
+26
52
34
31
21
39
13
14
39
05
13
49
44
13
15
19
49
39
21
36
38
52
41
24
04
58
22
04
29
02
01
53
31
55
57
s
s
r
r
A
u
s
s
s
u
s
s
s
d
r
r
u
r
u
r
s
r
v
r
s
d
r
d
s
s
z
m
r
z
Pup
Gem
Pu p
Pup
Cam
Gem
Lyn
Pu p
Pup
Gem
Pu p
Pu p
Pup
CMi
CMi
Lyn
Lyn
Lyn
Lyn
Ge m
Pu p
Pup
Vo l
Lyn
Pu p
Pup
Lyn
Gem
Ly n
Lyn
Gem
Gem
Gem
Gem
9.
20.
4.5
13.
8.
8.
1.6
4.
5.
2.2
0.5
19 .
6.
1.8
3.
0.9
2.6
6.9
12.
1.1
2.1
10 .
1.1
7.6
2.1
0.7
2.
1.3
3.5
2.2
0.7
3.1
4.
1.0
1.5
0.5
2.5
1.2
1.3
10 .
6.0
5.6
30.
17 . 8
1.0
19.
4.1
1 0 . p Cl , p S , p R i , m C , st 15 . . . 1 6
wi s p 2' n s , 3 s t n, su s p
Cl, lC
v F ne b y ,
p e r h a p s 2 o r 3 s t in v
1 4 . p eF , L , mE , b M , F st in v
7. 2 Cl , v L , R i , pC , s t 9 . . . 1 2
vv F , vS ; p a r t o f 23 5 9
! ! , v F , vv L , vi F
4 . 1 C l , p L , Ri (3 0 C M a )
vF , v S , R , a m s t
7. 9 Cl , S , P, lC
Cl , p C , s t p L , bi f i d
1 2 . p Cl , S , pR i , st 15
1 3 . p p B , c L , cE 11 7 d e g , l b M
1 4 . p v F , p S , R, ps b M
F, S , R , g b M , r
F, S , R , d i f , * 1 1 . 5 vn r
F, S , d i f , F N
1 5 . p F, S , R
eF , e S , s t e l l a r
1 3 . p p F , p S , R, vs m b M , am st
pF , S , R, bM ; = 2 3 8 0
8 . 0 C l , v L , pR i , lC , s t L
8. 4 Cl , p S , p m C , s t 1 2
1 5 . p eF , v S * i n v , * 1 1 s
14. p eF, vS, E
PN s t e l l
7. 4 Cl , l C , b i f i d , **
1 3 . p B, S , R , b M N , p o f D n e b
pB , S , R, bM N , f of Dn e b
14. p eF, vS
1 4 . p eF , v S
11.4
F , 60 " , lb M
10.5
pB , p L , R , 2 s t 1 1 n r
1 4 . p eF , v S , 2 3 7 9 f 17 s , 1 ' s
8. 0 Cl , p R i , C
2 v F c l o s e st i n e F n e b , 2 3 7 9 f 2 s , 1 ' s
13.5
vF, vS
eF , e S , R
7 . p C l , v L , vl C
eF , e S , e E 6 5 d e g , b e t 2 st , s u s p
1 5 . p v F , v S , R, bM
cB , S , R, bM , s u s p
st e l l a r
Cl , L , P, vl C , st L
ne b * or v F v S , 2 3 6 6 s f
1 4 . p vF , S , R, bM
10.9
v F , p L , mb M , vS * i n v , c u r v e d t a i l s
15. p pB, S, stel l a r
vF
12.8
vF , S , R, ps b M
eF
1 0 . p B , S, R, * 9 M , * 8 nf 10 0 "
1 3 . p C l , S , c R i , c C , st v S
vF , S , st e l l , r
1 s t o f 2 F ne b ( v S c l u s t e r s ? )
F, p S , di f
1 5 . p e F , p S , lE , d i f , r ?
2 n d o f 2 F ne b ( v S c l u s t e r s ? )
1 2 . p vF , p S , s s F of 23 3 6
vF, L, R, gbM, r
1 5 . p v F , e S , bM , D n e b ?
1 5 . p F, v S , R, st e l l
15. p eF, S, R, lbM, * inv
C l , S bu t B , st 8. . . 1 0
1 5 . p e F , e S , vS N ?
1 5 . p eF , e S , v S N ?
11.0
p B , p L , lE , b M
14. p vF, S, iR
Cl , v L , P , v l C
7 . 9 C l , P , l C , st 9 . . .
F, v S , R, *1 4 n e a r l y i n c o n t
cl o s e p * 1 0 (= IC 2 1 9 2 ? )
1 5 . p F, S , R , g b M , r
1 4 . p F, S , p R , gb M , r, 3 st 2 ' p
1 5 . p F, S , R , g b M , r
1 4 . p vv F
v F , * 8 f 5 9 s , 1 ' . 5 s , *1 3 s 1 0 "
1 4 . p * 1 4 s l i g h t l y ne b s
11.2
p B , S , R , p m b M , 3 st 11 n
F, S
1 4 . p vF , e S , s f 2 3 0 0
1 4 . p e F , v S , se v v F s t in v , 1' lo n g , g b M , r
14. p eF, S
1 5 . p F, v S , R, gb M , r
8.3 Cl, L, cRi, st 11.. . 1 3
pL , v F , R , D w i t h 4 2 , D* in v M
1 1 . p Cl , v F , R , D w i t h 4 3 , D* in v M
1 3 . p v F , e S , bM
11.6
e F , L , p m E , g m b M , 2 s t in v
4. 4 Cl , B , vL , p R i , s t L a n d S; = M4 7
8 . 4 ! ! cB , e L , vm E , vg m b M N
12.4
pB , c S , R , v g v l b M , r , al m P N
vF, vS
6. 7 Cl , v L , R i , pC , s t v S
10.4
pB , p L , l E 9 0 d e g , v g b M , *7 - 8 26 7 d e g , 4 '
3.
10.
8. 3
1.2
4.0
10 .
8.
1.1
27 .
1.1
0.5
14.
12.6
6.9
10.
15.
6.1
10.
11.
0.8
1.9
22 .
14.
14.
14.
14.
13.
6.2
p
p
p
p
p
p
p
p
p
p
1.5
45 .
2.3
2.1
0.5
14. p
2.8
12.9
13.0
15.
15.
14.
15.
p
p
p
p
Cl , P , S, st v S
Cl , c L , R i , C, st 1 1 . . . 1 8
C l , v L , vl C
Cl , v L , v l C
Cl , v l C
F, S , R , g b M , r
vF , p S , m E , lb M , r?
C l , B , p R i , p L , lC , st 9 , 1 2 . . . 1 4
Cl , p L , p C , E 0 d e g , s t L a n d S
F, v S , R, eF N , r
! , Cl , v B , vR i , vL , i n v P N ; = M4 6
P N , p B , p S , vl E , r, 3s . 7 5 d
PN , cB , n o t v we l l de f
ne b * 1 4 , 2 4 3 3 n f
eF , * 1 5 , 9 0 " s p
cF , R , vg b M , r , * 8 p
eF , p S , R , n p o f 2
pF , p S , v m E , * 1 2 at t
ee F , pS , R , sf of 2
F , S, lb M
C l , L , p R i , l C , st 8 . . . 1 3 ; = M 9 3
Cl o f 1 8 o r 20 st 1 1 . . . 1 3
vF, S, R, lbM
eF , v S , R , b M
C l , v v L , v l C , o n e *4 . 5
PN , st e l l , 9. 5 m
vF , v S , R , b M
pB , v S , d i f
vF, mbM
vF , m b M , S * at t s
F, v S , ne b D *
vF , v S , d i f
eF , e S , R , b M , r
vS , v F , l b M , d i f f i c
24 5 2
Pl
24 5 0
Gx
24 5 3
OC
24 4 6
Gx
24 5 5
OC
I2 2 0 7
Gx
24 5 4
Gx
24 5 9
I 47 7 Gx
24 4 1
Gx
24 7 7
OC
I2 2 0 8
24 6 7 C+ N
I 47 8 Gx
24 5 6
Gx
24 7 0
Gx
I 47 9 Gx
24 5 7
Gx
24 7 8
24 8 2
OC
24 7 9
OC
I 48 0
24 5 8
Gx
24 8 3
OC
25 0 2
Gx
I 46 9 Gx
24 6 1
Gx
24 8 9
OC
I2 2 0 9
Gx
24 6 2
Gx
24 7 6
Gx
24 8 5
Gx
I2 2 2 0
Nb
24 6 0
Gx
24 6 3
Gx
I2 2 1 0
Gx
24 6 4
Gx
24 8 0
Gx
24 8 1
Gx
24 6 5
I2 2 1 1
Gx
24 7 4
Gx
24 8 6
Gx
24 6 8
Gx
24 7 5
Gx
24 6 9
Gx
24 7 1
*
24 8 7
Gx
25 1 6
OC
24 7 3
24 7 2 ?
24 9 1
Gx
24 8 4
Gx
24 7 2
Gx
24 9 6
Gx
25 0 1
Gx
24 9 9
Gx
I 48 1 Gx
I2 2 1 2
Gx
I2 2 1 3
Gx
24 9 0
Gx
24 9 4
Gx
I 48 7
24 9 2
Gx
I2 2 1 6
24 9 8
Gx
I2 2 1 5
OC
25 0 4
Gx
I 48 2 Gx
I 48 3
I 48 4 Gx
I2 2 1 4
Gx
25 0 6
OC
I 48 5 Gx
I 48 6 Gx
24 9 3
Gx
24 9 5
Gx
25 0 3
Gx
25 0 9
OC
I 48 8
I2 2 1 7
Gx
25 0 7
Gx
I 48 9
I2 2 1 8
Gx
24 8 8
Gx
25 0 0
Gx
25 0 8
Gx
25 1 0
Gx
24 9 7
Gx
25 1 1
Gx
25 1 3
Gx
25 2 0
I2 2 1 9
Gx
25 1 4
Gx
25 1 7
Gx
25 1 2
Gx
I 49 0 Gx
25 1 5
I 49 1 Gx
25 0 5
Gx
I2 2 2 1
I2 2 2 2
25 2 7
OC
25 2 5
Gx
I 49 2 Gx
I2 2 2 3
I2 2 2 4
25 2 2
Gx
I2 2 2 6
Gx
I 49 4 Gx
I2 2 2 5
25 2 6
Gx
25 3 3
OC
I2 2 2 8
Gx
25 1 8
Gx
I2 2 2 7
25 2 8
Gx
I 49 3
25 2 9
Gx
25 3 0
25 1 9
25 3 1
25 2 4
Gx
I 49 5 Gx
25 2 1
Gx
I 49 8 Gx
I 49 6 Gx
I2 2 2 9
I 49 7 Gx
25 3 2
Gx
25 3 9
OC
110
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
47 . 4
47 . 5
47 . 8
48 . 7
49 . 0
49 . 8
50 . 5
52 . 0
52 . 1
52 . 2
52 . 3
52 . 5
52 . 6
53 . 7
54 . 1
54 . 3
54 . 4
54 . 7
54 . 7
54 . 9
55 . 1
55 . 3
55 . 4
55 . 9
55 . 9
56 .
56 . 0
56 . 2
56 . 2
56 . 7
56 . 7
56 . 7
56 . 8
56 . 9
57 . 1
57 . 1
57 . 2
57 . 2
57 . 3
57 . 7
57 . 7
57 . 9
57 . 9
58 . 0
58 . 0
58 . 1
58 . 3
58 . 3
58 . 3
58 . 4
- 27
+2 7
- 27
+5 4
- 21
+3 3
+1 6
+0 9
+2 3
+7 3
- 38
+2 7
- 26
+2 6
+5 5
+0 4
+2 7
+5 5
- 15
- 24
- 17
+2 6
+5 6
- 27
- 52
+8 5
+5 6
- 30
+6 0
+5 6
+3 9
+0 7
- 59
+6 0
+5 6
+5 6
+5 6
+2 3
+2 3
+5 6
+3 2
+5 2
+2 5
+5 6
+5 2
+5 6
+5 6
+2 5
- 60
+5 6
20
00
14
36
18
57
22
33
28
02
33
30
23
29
29
27
00
32
25
18
43
47
43
56
18
10
41
04
18
39
56
29
07
21
40
40
41
47
46
45
34
51
09
22
51
41
45
08
52
41
s
r
s
r
s
u
r
D
z
s
s
d
s
z
r
s
z
r
r
s
s
d
r
s
c
v
r
s
s
r
r
r
x
s
r
z
m
r
r
r
u
s
r
s
s
s
r
s
s
r
Pu p
Ge m
Pu p
Ly n
Pu p
Ge m
Ge m
CM i
Ge m
Ca m
Pu p
Ge m
Pu p
Ge m
Ly n
CM i
Ge m
Ly n
Pu p
Pu p
Pu p
Ge m
Ly n
Pu p
Ca r
Ce p
Ly n
Pu p
Ca m
Ly n
Ly n
CM i
Ca r
Ca m
Ly n
Ly n
Ly n
Ge m
Ge m
Ly n
Ge m
Ly n
Ge m
Ly n
Ly n
Ly n
Ly n
Ge m
Ca r
Ly n
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
7
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
58 . 4
58 . 5
58 . 6
58 . 6
58 . 6
58 . 8
59 . 0
59 . 0
59 . 0
59 . 2
59 . 2
59 . 2
59 . 4
59 . 5
59 . 6
59 . 6
59 . 8
59 . 8
59 . 9
59 . 9
59 . 9
00 . 2
00 . 3
00 . 3
00 . 4
00 . 6
00 . 6
00 . 7
00 . 8
00 . 8
01 . 6
01 . 6
01 . 6
01 . 8
01 . 9
02 . 0
02 . 2
02 . 3
02 . 3
02 . 5
02 . 5
02 . 6
02 . 8
02 . 8
03 . 1
03 . 3
03 . 4
03 . 8
04 . 0
05 . 1
05 . 2
05 . 3
05 . 6
05 . 7
05 . 8
05 . 8
06 . 1
06 . 2
06 . 4
06 . 4
06 . 9
07 . 0
07 . 1
07 . 3
07 . 3
07 . 4
07 . 4
07 . 8
07 . 9
08 . 0
08 . 0
08 . 1
08 . 3
08 . 8
09 . 4
09 . 7
09 . 7
10 . 1
10 . 2
10 . 7
+0 7
+3 7
+5 6
+0 8
- 14
+0 7
+2 4
+3 2
+2 7
+2 7
- 00
- 00
+2 7
+0 5
+2 4
+2 4
+0 5
+2 5
+2 5
+2 6
+3 3
- 10
+2 6
+2 6
+3 9
+3 9
+2 2
- 19
+2 5
+2 7
+1 5
+2 6
+2 4
+5 6
+5 0
+0 8
+0 9
+5 6
+0 9
+0 9
- 28
+2 7
+1 5
- 12
+2 3
+2 5
+2 0
+2 6
+5 3
+3 7
+3 7
- 28
- 11
+2 6
+3 7
+3 7
+1 7
+1 2
+0 1
+3 5
+0 8
- 29
+0 8
+5 1
+3 6
+3 9
+2 5
+1 7
+1 7
+5 1
+1 7
+3 9
+0 9
+5 7
+0 5
+2 5
+2 5
+2 4
+3 3
- 12
59
47
42
02
22
30
09
37
28
05
38
40
02
36
58
55
37
21
55
40
18
47
42
37
50
50
24
04
54
30
43
00
26
34
44
34
29
57
24
25
11
27
49
19
24
48
11
32
34
27
29
10
26
10
28
28
43
32
02
56
01
54
02
09
02
13
06
50
49
07
49
10
00
46
16
52
53
53
57
50
r
s
r
r
r
r
u
m
m
r
r
x
r
d
r
x
r
m
d
z
u
s
u
u
s
v
r
s
d
u
s
D
z
r
s
r
r
r
r
r
A
u
s
s
s
z
d
z
r
d
d
s
s
v
d
d
r
v
u
d
r
s
m
r
d
r
d
r
d
d
d
r
z
s
u
m
d
m
s
s
CM i
Ly n
Ly n
CM i
Pu p
CM i
Ge m
Ge m
Ge m
Ge m
Mo n
Mo n
Ge m
CM i
Ge m
Ge m
CM i
Ge m
Ge m
Ge m
Ly n
Mo n
Ge m
Ge m
Ly n
Ly n
Cn c
Pu p
Cn c
Cn c
Cn c
Cn c
Cn c
Ly n
Ly n
CM i
CM i
Ly n
CM i
Cn c
Pu p
Cn c
Cn c
Pu p
Cn c
Cn c
Cn c
Cn c
Ly n
Ly n
Ly n
Pu p
Pu p
Cn c
Ly n
Ly n
Cn c
Cn c
CM i
Ly n
Cn c
Pu p
Cn c
Ly n
Ly n
Ly n
Cn c
Cn c
Cn c
Ly n
Cn c
Ly n
Cn c
Ly n
CM i
Cn c
Cn c
Cn c
Ly n
Pu p
0. 3
5.
8.
2. 0
2. 2
27 .
16 .
2. 2
13 .
15 .
8. 3
14 .
10 .
15 .
14 .
15 .
12 . 2
5. 8
7.
15 .
14 .
14 .
15 .
15 .
12 .
7.
7. 3
10 .
10 .
2. 1
2. 3
7. 6
8.
1. 1
2. 9
0. 4
0. 8
0. 6
15 .
7. 9
13 . 8
14 .
13 .
13 .
11 . 7
15 .
15 .
15 .
15 .
13 .
1. 3
0. 8
1. 1
14 .
14 .
14 .
15 .
14 .
13 .
2. 8
30 .
14 .
3. 8
1. 6
1. 1
0. 5
0. 7
15 .
15 .
15 .
15 .
14 .
15 .
15 .
15 .
15 .
15 .
14 .
p PN , F, S, lE , am 60 st
p eF , vS , S* in v
Cl , S, pR i , pC
p F, am 4 st
p Cl , cL , pR i , lC , st 12
p vF , vS , di f , *1 5 vn r
p vF , eS , R, bM
on l y a co u p l e of F st
p F, pL , R, di f
vF , pS
!, Cl , B, Ri , L, lC , st 12
F, S, R, di f
p pB , vL , R, er , *8 M
p vF , vS , di f
p vF , R, vg b M
p eF , S, lE , be t 2 st
p pF , vS , R
p F, pL , R, 24 5 6 sp
cl u s t e r
Cl , L, cR i , vl C
p Cl , pL , pR i , pC , st S
vF , pL , E ns , di f
vF , *1 2 cl o s e
Cl , L, lC
pF , S, R, vg p m b M
F, S, E, sf 23 0 0
p *1 3 sl i g h t l y ne b u l o u s
Cl , pL , cR i , pC , st 11 . . . 1 3
vF , S, lb M
p vF , vS , vl b M
p vS * in eF , S ne b
p ne b *1 2
!! L, E, sp i r a l , * in v
F, S, R, S* in ce n t r e
p eF , R
p eF , st e l l , *1 3 np
p pS Cl , st eF , ne b u l o u s
p vF , E np sf , cl o s e np 24 8 1
p F, S, lE , bM , er
*, ne b u l o u s ?
p pB , S, R, FN , r
p F, pS , E? , bM vS * ?
L* nf
p vF , S, ps b M
p F, R, bM
p ma k e s a Dn e b wi t h 24 7 4
p F, vS , R, *9 sf
*1 3 , sl i g h t l y ne b u l o u s
p vF , S, gb M
Cl , vB , vL , pR i , st 7. . . 1 3
1 of 10 ne b ,
in li n e wi t h 24 6 3 ,
p
p
p
p
p
p
p
p
p
p
p
14 . p
14 . p
0. 6
0. 8
7.
1. 4
1. 0
2. 5
0. 4
14 . p
15 . p
15 .
14 .
7. 6
15 .
15 .
13 .
p
p
p
p
p
8.
15 . p
9. p
0. 6
2. 5
14 . p
14 . p
2. 9
1. 5
1. 4
0. 8
1. 7
16 .
14 .
11 . 6
14 .
14 .
14 .
15 .
13 .
p
p
14 .
14 .
12 . 3
14 .
16 .
p
p
p
p
p
p
p
p
p
15 . p
14 . p
22 .
2. 9
1. 3
6. 5
11 . 6
14 . p
1. 4
1. 4
4.
0. 4
14 . p
14 . p
7. 6
15 . p
14 . p
13 . p
14 . p
1. 5
1. 4
0. 3
0. 5
2. 2
22 .
13 .
15 .
14 .
15 .
15 .
p
p
p
p
p
15 . p
12 . 4
6. 5
69 ; =
on l y a fe w st 14 , v di f f i c , *1 0 p
vF , vS , R, bM , r?
1 of 10 ne b ,
in li n e wi t h 24 6 3 , 24 6 9
vF , pS , R, lb M , *1 1 3s p
cF , S, vl E 90 d e g , gl b M , am st
eF , pS , iR
vF , vS , di f
F, pL , vl b M , di f
F, S, R, lb M N
vF , S, R, *1 3 1' f, p of 2
F, S, lE ; = IC 48 7
ee F , vS , E 11 0 d e g ; = 24 9 4
vF , S, R, bM , f of 2
vF , eS , sb M
vF , vS , R, bM N
Cl , vS , 30 "
vF , S, R
vF , S, di f , di f f i c
F, S, bM , F* nf
F, vS , R, bM
pB , S, R, gb M N
Cl , pL , vR i , C, st 11 . . . 2 0
vF , vS , R, sb M
F, S, di f , gb M
cB , S, R, sb M
fo l l o w s 24 9 3 2' or 3' , eF , vS
eF , S, gl b M
Cl , B, pR i , lC , st S
vF , S, di f , *1 3 sp
F, pS , R, di f , r
pB , pL , iR , vg b M , er , * at 23 2 d e g , 80 "
vF , vS , sb M
F, S, R, *1 4 vn r
vF , vS , R, gl b M
F, L, R, vg b M , r, am st
F, vS , vl E , 2 st p
no de s c r i p t i o n
eF , vS
eF , 25 1 3 nf
F, S, R, ps m b M , r
Cl , B, pR i , pC ; = 25 2 7
F, pS , E 13 5 d e g , gb M , r
eF , pS , ir r R , di f
F, vS , R, be t 3 st 13 - 14
vF , S, iR
eF , eS , S* f
vF , co m e t i c
vF , eS , R
eF , vS
vF , vS , R, di f f i c
F, S, R, di f , r
Cl , vL , pR i , lC , st 10 . . . 1 5
cF , pL , R, vg v l b M , am st
pB , vg b M , E ns , *1 3 . 5 sf
F, S, R, di f
vF , vS , R, vl b M , di f f i c
vF , vS , E, ps b M
F, S
vF , pS , bM
F, pS , gb M , r
vF , S, mE
Cl , pL , Ri , C, st 9, 13 . . . 1 4
eF , S, r
1s t of 2 ne b , F, L, R, gb M
F, vS , gb M N , r, *1 3 . 5 vn r
F, S, R, bM
pB , E ns
eF (s u s p e c t e d )
eF , lE , vS * n
F, L, R, gb M , 42 s f 25 1 8
vF
vF , S
vF , vS , R, gv l b M
pF , pL , R, ps b M , *9 np 3'
F, pS , R
pF , S, E pf , lb M
F, S, R, lb M N , r
F, S, R, lb M
pB , pL , R, vg l b M , r, 2 st nf
Cl , vL , Ri , lC , st 11 . . . 1 3
25 4 7
OC
I223 0
Gx
I223 1
Gx
2535
Gx
25 3 6
Gx
25 4 2
25 3 8
Gx
2546
OC
I 500 Gx
2540
Gx
25 3 4
Gx
I223 2
2543
Gx
2537
Gx
I223 5
I223 6
25 4 8
OC
I223 4
I223 3
Gx
I223 7
I223 8
I223 9
Gx
2545
Gx
25 4 1
Gx
I224 0
25 2 3
Gx
I224 1
I224 2
I224 3
I224 4
I224 5
I224 6
I224 7
I224 8
Gx
I225 0
I225 3
Gx
I224 9
I225 1
I225 2
I225 4
Gx
I225 5
I225 6
Gx
2559
Gx
I225 7
I225 8
I225 9
I226 2
?
I226 0
I226 1
25 5 3
Gx
I226 3
I226 6
?
I226 4
I226 5
25 5 4
Gx
2555
Gx
25 6 8
OC
I226 7
Gx
I227 0
?
I226 8
Gx
I227 2
?
I226 9
Gx
I227 3
?
I 2 2 7 4 ** *
I227 5
?
I227 1
Gx
I227 6
?
I227 7
?
25 6 4
Gx
25 6 7
OC
I227 8
?
I227 9
?
25 6 6
Gx
clo s e
I228 0
?
I 501 Gx
I231 1
Gx
25 7 1
OC
I228 1
?
25 4 9
Gx
I228 4
?
I228 5
I228 6
I228 7
I228 9
?
25 5 6
Gx
2557
Gx
2552
Gx
I228 2
I228 3
I228 8
Gx
I229 0
?
I229 1
?
25 5 8
Gx
I229 2
I229 4
I229 5
I229 6
25 6 1
Gx
I229 3
Gx
25 6 5
Gx
25 6 0
Gx
I229 7
I229 8
I229 9
I230 0
I230 1
I230 2
I230 3
25 6 2
Gx
25 6 3
Gx
I230 4
I230 5
I230 6
I230 7
25 7 4
Gx
I230 9
Gx
I231 0
I230 8
Gx
I231 2
I231 3
25 7 9 C+ N
I231 4
I231 5
I231 6
2572
Gx
25 7 8
Gx
I231 7
I232 7
Gx
25 6 9
Gx
2570
Gx
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
10 . 7
10 . 9
11 . 0
11.2
11 . 3
11 . 3
11 . 4
12.4
12 . 6
12.8
12 . 9
12 . 9
13.0
13.2
13 . 6
13 . 6
13 . 8
13 . 9
14 . 0
14 . 1
14 . 1
14 . 1
14.2
14 . 7
14 . 8
15 . 0
15 . 1
15 . 2
15 . 3
15 . 4
15 . 5
16 . 0
16 . 1
16 . 1
16 . 5
16 . 5
16 . 6
16 . 7
16 . 7
16 . 7
16 . 7
16 . 8
17.1
17 . 2
17 . 3
17 . 3
17 . 4
17 . 5
17 . 6
17 . 7
17 . 7
17 . 7
17 . 8
17 . 8
17 . 9
18.0
18 . 0
18 . 0
18 . 0
18 . 1
18 . 1
18 . 2
18 . 2
18 . 2
18 . 2
18 . 4
18 . 5
18 . 5
18 . 6
18 . 6
18 . 6
18 . 6
18 . 7
- 49
+25
+05
+2 5
+25
- 12
+03
- 37
- 16
+2 6
+55
+36
+3 6
+4 6
+24
+24
- 05
+35
+45
+24
+24
+23
+2 1
+49
+24
+73
+24
+24
+23
+24
+24
+23
+24
+23
+23
+21
+24
+23
+24
+24
+23
+24
- 27
+23
+23
+23
+18
+24
+23
+20
+23
+18
+23
+24
+23
+0 0
- 37
+24
+19
+24
+18
+23
+18
+18
+18
+24
+18
+18
- 21
- 30
+18
+18
- 25
16
41
05
12
11
56
37
38
03
21
40
15
15
00
05
03
48
30
44
41
40
52
21
04
28
35
08
08
58
33
32
51
12
08
38
25
30
57
42
47
27
11
28
39
35
34
27
40
31
54
35
25
43
12
28
44
06
44
06
48
44
03
24
40
25
31
29
39
49
38
28
34
29
s
z
u
s
s
r
r
s
m
r
s
x
s
s
d
d
s
d
s
d
d
m
s
s
d
s
d
d
d
d
d
d
d
m
d
z
d
d
d
z
d
m
t
d
d
d
x
d
d
r
d
x
d
d
s
r
r
u
x
z
x
z
x
x
x
z
x
x
r
s
x
x
s
Vel
Cnc
CMi
Cn c
Cnc
Pup
CMi
Pu p
Pup
Cn c
Lyn
Lyn
Ly n
Ly n
Cnc
Cnc
Hya
Lyn
Lyn
Cnc
Cnc
Cnc
Cn c
Lyn
Cnc
Cam
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Pu p
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Hy a
Pup
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Pup
Pup
Cnc
Cnc
Pup
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
18 . 7
18 . 8
18 . 8
18 . 9
18 . 9
19 . 0
19 . 0
19 . 1
19 . 1
19 . 1
19 . 1
19 . 2
19.2
19.3
19 . 3
19 . 3
19 . 3
19 . 3
19 . 3
19 . 4
19 . 4
19 . 4
19 . 4
19 . 5
19 . 6
19 . 6
19 . 8
19 . 9
20 . 1
20 . 1
20 . 2
20 . 2
20 . 2
20 . 3
20 . 3
20 . 4
20 . 6
20 . 6
20 . 7
20 . 7
20 . 7
20 . 8
20 . 8
20 . 8
20 . 9
20 . 9
20 . 9
21 . 1
21 . 1
21 . 2
21 . 3
21.4
21 . 4
21 . 4
21 . 4
21 . 5
21.5
+18
+24
- 25
- 29
+18
+57
+18
+18
+18
+19
+18
+20
+2 1
+5 0
+24
+24
+23
+19
+18
+20
+19
+18
+18
+18
+04
+21
+22
+20
+18
+18
+19
+18
+18
+19
+19
+21
+21
+19
+19
+19
+19
- 08
+18
+18
+19
+18
+18
- 36
+18
+18
+19
+1 9
- 13
+18
+03
+20
+2 0
27
32
22
44
55
48
36
55
57
24
32
55
27
01
48
47
46
19
30
30
34
59
25
54
39
23
02
59
23
24
20
25
26
21
25
08
04
26
27
07
26
57
23
28
21
31
31
11
46
55
46
08
19
51
10
52
55
x
z
c
s
x
s
x
d
d
d
x
r
s
s
d
d
m
x
x
r
d
d
d
d
r
m
s
s
d
d
d
d
d
d
d
s
s
d
d
d
d
r
z
d
m
d
d
s
d
d
d
r
s
d
u
r
r
Cnc
Cnc
Pup
Pup
Cnc
Lyn
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cn c
Ly n
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Hya
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Cnc
Hya
Cnc
Cnc
Cnc
Cnc
Cnc
Pup
Cnc
Cnc
Cnc
Cn c
Pup
Cnc
Hya
Cnc
Cn c
20.
2.0
3.0
0.9
41 .
0.7
1.7
2.5
1.7
54.
4.7
1.0
2.2
6.6
3.0
0.4
0.6
5.6
3.4
2.3
10.
3.1
2.2
13.
4.2
1.4
3.2
0.3
0.8
1.9
1.7
1.4
2.3
0.3
10.
2.4
1.5
4. 7 Cl , B , L, lC , s t 7. . . 1 6
1 6 . p F, v S , di f
1 5 . p F, v S , R, di f , *1 4 a t t
12.6
eF, vS, R
14.1
vF , v S , R
ne b u l o u s * 5
1 4 . p vF , v S , R , m b M
6 . 3 C l , B , L , l C , i E , st 9. . . 1 2
1 5 . p vF , d i f , v F * a t t
1 4 . p v F , p L , iR , b M , r
1 4 . p pF , p L , R , p s b M , *8 16 4 d e g
F, p S , R, gb M N ; = 2 5 4 3
1 3 . p F , pL , i R , vg b M , D * n r ; = IC 2 2 3 2
11.7
g l o b . cl . , p B , pL , R , rr r , st 20
pB , S , E 1 3 5 d e g , d i f
pB , E 0 d e g , d i f
5 . 8 C l , v L , pR i , pm C , st 9. . . 1 3 ; = M4 8
pF , v S , d i f , v F N
13.0
pB , L , E n p sf ; 2 5 3 7 n p
vF , p S , p di f
pF , S , di f
1 5 . p pB , S , R, st e l l N
12.4
F , S, lE 4 5 d e g , * 8 n p 4'
11.8
F, L , E , v g b M
vF , S , E 1 5 5 d e g , d i f
12.0
pB , p L , l E , lb M , * n r
pB , S , di f
pF , S , di f
F, S , d i f , b i N
vF , S , E 0 d e g
vF , S , iF
pB , S , di f , bf
pF , E 1 3 5 d e g , bi N
1 5 . p pB , p L , E 90 d e g , N n
F, S , d i f
1 5 . p F, v S , R, st e l l
F, v S , iF , a t t * s p
pF , p S , d i f
pF , S , R
1 5 . p F, S , R , s t e l l , * 1 3 . 5 vn r
vF , p L , N
1 5 . p B, p S , E 2 0 5 d e g
F , pL , g m b M , am 60 s t
F, S , l b M
pF , S , mE 0d e g , bi N
vF , S , di f , di f f i c
pB , S , B* nf
pF , S , R, di f
vF , m E 45 d e g , B* 1 ' f
1 5 . p vF , S , gl b M
vF , S , E 0 d e g , v l b M
pB , v S , m E , B* at t
pB , S , st e l l N
pF , v S , R , d i f
1 4 . p F, S , R , m b M , r
1 3 . p v F , c S , iF , 3 S st i n v ?
vF , p L , F * i n v
1 5 . p pB , m E 13 7 d e g
pB , S , * v n r n p
1 5 . p pF , S , R, gl b M
vF , v S , g b M , * at t
1 6 . p pF , S , E 2 5 d e g
pF , S , bM
pB n e b * , 2 s p i r b r a n c h e s
pB , S , gb M
1 5 . p pB , S , bM
iF , c o n n w i t h I C 22 7 8 , 8 0
pF , v S , i F
vF , S , R, gb M , am m a n y s t
7. 4 Cl , p L , p R i , l C , iR , s t 1 1 . . . 1 4
iF , c o n n w i t h I C 22 7 6 , 8 0
F, S , d i f
1 5 . p vF , c L , e r , vS ne b o r ne b * 1 1 wi t h *1 2
pF , i F , c o n n w i t h I C 2 2 7 6 , 78
1 5 . p F, R , l b M
pB , v S , R , l b M , 6 ' n o f 2 5 6 6
7. 0 Cl , v L , c R i , l C , st 9. . .
* at t 5 1 d e g , s p i r b r
11.1
pB , S , mE 0d e g , ps m b M
F, S , d i f , s t e l l N, * vn r s f
pF , S , cu r v e d N , co n n wi t h IC 22 8 1
pB , v S , E 50 d e g
vF , p S , l b M , d i f
pF , S , iF
1 5 . p vF , v S
1 5 . p e F , e S , R, lb M
12.2
e F , c L , lE 45 d e g
pF , L , di f , * s f
pF , p S , R , * 9 f 4 s . 6 , 3 5 " s
1 5 . p F, S , E 9 0 d e g , b M , di f
pF , p S , d i f , o t h e r s nr
vF , S , mE 12 5 d e g , g b M
1 4 . p vF , S , R, sb M , st e l l a r
pF , v S , E 13 5 d e g , b M
pF , v S , i F
F, v S , E 9 0 d e g , vF st e l l N , B * sf
pF , v S , i F , vl b M
1 4 . p vF , S , R, 2 st tr i a n g l e
1 5 . p F, p S , di f
1 4 . p F, b i N
1 5 . p F, p L
pB , S , ot h e r s n r
pF , S , iF , N s , * cl o s e n f
F, v M E 60 d e g
F, p S , iF , a r m s n a n d p
vF , S , mE , e x c N, * sf
F, v S , R, vl b M
F, v S , mE 0d e g
12.9
vF , c S , R
12.3
cF , S , R, bM
B, v S , ne b *
vF , S , N
F, v S , R, bM
pB , p S , d i f , E 0d e g
1 4 . p eF , p S , r r , *7 . 5 nf 5'
1 6 . p vF , p S , E 16 5 d e g
pB , p S , m E 4 0 d e g , c u r v e d m b M
1 6 . p pB , v S , i F , bM
vF , S , E 4 5 d e g , di f , vl b M
vF , v S , v F s t e l l N
7. 5 D* i n p S n e b , a m 70 st
F, S , s p i r , vl b M
F, v S , R, di f , N
pB , S , R, ex c s t e l l N
1 5 . p e F , v S , iF , * 1 3 at t
12.4
F, v l E , g b M , r , a m 5 0 st
F, v S , di f , vF st e l l N
1 4 . p F, S , d i f
1 5 . p vF , c E , 3 vS s t f
1 5 . p e e F , L , R, n of 2
I2 3 1 8
25 8 0
OC
I2 3 1 9
I2 3 2 0
25 4 4
Gx
I2 3 2 1
I2 3 2 2
I2 3 2 3
I 50 2 Gx
I2 3 2 4
I2 3 2 5
I 50 3 Gx
I2 3 2 6
I2 3 2 8
I2 3 2 9
Gx
I2 3 3 0
I 50 4 Gx
I2 3 3 1
25 7 7
Gx
I2 3 3 2
25 7 5
Gx
25 7 6
Gx
I2 3 3 3
I2 3 3 4
I2 3 3 5
25 8 3
Gx
25 8 4
Gx
25 8 8
OC
I 50 5 Gx
I2 3 3 6
I2 3 3 7
25 8 5
Gx
I 50 6 Gx
25 8 7
OC
I2 3 4 2
I2 3 3 8
Gx
I2 3 3 9
Gx
I2 3 4 0
Gx
I2 3 4 1
Gx
I2 3 4 3
I2 3 4 4
I2 3 4 5
I2 3 4 6
I2 3 4 7
I2 3 6 7
Gx
I2 3 4 9
25 8 6 ** *
I2 3 4 8
Gx
25 8 1
Gx
25 8 9
I2 3 5 0
25 5 0
Gx
I2 3 5 1
Gx
I2 3 5 3
I2 3 5 2
I2 3 5 4
25 5 1
Gx
I2 3 5 5
I2 3 5 6
25 9 0
Gx
I2 3 5 7
I2 3 5 8
I2 3 6 0
25 8 2
Gx
I2 3 5 9
Gx
26 0 1
Gx
I 50 7
?
I2 3 6 1
Gx
I2 3 6 2
I2 3 6 3
Gx
I2 3 6 4
I2 3 6 8
I2 3 6 5
I2 3 6 6
Gx
I2 3 6 9
I2 3 7 5
I2 3 7 0
I2 3 7 7
I2 3 7 9
I2 3 7 1
I2 3 7 2
25 9 3
Gx
I2 3 7 3
Gx
25 9 2
Gx
25 9 4
Gx
25 9 6
Gx
25 9 5
Gx
I2 3 7 4
I 50 8 Gx
I2 3 7 6
I2 3 8 1
I2 3 7 8
Gx
I2 3 8 0
Gx
I2 3 8 2
Gx
26 0 9
OC
I2 3 8 3
Gx
25 9 7
Gx
25 9 8
Gx
I 50 9 Gx
I 51 0 Gx
25 9 9
Gx
I 51 3 Gx
26 0 4
Gx
26 1 0
Pl
26 1 3
Gx
26 1 2
Gx
26 0 7
Gx
I2 3 8 4
Gx
26 1 5
Gx
26 0 0
Gx
I2 3 8 6
I2 3 8 5
Gx
26 0 2
Gx
26 0 8
Gx
26 0 5
I 51 4 Gx
26 0 3
Gx
26 1 1
Gx
I 51 5 Gx
26 1 6
Gx
26 2 6
Nb
26 0 6
Gx
26 1 7
Gx
I 51 6 Gx
26 1 8
Gx
I 51 7 Gx
I 51 8 OC
26 2 7
OC
25 9 1
Gx
26 4 0
Gx
26 2 0
Gx
111
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
21 . 5
21 . 6
21 . 6
21 . 6
21 . 7
21 . 7
21 . 7
21 . 7
22 . 0
22 . 0
22 . 1
22 . 2
22 . 2
22 . 3
22 . 4
22 . 4
22 . 6
22 . 6
22 . 7
22 . 7
22 . 8
22 . 9
23 . 0
23 . 0
23 . 1
23 . 2
23 . 2
23 . 2
23 . 3
23 . 3
23 . 3
23 . 4
23 . 4
23 . 5
23 . 5
23 . 6
23 . 6
23 . 6
23 . 7
23 . 9
23 . 9
24 . 1
24 . 2
24 . 2
24 . 2
24 . 3
24 . 4
24 . 4
24 . 5
24 . 5
24 . 5
24 . 6
24 . 6
24 . 6
24 . 7
24 . 7
24 . 8
24 . 9
25 . 0
25 . 1
25 . 1
25 . 1
25 . 2
25 . 3
25 . 3
25 . 5
25 . 6
25 . 7
25 . 7
25 . 8
25 . 9
26 . 0
26 . 3
26 . 3
26 . 3
26 . 3
26 . 4
26 . 4
26 . 4
26 . 6
26 . 7
26 . 8
26 . 9
27 . 1
27 . 3
27 . 4
27 . 7
28 . 3
28 . 4
28 . 4
28 . 4
28 . 5
28 . 6
28 . 7
29 . 5
29 . 6
30 . 0
30 . 0
32 . 0
32 . 1
32 . 2
33 . 0
33 . 3
33 . 4
33 . 4
33 . 8
33 . 9
34 . 5
34 . 6
34 . 8
34 . 8
35 . 1
35 . 2
35 . 3
35 . 4
35 . 4
35 . 5
35 . 5
35 . 5
35 . 6
35 . 6
35 . 7
35 . 7
35 . 8
36 . 2
36 . 3
37 . 1
37 . 3
37 . 4
37 . 4
37 . 5
+1 8
- 30
+1 8
+1 8
+7 3
+1 8
+1 8
+1 8
+0 8
+1 9
+1 8
+0 3
+1 9
+1 9
+1 9
+1 8
+0 4
+1 9
+2 2
+1 9
+2 4
+2 5
+1 9
+1 8
+1 9
- 05
- 05
- 32
+0 4
+1 8
+1 8
- 04
+0 4
- 29
+1 8
+2 1
+2 1
+1 8
+2 1
+1 9
+1 8
+1 9
+1 9
+1 8
- 18
+1 9
- 04
+2 0
+1 8
- 08
+1 9
+7 4
+1 8
+1 8
+1 9
+1 8
+7 3
+2 0
+1 9
- 00
+1 9
+1 9
+1 9
+2 0
+2 0
- 68
- 00
+2 7
+1 9
+1 9
+1 9
+1 9
+2 7
+2 7
+2 0
- 13
+1 9
- 13
- 13
+1 9
+1 9
+1 7
+2 0
+2 5
+2 5
+1 7
+2 1
+3 0
+2 5
+3 0
+1 9
+3 0
+3 0
+2 2
- 61
+3 0
+2 1
+2 1
+2 4
- 02
+2 2
- 12
+2 9
- 16
- 22
- 13
+2 6
+3 2
- 02
+5 2
+2 5
+3 7
+5 2
+2 8
+5 2
- 02
+5 2
+2 5
- 01
- 01
- 40
+5 2
- 04
- 01
+0 0
- 02
+0 0
- 29
+7 8
- 55
+2 4
37
19
29
40
59
28
29
37
45
12
55
15
01
37
24
51
15
41
33
55
17
44
05
37
25
01
00
59
22
32
32
56
18
30
35
20
20
44
26
01
39
57
42
46
46
00
56
32
35
46
33
01
36
39
36
40
25
28
30
36
31
30
27
20
20
07
27
53
57
27
46
53
52
50
14
18
38
18
18
48
53
22
22
58
52
17
29
26
07
24
47
26
25
04
06
41
30
29
00
10
34
21
33
09
58
09
59
26
32
44
49
17
50
28
51
03
47
02
54
51
40
48
03
52
42
04
41
57
02
07
57
d
s
d
d
s
d
d
d
k
d
d
u
d
d
u
d
u
d
s
d
s
r
d
d
d
s
r
s
u
d
d
r
m
s
d
v
v
m
v
d
d
d
d
d
c
d
F
m
r
r
d
s
u
d
d
d
s
d
d
r
d
d
d
s
u
v
x
u
d
v
d
d
d
u
d
d
d
d
d
d
d
r
u
r
r
r
s
d
z
d
d
v
m
m
A
z
u
s
v
u
s
m
r
s
s
s
r
m
r
r
d
m
r
s
r
z
r
r
u
s
s
r
r
z
D
z
x
s
s
c
r
Cn c
Pu p
Cn c
Cn c
Ca m
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Hy a
Cn c
Cn c
Cn c
Cn c
Hy a
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Hy a
Hy a
Pu p
Hy a
Cn c
Cn c
Hy a
Hy a
Pu p
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Pu p
Cn c
Hy a
Cn c
Cn c
Hy a
Cn c
Ca m
Cn c
Cn c
Cn c
Cn c
Ca m
Cn c
Cn c
Hy a
Cn c
Cn c
Cn c
Cn c
Cn c
Vo l
Hy a
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Pu p
Cn c
Pu p
Pu p
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Ca r
Cn c
Cn c
Cn c
Cn c
Hy a
Cn c
Hy a
Cn c
Hy a
Py x
Hy a
Cn c
Cn c
Hy a
UM a
Cn c
Ly n
UM a
Cn c
UM a
Hy a
UM a
Cn c
Hy a
Hy a
Ve l
UM a
Hy a
Hy a
Hy a
Hy a
Hy a
Py x
Ca m
Ca r
Cn c
8.
1. 1
0. 4
1. 1
2. 2
1. 1
2. 1
2. 5
0. 7
2.
1. 4
0. 4
9.
0. 6
1. 2
0. 8
1. 6
2. 3
0. 6
1. 2
1. 1
1. 9
1. 3
1. 1
2. 0
1. 7
1. 4
1. 4
3. 1
0. 9
0. 4
0. 4
1. 4
1. 3
1. 9
1. 1
2. 4
0. 6
0. 6
7. 2
3. 2
0. 4
0. 6
2. 5
1. 2
1. 3
5.
11 .
3. 2
2. 5
F, vS , N
10 . p Cl , cL , pR i , pC , R, st 12
F, S, R
F, vS , N
12 . p ee F , pS , R, se v B st ar o u n d
pB , vS , R
F, S, di f
pF , S, R
15 . p F, vS , di f
pF , S, mE 15 5 d e g , se v N
vF , pL , iF , F* at t f
14 . p vF , S, lE
vF , mE 90 d e g , di f , se v N
pB , pS , mE 65 d e g
15 . p pF , pS , mE 11 0 d e g , st e l l N
B, vS , st e l l , 2 sp i r br a n c h e s
14 . p vF , pS , R, 4 st f
vF , pL , R, di f
13 . p F, S, iF , r
pB , vS , R, st e l l N, F* at t s
14 . p eF , pL , iR , se v F st in v
15 . p eF , eS , st e l l a r
F, S, R, N
pF , S, R
F, pS , vl b M , di f , bi N
13 . 5
vF , S, R, sb M N , 1s t of 4
14 . p vF , S, R, 2n d of 4
12 . p Cl , F, S, R, gb M , st 15
15 . p eF , S, R, lb M
vF , vS , R
F, vS , R
14 . p vF , S, R, 3r d of 4
15 . p ee F , eS , R, v di f f i c
9. p Cl , pm C M , iF , st 9. . . 1 3
pB , S, R, *1 2 at t 11 2 d e g
F, vS , bM N
F, S, R, bM N
15 . p pF , pS , di f , bM N
F, S, R, bM N
F, pS , lb M , di f
pF , pS , R, lb M
F, S, E 90 d e g , at t B* sp
vF , S, R, bM , 2n d vn r sf
vF , S, iF , di f
pB , S
pF , L, lb M , di f
15 . p eF , pS , R, 4t h of 4 (n e b ? )
16 . p F, pS , mE 45 d e g , bM
14 . p vF , vS , R, vF * in v , F* at t
pF , pS , lE ; no n e x i s t e n t ?
vF , S, gb M N , B* s
13 . p ee F , pS , cE
14 . p pF , pS , iF , F st e l l N, 25 8 1 f
pB , S, R, sp i r br
F, S, lb M , S ne b f
vF , vS , di f , vF N
12 . 0
vF , S, F* in ce n t r e
pB , S, R, st e l l N
F, vS , mE , lb M
14 . p F* in v in vF , vS , lE ne b
pF , S, R, di f , st e l l N
F, S, E 13 5 d e g , FN , vS ne b f
F, S, di f , vF N ex c
14 . p vF , pS , R, gl b M , * p 75 " ; = IC 23 5 9
14 . p F, vS , E 16 0 d e g , st e l l N ex c nf
F, pS , R, gb M
ee F , pS , vl E , be t 2 st
15 . p F, pS , lE ns , gb M , r
pF , pL , di f , be t 4 B st
pF , pL , di f
pF , S, R, bM
pF , vS , bM N E 17 0 d e g
pB , vS , R, st e l l
15 . p pB , vS , R, bM N
pB , S, R, st e l l N
F, vS , E 90 d e g , 1s t of 3
pB , vS , iF , N
eF , vS , 2n d of 3
vF , vS , 3r d of 3
pB , S, lE 90 d e g
F, S, lE 13 5 d e g , B* sf
15 . p eF , vS
15 . p F, S, di f , ex c N
13 . p pF , S, R, vs b M *
15 . p eF
14 . p vF , S, lE
14 . p vF , pL , iF , R, D* sp 2'
pF , S, R, di f , *1 1 . 5 cl o s e
15 . p F, L, R
F, vS , R, *1 4 cl o s e
pF , S, R bM , di f
F, S, R, gl b M , r
15 . p F, S, R, lb M , r
15 . p F, S, R, r, *1 2 . 5 cl o s e
Cl , pS , lR i , lC
16 . p F, vS , R, bM N
15 . p eF , vS
13 . 7
F, S
vF , pL , di f , lb M
15 . p F, vS , R, di f
13 . p vF , S, st e l l a r
14 . p F, S, di f , r
13 . p vF , pL , R, lb M , r, D* nr
14 . p F, S, at t to *1 3 , *7 nf
10 . 4
cB , L, vm E 11 0 d e g
13 . p F, S, E, ps b M , be t 2 st
15 . p eF
16 . p F, S, R, st e l l
13 . p F, pS , lE , lb M , F* in v r
15 . p no de s c r i p t i o n
eF , L, e di f
15 . p F, S, R, di f , r
15 . p eF , S, R, * 95 d e g
12 . 1
F, vl E , mb M , r
F, S, lb M
15 . p vF , E ns
15 . p eF , vS
15 . p vF , S, pm E , gb M
16 . p vF , vS , di f , 26 1 6 nf
12 . 6
vF , S, R, * nr nf
*9 in v in pB , pL , R ne b
15 . p cF , S, R, * 31 0 d e g
15 . p eF , vS , 2 vF st in v
16 . p vF , vS , di f , 26 1 6 p
14 . p eF , pL , iF
15 . p vF , S, iF
vF (v S Cl ? )
8. p Cl , cL , pR i , pC , st 11 . . . 1 3
13 . p F, S, E, lb M
pB , S, R, 3 or 4 vS st p nr
15 . p F, S, E
26 1 9
Gx
26 2 1
Gx
26 2 4
Gx
26 2 2
Gx
26 2 3
Gx
2625
Gx
26 3 5
OC
I238 7
Gx
2645
I238 8
Gx
26 3 2
OC
I239 1
OC
26 2 8
Gx
I 519 Gx
26 4 2
Gx
I 511 Gx
2637
Gx
I239 5
OC
26 4 4
Gx
2643
Gx
I239 0
Gx
26 6 0
OC
26 3 8
Gx
2647
Gx
2659
OC
2648
Gx
26 1 4
Gx
26 5 2
pla c e ?
2658
OC
2639
Gx
26 5 1
Gx
26 4 9
Gx
I239 2
Gx
26 6 9
OC
26 6 3
Gx
26 3 0
Gx
2657
Gx
2670
OC
2662
Gx
I 499 Gx
26 6 1
Gx
26 6 5
Gx
2671
OC
I240 3
I239 6
D*
I239 7
?
I239 8
Gx
I 521
I239 3
Gx
2631
Gx
I239 4
Gx
26 2 9
Gx
26 6 4
26 5 6
Gx
I239 9
Gx
I238 9
Gx
I240 0
Gx
2633
Gx
26 4 1
Gx
I240 1
Gx
I240 2
Gx
I240 4
Gx
I240 6
Gx
I240 7
Gx
26 7 4
26 6 7
Gx
I240 8
*
26 3 4
Gx
2636
Gx
I240 9
Gx
I241 0
Gx
I241 1
Gx
I240 5
Gx
2654
Gx
2672
Gx
26 6 8
Gx
2673
Gx
I241 2
D*
I241 3
D*
I241 4
Gx
2650
Gx
26 6 6
26 7 7
Gx
I 2 4 1 5 ** *
2678
26 4 6
Gx
26 8 2
OC
I241 6
D*
I241 7
Gx
I241 8
Gx
26 7 6
Gx
26 7 9
Gx
26 8 0
Gx
I242 0
Gx
26 7 5
Gx
I241 9
*
2683
Gx
2690
Gx
I 523 Gx
26 8 1
Gx
27 1 4
Gx
I 520 Gx
26 9 6
I242 1
Gx
I242 2
Gx
26 9 5
Gx
I 522 Gx
26 8 4
Gx
2691
Gx
I242 3
Gx
26 8 6
Gx
26 8 7
Gx
26 9 7
Gx
26 8 9
Gx
26 8 8
Gx
26 5 3 As t
26 5 5
Gx
26 8 5
Gx
26 9 8
Gx
27 0 0
I242 5
*
2699
Gx
2702
*
2703
D*
27 0 5
*
27 0 8
Gx
2707
*
27 0 6
Gx
2709
Gx
I242 4
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
37 . 6
37 . 7
38 . 1
38 . 3
38 . 4
38.4
38 . 5
38 . 6
38.9
40 . 0
40 . 1
40 . 2
40 . 5
40 . 6
40 . 7
40 . 8
41.1
41 . 1
41 . 5
41.7
41 . 8
42 . 2
42 . 4
42.6
42.6
42.7
42 . 8
43 . 3
+28
+25
+19
+24
+25
+1 9
- 34
+30
- 46
+19
+19
- 53
+23
+02
- 04
+73
+1 9
- 48
+04
+1 9
+19
- 47
+37
+1 9
- 44
+1 4
+72
- 03
43
00
44
55
45
42
46
47
13
38
59
04
33
36
07
29
42
12
59
43
42
09
13
40
57
17
59
37
r
r
r
r
s
s
s
u
r
z
s
s
r
z
s
v
r
s
r
r
z
s
r
r
s
s
s
D
Cnc
Cnc
Cnc
Cnc
Cnc
Cn c
Pyx
Cnc
Ve l
Cnc
Cnc
Vel
Cnc
Hya
Hya
Cam
Cn c
Vel
Hya
Cn c
Cnc
Vel
Lyn
Cn c
Ve l
Cn c
UMa
Hya
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
43.4
43.6
44 . 0
44 . 1
44 . 5
44 . 9
45 . 1
45 . 4
45.4
45.5
45.7
46 .
46 . 0
46 . 0
46.2
46 . 2
46 . 7
46 . 7
46 . 7
46 . 8
46 . 8
47.1
47 . 1
47 . 2
47 . 2
47 . 8
47 . 8
48 . 0
48 . 0
48.1
48 . 1
48 . 1
48 . 1
48 . 1
48 . 1
48 . 1
48 . 2
48 . 3
48 . 3
48 . 4
48.4
48 . 4
48 . 5
48 . 5
48 . 7
49.2
49.3
49 . 4
49.4
49 . 4
49 . 5
49 . 8
50.0
50 . 0
50 . 0
50 . 0
50.2
50 . 4
50 . 4
50 . 5
51 . 2
51 . 4
51 . 5
51 . 5
51 . 5
51 . 5
51 . 9
52 . 2
52.7
52.7
53 . 2
53 . 5
53 . 5
53 . 7
54 . 4
54 . 4
54 . 4
54 . 5
54 . 5
54 . 8
54.8
54 . 8
54 . 9
55 . 0
55 . 1
55 . 2
55 . 3
55 . 6
55 . 6
55 . 6
55 . 6
55 . 7
55 . 8
55.9
55.9
55.9
56 . 0
56 . 1
56.2
56 . 3
56.3
56 . 8
- 32
+5 0
+11
+34
+18
- 52
- 33
+73
+0 9
- 48
- 15
+85
+12
- 19
- 41
- 15
+17
+17
+17
+02
+28
+7 3
+28
+72
+12
+53
+18
+73
+38
+7 4
+72
+37
+31
+29
+17
+17
- 14
+19
+19
+73
+7 3
+18
+19
+19
+37
+6 0
+1 9
+36
+1 9
+18
+18
+18
+7 0
+47
+19
+18
+1 1
+73
+11
+18
+18
+17
+47
+30
+30
+03
+53
+18
+3 3
- 02
+09
+51
- 59
+73
- 04
+32
+20
- 03
+57
+49
+3 9
+20
+49
+49
- 03
+49
+49
+78
+78
+58
- 03
- 05
- 03
- 03
- 03
- 03
- 03
- 03
- 03
- 02
- 03
+39
39
12
47
43
17
58
48
02
40
47
08
43
38
17
53
21
39
40
45
33
11
00
16
59
36
52
54
32
06
06
54
45
49
30
42
37
17
01
02
58
40
20
01
03
14
13
04
41
04
33
45
48
18
03
00
39
20
28
49
34
48
57
33
52
52
05
36
06
25
37
09
19
13
29
59
41
14
05
10
08
32
14
08
09
00
09
06
25
13
44
11
06
24
09
03
17
00
22
04
35
16
23
s
s
r
s
x
s
v
r
r
s
r
m
r
r
s
d
x
x
x
d
u
m
u
s
r
s
x
s
m
s
r
u
m
z
x
x
r
r
x
s
s
x
x
x
m
s
s
r
s
x
x
x
s
r
r
x
r
s
s
x
x
x
s
r
r
z
r
x
s
r
u
s
t
s
r
v
m
r
u
r
s
u
r
r
r
r
r
r
s
s
s
r
F
r
F
F
F
s
F
r
r
x
Py x
UM a
Cnc
Lyn
Cnc
Vel
Pyx
UMa
Cn c
Ve l
Hy a
Cam
Cnc
Hya
Ve l
Hya
Cnc
Cnc
Cnc
Hya
Cnc
UM a
Cnc
UMa
Cnc
UMa
Cnc
Cam
Lyn
Ca m
UMa
Lyn
Cnc
Cnc
Cnc
Cnc
Hya
Cnc
Cnc
Cam
Ca m
Cnc
Cnc
Cnc
Lyn
UM a
Cn c
Lyn
Cn c
Cnc
Cnc
Cnc
UM a
UMa
Cnc
Cnc
Cn c
Cam
Cnc
Cnc
Cnc
Cnc
UMa
Cnc
Cnc
Hya
UMa
Cnc
Ly n
Hy a
Cnc
UMa
Car
Cam
Hya
Cnc
Cnc
Hya
UMa
UMa
Ly n
Cnc
UMa
UMa
Hya
UMa
UMa
Cam
Cam
UMa
Hya
Hya
Hya
Hy a
Hy a
Hy a
Hya
Hya
Hy a
Hya
Hy a
Lyn
0.6
0.4
3.
1.2
95.
50.
2.3
1.7
8.
4.
3.
3.6
2.8
12 .
2.0
1.9
12.
9.
1.9
4.
1.4
0.8
1.7
2.6
1.5
1.7
0.6
2.6
1.3
0.4
2.2
0.5
0.4
4.3
2.6
1.4
1.9
1.7
30.
1.5
9.3
1.4
3.8
2.3
2.6
0.4
1.0
1.6
1.1
5.1
5.2
1.8
3.0
13.
15.
14.
15.
13.8
p
p
p
p
11.2
15. p
16.
3. 1
2. 5
14.
15.
13.
p
p
p
p
4.6
13. p
16.
8. 8
13.
15.
8.6
13.
14.
p
p
p
p
p
F, p S , R, bM , r
vF , S , R
eF
F, S , R
vF , v S , R , b M , r
eF, vS
Cl , p m C , i r r t r i a n g l e , s t 1 3 . . .
F, p S , E n s , g b M
Cl, S, st L and S
eF , S , di f ( F N ? ) ; * 1 0 n 9 0 "
Pr a e s e p e ; = M4 4
Cl , c o , i n c l * 3 . 7 ( o V e l )
eF , S
vF , v S , R , d i f f i c , * 1 4 c l o s e
vF , p L , g b M , 2 B st s, o n e f
vF , S , cE , 2 s t s f
eeF, vS
Cl, co
vF , p L , i r r ov a l , s e v S p o i n t s
e F ne b *
iF , g b M , * 1 0 s f 1 ' . 5 , *1 2 n f 1 '
Cl , p S , m C , iR , g b M , s t 1 3 . . . 1 5
vF , v S , i F
neb*
C l , L , R i , pm E , st 1 1 . . . 1 4
F , S, vl E 1 3 5 d e g , p s b M
eF , p S , R
F, p S , E 5 0 d e g , gb M , st e l l N , * 9 s p 50 " ;
9 . p C l , p S , lR i , lC , i F , st 1 2 - 1 3
11.8
c B , S , E 1 3 0 d e g , ps m b M
1 5 . p eF , S , E
1 3 . p F, L , R , r
pB , p S , E 18 0 d e g , v l b M
6.1 Cl, L, P, lC, st 10.. . 1 3
pF , p S , l E
1 6 . p 1s t o f 2 v F , v S , vn r 2 6 2 9
1 4 . p v F , v S , iR , F * a t t f
7 . 8 C l , p L , P, lC , s t 13 . . .
1 5 . p v F , v S , R, bM , * 1 5 n r
1 4 . p pF , S , mb M , * n f
1 4 . p eF , c L , R , l b M
1 3 . p F, S , R , g b M N
12. p Cl, pRi, lCM, st 12.. . 1 3
vF , e S , l E
vF , v S
F, v S , R
pB , S , R, bM
ne b * 1 3
1 5 . p F, S , R , N , r
1 4 . p 2 n d o f 2 v F , vS , v n r 26 2 9
1 5 . p F, S , R , g b M
1 3 . p vF , S , st e l l a r
Cl , s t 9. . . 1 0
13.3
eF , p s b M
vF , p L , E 19 0 d e g , b s
13.4
vF , S , lb M
1 5 . p F, S , s t e l l
11.9
F , S, lE
1 5 . p vF , S , st e l l a r
1 5 . p F, S , R , N , r
1 5 . p F, S , R , g b M N , r
1 5 . p F, S , R , s b M N
B, p S , E 1 6 5 d e g
pB , p S , m E 8 0 d e g
eF , S ; no n e x i s t e n t ?
1 5 . p eF ; = I C 2 4 1 0
pF , v S , R
1 3 . p F, S , l E
14. p vF, S, 2 st 11- 12 f
pB , p L , b M , *1 5 p
pB , S , E 9 0 d e g , st e l l N
vF , S , E 2 3 5 d e g
1 5 . p F, S , R , g b M
11.8
p F , S , F * i n M, F* c l o s e s p
11.6
p B , p L , iR , m b M
1 5 . p vF , v S , R , r
12.9
v F , v S , cl o s e f 26 7 2
pB , S , R, N, * 1 4 np
pF , v S , F N
pF , v S , R , v l b M
1 4 . p p B , p L , iF , e r
Cl , l C
1 5 . p eF , v S , r r ( v S Cl )
F, v S , E 6 5 d e g , FN
Cl, vlC, P
12.0
vF , S , 2 F s t 2 ' . 5 s f
6. 9 ! Cl , v B , vL , e R i , l C , s t 1 0 . . . 1 5 ;
pB , S , R
B, S , R , s t e l l N
vF , p L , R , 2 n d vn r s f
1 4 . p ee F , pS , R , 4 p B st nf
1 4 . p pF , p S , R , b M , D wi t h 26 8 0
1 4 . p vF , v S , R , b M , D wi t h 26 7 9
1 5 . p F, S , g b M N
1 4 . p vF , R , *1 5 p 1 2 s
F, p S , E 0 d e g , d i f
9 . 7 v B , v L , vm E 3 9 d e g , g m b M
14. p pF, S, E
1 5 . p F, S , R , d i f
10.3
vB , v L , v g , vs m b M * 1 0
eF , S , R, ps l b M
1 3 . p pB , p L , b M , * n r
eF , v S , s t e l l a r
vF , p S , d i f , d i f f i c
1 6 . p pF , S , R, di f , *1 4 c l o s e
1 3 . p pF , c S , R
1 4 . p pF , p S , R , b M ( 2 eF st i n v ? )
1 3 . p F, p L , R, gb M , 4 S s t nr
1 4 . p p F , v S , mb M
1 5 . p F, S , R , d i f
1 6 . p vF , v S , D or * cl o s e f
1 7 . p vS
1 3 . p vF , v S , R
vv F , S
1 6 . p vv F , S
vF , v S , F * c l o s e n, 26 5 5 s
10.1
vB , c L , l E 9 0 d e g , g s v m b M
11.1
pF , R , F* in c e n t r e
1 3 . p vF , p S , R , * 9 n p 4'
eF , v S , 1 ' n o f 2 6 9 9
eF , n e b ?
13. p vF, S, R, *15 np
v F , v S , 4' nf 2 6 9 9
e F , l E , do u b t f u l
vF , v S , 3 st 1 4 f , n f
1 4 . p pF , p S , E , 2 s t n r
eF, S
1 4 . p vF , p S , m E , * n r f
1 5 . p v F , p S , lE , n n f 27 0 8
vF , S , lb M ; = 2 7 0 4
= M6 7
27 0 4
Gx
26 9 2
Gx
26 9 3
Gx
26 9 4
Gx
27 1 7
Gx
27 1 1
Gx
27 1 3
Gx
27 1 6
Gx
I 52 4
I2 4 2 6
Gx
27 2 2
Gx
27 1 8
Gx
27 2 1
Gx
27 0 1
Gx
27 2 0
Gx
27 1 2
Gx
27 1 0
Gx
27 2 3
Gx
27 1 9
Gx
27 3 6
Gx
27 2 4
Gx
I2 4 2 7
Gx
27 2 5
Gx
27 2 7
I 52 5 Gx
27 2 9
Gx
27 2 8
Gx
27 3 1
Gx
27 3 3
27 3 0
Gx
27 3 5
Gx
I 52 6 Gx
27 3 4
Gx
I2 4 2 8
Gx
I2 4 2 9
Gx
27 3 7
Gx
27 3 8
Gx
I 51 2 Gx
27 4 1
I2 4 3 0
Gx
I2 4 3 1
Gx
27 4 5
Gx
I2 4 3 2
Gx
27 4 4
Gx
27 2 6
Gx
27 4 3
Gx
27 5 4
Gx
27 4 7
Gx
27 4 9
Gx
27 5 8
Gx
I2 4 3 6
D*
27 5 1
Gx
27 5 7
D*
I2 4 3 3
Gx
I2 4 3 7
Gx
27 5 0
Gx
27 5 2
Gx
27 3 9
Gx
27 4 6
Gx
27 4 0
Gx
27 6 3
Gx
I2 4 3 5
Gx
I2 4 4 8
Pl
27 5 3
Gx
I2 4 3 4
Gx
27 6 1
Gx
27 4 2
Gx
27 6 5
Gx
27 7 2
Gx
27 5 5
Gx
27 1 5
Gx
27 6 4
Gx
27 5 9
Gx
I2 4 3 9
Gx
27 6 6
Gx
27 5 6
Gx
27 8 8
Gx
I 52 8 Gx
27 7 0
Gx
27 7 3
Gx
I 52 7 Gx
27 6 2
Gx
I2 4 4 1
27 6 7
Gx
I2 4 4 2
27 7 5
Gx
27 6 9
Gx
27 7 1
Gx
27 7 4
Gx
27 7 7
Gx
27 8 1
Gx
I2 4 4 3
Gx
27 6 8
Gx
28 0 8
Gb
13 . . . 1 5
27 7 6
Gx
27 7 8
Gx
27 7 9
Gx
27 8 4
Gx
27 9 2
Pl
27 8 0
Gx
I2 4 4 4
Gx
I2 4 4 5
Gx
27 3 2
Gx
I2 4 4 6
Gx
I2 4 4 7
27 8 3
Gx
27 4 8
Gx
28 3 6
Gx
27 8 6
28 2 2
Gx
I2 4 3 8
OC
27 8 2
Gx
27 8 9
Gx
27 9 0
Gx
27 9 1
Gx
27 8 5
Gx
I2 4 4 9
I 53 0 Gx
I2 4 4 0
28 4 2
Gx
27 6 0
I2 4 5 0
I2 4 5 1
Gx
I2 4 5 3
Gx
I2 4 5 2
Gx
27 9 4
Gx
28 1 8
OC
I2 4 5 4
Gx
27 9 5
Gx
28 1 1
Gx
112
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
8
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
56 . 9
57 . 0
57 . 0
57 . 0
57 . 0
57 . 3
57 . 3
57 . 6
58 . 2
58 . 5
58 . 8
58 . 9
58 . 9
59 . 1
59 . 2
59 . 5
59 . 8
00 . 2
00 . 3
00 . 4
01 . 0
01 . 0
01 . 1
01 . 1
01 . 3
01 . 5
01 . 8
02 . 1
02 . 1
02 . 3
02 . 6
02 . 6
03 . 0
03 . 2
03 . 8
03 . 9
03 . 9
04 .
04 . 3
04 . 5
04 . 5
04 . 6
04 . 6
04 . 7
04 . 9
05 . 0
05 . 0
05 . 3
05 . 4
05 . 4
05 . 4
05 . 5
05 . 5
05 . 5
05 . 5
05 . 7
05 . 7
06 . 0
06 . 0
06 . 1
06 . 8
06 . 8
07 . 1
07 . 2
07 . 2
07 . 5
07 . 6
07 . 6
07 . 7
07 . 9
08 . 1
08 . 3
08 . 6
08 . 6
08 . 8
09 . 0
09 . 0
09 . 4
09 . 6
09 . 6
09 . 6
09 . 8
10 . 0
10 . 1
10 . 1
10 . 3
10 . 4
10 . 5
10 . 6
10 . 7
11 . 5
11 . 5
11 . 6
12 . 0
+3 9
+5 2
+5 1
+5 1
- 24
+1 7
+0 2
+0 3
- 19
+0 2
- 03
+0 6
- 04
+5 3
+1 1
+4 4
+5 5
+0 3
+3 5
- 45
+3 5
+3 7
+1 1
- 03
- 01
+0 3
+1 1
+0 8
- 03
+1 6
+2 5
+1 0
+1 6
+3 0
+2 9
+2 1
+2 1
+8 5
+1 8
+2 7
+1 4
+1 8
+0 5
+1 8
+5 9
+2 5
- 19
+1 8
+1 8
- 19
- 19
+1 8
- 19
+2 2
- 19
+2 5
+1 8
+5 1
+3 5
+5 1
- 15
+2 6
- 69
+2 5
+3 7
+1 8
+6 0
+0 3
- 23
+4 1
+7 8
+2 1
+3 7
+3 2
+2 9
+5 3
- 67
+1 5
+3 3
+0 7
+3 7
+5 0
+2 2
+5 0
+2 2
+0 7
+5 0
+5 0
+1 8
+0 7
- 14
+2 8
+6 0
- 64
22
04
21
20
40
17
55
05
11
54
43
18
46
46
10
55
41
11
44
54
46
52
05
23
52
43
04
18
44
50
56
50
50
35
18
54
58
30
16
57
36
15
31
28
56
00
05
26
19
03
10
15
02
37
12
26
20
45
22
44
30
16
57
20
12
26
29
23
37
43
05
27
37
35
52
51
56
48
07
11
35
26
52
25
51
02
27
24
42
12
49
49
02
52
r
s
s
v
r
r
s
s
d
m
v
s
s
s
r
s
r
s
s
r
r
z
r
r
u
r
r
r
r
r
s
m
r
u
m
r
r
s
r
u
u
r
z
s
s
r
r
r
s
r
F
r
F
m
c
s
s
r
r
r
s
u
s
r
u
r
s
s
r
r
s
s
r
z
r
s
v
u
s
r
u
r
d
r
d
s
r
r
r
s
s
m
s
s
Ly n
UM a
UM a
UM a
Py x
Cn c
Hy a
Hy a
Hy a
Hy a
Hy a
Hy a
Hy a
UM a
Cn c
Ly n
UM a
Hy a
Ly n
Ve l
Ly n
Ly n
Cn c
Hy a
Hy a
Hy a
Cn c
Cn c
Hy a
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Cn c
Ca m
Cn c
Cn c
Cn c
Cn c
Hy a
Cn c
UM a
Cn c
Hy a
Cn c
Cn c
Hy a
Hy a
Cn c
Hy a
Cn c
Hy a
Cn c
Cn c
UM a
Ly n
UM a
Hy a
Cn c
Ca r
Cn c
Ly n
Cn c
UM a
Hy a
Py x
Ly n
Ca m
Cn c
Ly n
Cn c
Cn c
UM a
Ca r
Cn c
Ly n
Cn c
Ly n
UM a
Cn c
UM a
Cn c
Cn c
UM a
UM a
Cn c
Cn c
Hy a
Cn c
UM a
Ca r
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
12 . 2
12 . 3
12 . 3
12 . 3
12 . 4
12 . 7
12 . 8
13 . 2
13 . 4
13 . 5
13 . 5
13 . 6
13 . 7
13 . 7
14 . 0
14 . 0
14 . 0
14 . 1
15 . 0
15 . 0
15 . 0
15 . 2
15 . 2
15 . 3
15 . 5
15 . 6
15 . 7
15 . 7
15 . 7
15 . 8
15 . 9
16 . 0
16 . 0
16 . 0
16 . 1
16 . 2
+4 4
+3 5
+3 5
- 24
- 42
+3 4
+3 0
+3 1
+7 9
+2 8
+2 8
+2 9
+7 6
- 69
+1 2
- 69
+7 3
+4 0
+2 9
+1 9
+1 7
+4 0
+3 0
+1 1
+7 3
- 63
+7 6
+2 5
+2 3
+2 0
+2 3
+1 7
- 36
+1 7
+1 7
- 16
57
01
03
10
26
55
14
48
11
58
45
59
29
20
09
38
26
07
44
43
36
55
00
53
28
04
23
27
29
56
27
36
37
49
38
19
s
s
r
s
s
s
m
u
s
u
d
r
s
v
r
s
x
s
r
r
r
r
d
u
d
t
r
d
z
z
z
r
s
u
r
s
Ly n
Ly n
Ly n
Hy a
Ve l
Ly n
Cn c
Cn c
Ca m
Cn c
Cn c
Cn c
Ca m
Ca r
Cn c
Ca r
Ca m
Ly n
Cn c
Cn c
Cn c
Ly n
Cn c
Cn c
Ca m
Ca r
Ca m
Cn c
Cn c
Cn c
Cn c
Cn c
Py x
Cn c
Cn c
Hy a
3. 9
1. 8
14 .
14 .
11 . 7
14 . 3
14 .
14 .
11 . 7
12 . 4
0. 3
15 .
2. 5
2. 6
2. 1
13 .
13 .
12 . 4
14 .
12 . 0
14 .
15 .
14 .
1. 5
2. 2
0. 3
2. 9
1. 3
1. 3
15 .
16 .
14 .
1. 0
1. 2
0. 7
1. 9
0. 4
3. 6
1. 1
0. 6
1. 8
1. 5
2. 0
15 .
14 .
15 .
14 .
13 .
14 .
15 .
15 .
15 .
15 .
14 .
12 .
14 .
14 .
15 .
15 .
13 . 4
13 .
14 .
15 .
12 . 0
14 .
15 .
0. 8
2. 4
2. 3
2. 0
2. 3
1. 0
0. 1
1. 9
3. 1
2. 3
5. 0
1. 7
1. 9
1. 7
3. 7
1. 9
15 .
12 .
15 .
15 .
14 .
15 .
12 . 1
15 .
12 .
15 .
14 .
15 .
11 . 7
13 .
15 .
14 .
11 . 4
12 . 7
14 .
15 .
14 .
13 .
15 .
12 .
14 .
15 .
15 .
14 .
4. 5
1. 0
3. 9
0. 6
6. 3
13 . 8
2. 9
1. 5
10 . 3
14 .
14 .
15 .
14 .
11 . 5
15 .
10 . 0
6. 3
p vF , vS ; = IC 24 2 4 ?
p vF , S, R, ps b M
pB , lE , ps m b M
vF , vS , 1' s of 26 9 3
p pF , S, R, vg p m b M
p vF , S, R
pB , iR , mb M
F, S, R, mb M
vF , vS , R, vF N?
p F, vS , R, st e l l
vF , vS , st e l l a r
p F, pL , E, am 3 st
p cF , pL , R, vg b M
pB , fa n - sh a p e d , *1 1 at t
p F, S, R, bM
pB , L, E, vg b M *1 8
p vF , S
p F, S, R
p vF , S, E 11 0 d e g , 2 vF st in v
! ee F , vL , vv m E 19 d e g
p eF , S, st e l l a r
p F, vS , R, bM
p F, pL , p of 2
vF , L, R, bM
p F, S, E ns
p vF , vS , R
p vF , pL , lE , f of 2
p F, vS , R
eF , R
p vF , L, R
p S* in v in vF , vS ne b , E pf
p F, S, R
eF , vS , R
p F, pS , E pf , gl b M
p F, vS , R, bM N
p vF , vS , D wi t h 27 3 8
p pB , S, iF , D wi t h 27 3 7
p F, S, R, gb M
vF , p of 2
p F, S, R, gb M , r
p F, S, R, N, r
p eF , vS , st e l l , f of 2
p F, vS , R, di f
vF , S, R, r, D* nr
p cF , pS , iR , er
p eF , S, R, vl b M
eF , S, R, 1s t of 3
p vF , vS , st e l l a r
pF , S, R, bM N = *1 5
p eF , S, E 0d e g , 3r d of 3
eF , S, st e l l , su s p
p eF , eS , st e l l a r
eF , 2n d of 3; on l y a D* , di s t 12 "
p F, lE pf , di f
F, vS , R, 10 ' s of 27 5 4 , 57 , 58
p vF , cL , R, bM N , 2 c st p
p pF , pL , vm E , gb M
p vF , S, R, np 27 4 0
p eF , S, R, vg l b M , *1 2 nn p 50 "
p vF , pS , R
vF , pS , bM , S* 30 " n
p F, S, R, gb M , r
p PN , st e l l
p vF , vS , *1 4 np 40 "
p F, pS , lb M , r
p vF , S
cB , cL , E 90 d e g , er
p vF , pL , E, gb M , er
p eF , lE , lb M
p vF , S, iF , lb M , r
pB , L, E
cF , vS , R, er , be t 2 pB st
p vF , cS , R
p F, S, di f , r
p vF , vS , iF , bM
p pB , pS , E, vg b M
vF , vS , mE 10 5 d e g
p pB , vS , R, N = 13 m
p F, L, mE 15 0 d e g , r, 2 st n
p vF , S, lE
p ee F , pL , R, e di f f i c
p vv F , S, R, 1s t of 4
F, S, R, gl b M , D?
p vF , sb M *1 5 , 2n d of 4
vF , vS , R, vl b M
cB , cL , R, vg v s m b M , r
p pF , S, E, ps l b M , 3r d of 4
p vF , S, lE , 4t h of 4
p vF , S, R, am 5 S st
p F, S
B, S, vl E , ps m b M
p F, S, R, gb M N
cB , cL , lE , ps b M L B N
! gl o b . cl . , vL , eR i , vg e C M , 45 s
5. 1
0. 2
1. 0
0. 9
1. 0
2. 3
1. 7
11 . 6
13 .
15 .
10 . 1
14 .
14 .
15 .
15 .
11 . 9
15 .
3. 1
14 . p
11 . 7
2. 1
12 . p
3. 8
11 . 5
14 .
14 .
15 .
15 .
2. 1
9.
1. 2
2. 7
p
p
p
p
p
p
p
p
p
p
p
14 . p
16 .
15 .
16 .
14 .
8. 2
14 .
14 .
11 . 3
p
p
p
p
p
p
pB , L, R, vg b M , r
pB , S, R, ps m b M
eF , vS , 92 " nf 27 7 8
B, L, mE 64 d e g , gm b M
! PN , pB = *9 , vS , R, am st
vF , S, R, S D* p
F, vS , R, st e l l
F, S, R, di f , r
pB , S, E 45 d e g , *1 3 nf
F, S, E 13 0 d e g , bM N , r
F, S, R, gb M N
vF , vS , R, 2 pB st sp
pB , pL , E, vg l b M
F, pS , R, gl b M
vF , vS , mb M
pF , vS , R, gl b M
Cl , 5 or 6 st 13 . . . wi t h i n 1' . 5
cB , R, mb M B N
pF , S, R, gb M
vF , S, R, lb M
F, R
eF , pS , iE , se v eF st in v
vF , vS , lb M
pB , S, E pf
vF , st e l l (1 3 m ) , ne b ?
F, vS , be t 2 st
vF , S, R, ne a r l y be t *8 & *9
F, S, gb M , r
F, S, R, gb M N
F, S, R, gb M , r
F, S, R, gb M N
eF , vS , sp of 2
! gl o b . cl . , pB , pL , R, vg l b M ,
F, vS , gb M N
eF , vS , nf of 2
pB , pS , E, ps m b M
d, st
in L Cl
2815
Gx
27 9 7
Gx
2796
Gx
28 0 1
Gx
28 0 2
Gx
28 0 3
Gx
27 9 3
Gx
28 0 4
Gx
28 2 1
Gx
I245 5
28 0 6
Gx
28 0 7
Gx
2809
Gx
I245 7
Gx
28 1 7
Gx
2798
Gx
27 9 9
Gx
I245 6
28 1 2
Gx
28 1 3
Gx
2835
Gx
I 531 Gx
28 1 9
Gx
28 3 7
Gx
I 529 Gx
28 0 0
Gx
28 4 5
Gx
2824
Gx
I 532
?
I245 9
28 2 7
Gx
2787
Gx
28 2 3
Gx
2849
OC
I246 0
?
28 2 5
Gx
28 2 6
Gx
28 2 8
Gx
2829
Gx
2830
Gx
28 3 1
Gx
28 3 2
Gx
28 3 3
Gx
2846
I246 1
Gx
2834
Gx
2847
Gx
2848
Gx
28 0 5
Gx
2843
Gx
I 533
28 3 9
Gx
28 5 1
Gx
28 3 8
Gx
28 4 0
Gx
28 5 0
Gx
2816
28 1 4
Gx
I 534 Gx
28 6 7
Pl
28 5 5
Gx
I245 8
Gx
28 2 0
Gx
28 4 4
Gx
28 4 1
Gx
28 6 6
28 1 0
Gx
I 535 Gx
2858
Gx
I246 2
I246 3
Gx
I246 9
Gx
28 5 2
Gx
28 5 3
Gx
2887
Gx
28 6 8
I246 4
Gx
28 6 5
Gx
28 6 1
Gx
2863
Gx
28 6 9
I246 5
I246 6
Gx
28 5 4
Gx
28 5 6
Gx
2864
Gx
2859
Gx
28 5 7
Gx
I 536 Gx
28 6 0
Gx
28 6 2
Gx
I246 7
I246 8
I247 0
28 7 6
Gx
28 8 3
Gx
I247 1
Gx
2879 ***
I 537 Gx
28 7 1
28 7 2
Gx
2874
Gx
28 7 5
Gx
28 7 7
Gx
28 7 8
Gx
28 7 3
Gx
2881
Gx
2915
Gx
28 8 8
Gx
28 8 4
Gx
28 8 2
Gx
28 8 6 ** *
I247 2
Gx
28 9 0
Gx
28 9 1
Gx
I248 4
28 9 9
Pl
I248 2
Gx
28 8 9
Gx
I247 4
I248 5
I 538 Gx
I247 3
Gx
I248 1
Gx
I248 8
OC
2870
Gx
I247 5
Nb
I247 6
Gx
I247 7
I247 8
Nb
I247 9
Nb
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
16.3
16 . 4
16.7
16 . 7
16 . 7
16 . 7
16 . 8
16 . 8
16 . 8
16 . 8
17 . 0
17 . 0
17.1
17 . 1
17 . 3
17.4
17 . 5
17 . 5
17 . 6
17 . 7
17.9
17 . 9
18 . 2
18 . 4
18 . 5
18 . 6
18 . 6
19.0
19 . 0
19 . 1
19 . 2
19.3
19 . 3
19.3
19 . 3
19 . 4
19 . 4
19 . 5
19.5
19.7
19 . 7
19 . 8
19 . 9
19.9
19 . 9
20.0
20.1
20.2
20 . 3
20.4
20 . 4
20 . 6
20 . 6
20 . 7
20 . 8
21 . 0
21.1
21 . 2
21 . 2
21 . 4
21 . 5
21 . 6
21 . 8
21 . 8
22 . 0
22 . 0
22 . 1
22 . 2
22.9
22 . 9
23 . 0
23 . 0
23 . 2
23 . 3
23.3
23 . 4
23 . 4
23 . 5
23 . 6
23.6
23 . 6
23 . 6
23 . 7
24 . 0
24 . 2
24.2
24.3
24 . 5
24 . 6
24 . 9
24 . 9
24 . 9
25 . 0
25 . 0
25 . 2
25 . 2
25 . 2
25.4
25 . 4
25 . 7
25 . 7
25.8
25 . 8
25 . 8
25 . 8
25 . 9
25.9
26.2
26 . 3
26 . 4
26 . 5
26 . 5
26 . 5
26 . 6
26 . 8
26 . 8
27 . 0
27 . 0
27 . 2
27 . 2
27 . 2
27 . 4
27 . 4
27 . 4
27 . 6
27.8
27 . 9
27 . 9
27 . 9
27 . 9
28 . 1
- 23
+17
+3 0
+19
+18
+18
+34
+20
- 26
+20
+20
+20
+2 0
+20
- 04
+4 2
+42
+34
+19
+19
- 22
- 00
+16
- 16
+73
+52
- 38
+2 6
- 16
+34
+33
+6 9
+34
- 40
+33
+33
+33
+33
+3 3
+3 3
+33
+33
+33
- 14
+37
+3 3
- 16
- 16
+64
+1 8
- 04
+33
- 16
+39
+35
- 04
+6 0
+64
+03
- 58
- 11
+64
+64
+40
+50
- 51
+71
- 01
+0 3
+22
+22
- 32
+40
+40
- 63
- 10
+22
- 23
+02
- 10
- 10
+24
+24
+49
+49
+0 5
+3 4
+49
+25
+41
+26
+38
+38
+03
- 06
- 34
- 06
- 11
- 12
+11
+11
+1 1
+11
+02
+02
+11
- 11
- 76
- 28
- 11
+07
- 21
+21
- 14
- 24
- 42
- 56
- 12
- 11
+23
- 39
+23
+30
+03
- 56
+5 7
+29
+29
+29
+30
+30
38
44
55
56
58
58
26
12
49
07
03
02
04
05
44
00
00
47
55
54
21
17
13
30
46
31
00
16
46
53
52
12
00
31
51
44
37
53
40
44
44
44
56
41
10
43
31
32
06
57
00
40
28
19
23
55
27
15
09
19
55
14
16
09
58
05
50
03
09
41
37
27
10
12
49
25
35
10
08
24
26
27
31
13
15
57
31
21
07
04
46
20
20
23
43
05
50
40
23
27
26
26
26
13
05
27
59
38
02
33
56
46
23
32
49
51
06
06
38
02
17
01
26
56
59
23
48
59
42
01
00
s
r
r
r
r
r
s
r
r
d
r
r
r
m
r
s
s
d
r
r
s
u
r
h
s
r
r
s
x
d
r
s
s
r
x
s
s
r
r
A
A
A
r
D
u
r
h
s
s
r
d
r
r
r
r
r
r
s
u
s
s
s
s
s
s
r
s
z
r
d
z
c
s
s
t
D
m
s
r
r
D
d
z
r
r
r
s
s
u
r
r
d
d
d
r
v
m
F
m
D
s
s
h
r
r
r
r
s
s
s
r
F
z
r
r
d
s
m
s
d
d
m
u
u
s
s
x
v
d
x
x
Hy a
Cnc
Cn c
Cnc
Cnc
Cnc
Lyn
Cnc
Pyx
Cnc
Cnc
Cnc
Cn c
Cnc
Hya
Ly n
Lyn
Lyn
Cnc
Cnc
Hy a
Hya
Cnc
Hya
Cam
UMa
Vel
Cn c
Hya
Lyn
Lyn
UM a
Lyn
Ve l
Lyn
Lyn
Lyn
Lyn
Ly n
Ly n
Lyn
Lyn
Lyn
Hy a
Lyn
Ly n
Hy a
Hy a
UMa
Cn c
Hya
Lyn
Hya
Lyn
Lyn
Hya
UM a
UMa
Hya
Car
Hya
UMa
UMa
Lyn
UMa
Vel
UMa
Hya
Hy a
Leo
Leo
Pyx
Lyn
Lyn
Ca r
Hya
Leo
Hya
Hya
Hy a
Hya
Leo
Leo
UMa
UMa
Hy a
LM i
UMa
Leo
Lyn
Leo
LMi
LMi
Hya
Hya
Pyx
Hya
Hy a
Hya
Leo
Leo
Le o
Leo
Hya
Hya
Leo
Hy a
Ch a
Pyx
Hya
Leo
Hya
Leo
Hya
Pyx
Vel
Vel
Hya
Hya
Leo
Ant
Leo
Leo
Hya
Vel
UM a
Leo
Leo
Leo
Leo
Leo
3.5
1.3
1.2
2.8
1.9
6.3
1.8
0.3
3.7
13.
14.
14.
15.
14.
14.
14.
14.
14.
p
p
p
p
p
p
p
p
p
15.
15.
14.
14.
13.
12.3
14.
p
p
p
p
p
15.
15.
11.
15.
14.
14.
13.
14.
p
p
p
p
p
p
p
p
p
1.3
14. p
3.4
1.0
15. p
10.8
16. p
1.1
1.8
16. p
15. p
15. p
1.3
0.8
3.3
15. p
13.6
11.5
15. p
2.7
15. p
15. p
15. p
12.1
11.3
0.4
2.7
6.3
15.
15.
14.
15.
p
p
p
p
1.4
1.9
0.2
2.7
0.4
4.3
1.9
8.1
13.8
15. p
10. p
11.6
15. p
12.8
12.9
9. 3
2.0
13. p
16. p
14. p
16. p
5.1
1.2
2.0
0.6
2.0
4.8
2.4
1.2
14. p
14. p
15. p
11.4
14. p
13. p
15.
14.
14.
15.
10.7
14.
15.
15.
14.
p
p
p
p
p
p
p
p
14. p
0.7
14. p
1.0
14. p
2.1
2.5
0.5
13.
14.
15.
14.
15.
15.
14.
12.6
12.5
13.
13.
1.5
0.8
2.6
p
p
p
p
p
p
p
p
p
15. p
15. p
14. p
2.0
2.0
2.0
0.5
1.6
0.9
15.
2.6
0.5
1.7
0.1
0.3
13. p
11.8
15.
14.
7.
14.
p
p
p
p
F , S, lE , g b M
eF , s e v s t n r
eF, S, R, lbM
eF , p L
vF , S , R, r, n p o f 2
vF , S , R, r, s f o f 2
vF , S , R, D* p 5s , n 5'
vF , S , R
eF , * 1 1 a t t
F, R , g b M N , r
vF , s t e l l a r , p 28 0 9
vF , v S , 2 8 0 9 f 7s , n 2'
vF, S, R
F, S , R , d i f
vF , p S , R
pB, S, stel l a r
F, c L , vm E , f 2 7 9 8
F, S , d i f , r
eF
F
F , *1 0 i n v f, b e t 2 s t 9
F, v S , E p f , l b M
pB , v S , R
eF , R , bM , * f 8s . 5
pF , p L , E
vF , S , lE , * a t t , * in v
vF , S , R, *1 2 a t t s f
C l , S , s t F , vC
pB , p L , E pf , b M
eF , v S , d i f f i c
vF , v S , R , 1 s t of 3
B , pL , l E 9 0 d e g , mb M , r, vS * s f in v
vF , S , R
e F , c L , R, vg l b M , rr
F, v S , E p f , s t e l l N
F, p S , lE , b M
vF , v S , R , 2 8 2 5 n 7 '
vF , v S , R , 2 n d of 3
e F , v S , R, nf 2 8 2 6
F , S, lE , b M , 1 s t of 3
F, v S , R, 2n d o f 3
cB , c L , E , 3 r d of 3
F, p S , R, 3r d o f 3 i n li n e
v S Cl (n e b ? ) , * 1 0 sf 4'
F, v S , vl b M
vF, S, R, bM
v F , S , i n v in 2 8 4 8 , n p
v F , c L , E 4 5 d e g , gl b M , * 1 1 nf 3'
vF , L , R, mb M
S * an d n e b
eF , S , di f
vF , S , R
eF , p S , m E , f 2 8 4 8
vF , v S , R
cF , S , R, *1 0 n p 2'
vF , v S , R , m b M
F , pm E
F, S , i F , 1s t o f 2
vF , S , di f
!! P N = *8 , v S , R , * 1 5 , 5 9 d e g , 1 3 "
pB , p L , R , g m b M N
eF , S , di f c l o s e to 28 2 0
F, S , E , 2 n d o f 2
cF , c S
vB , L , vm E 1 5 1 d e g , vs m b M = * 1 0
Cl , l C
F, c S , bM
F, v S , R
vF, S, mbM
vF , S , di f , r
F, S , R , g b M , r
pF , c S , m E , *1 0 s p n r
vF , c S , R , * 1 0 p 2' , 1 s t of 2
vF , S , vg b M , 2 n d of 2
F , S, R, p m b M , B * nr
eF , S , R, 10 s p 28 6 9
pF , S , R, gb M , r
B, S , R , g b M
pF , S , iR , * 1 4 f
c F , S , E , b e t 2 st 1 2 , 16
eF , p S , E 17 0 d e g , g b M , b e t 2 F st ; = 2 8 6 3
F, S , d i f
vF , v S , d i f , * 1 3 . 5 a t t
cF , c S , v l E , p g l b M
cF , c S , l E , bM
v F , p L , lE
v B , p L , R, sm b M
vF , p L , 4 st p
F, S , R , l b M
vF , v S , R , g b M
F, S , E , b M
F, v S , R, gb M N
vS , R , sb M * 1 5
F, p S , iF , E 1 3 5 d e g , r
F, S , s e v vF s t i n v
vF , S , vg l b M , r r r , s t 15
vF , 2 o r 3 s t i n ne b ; = 2 8 7 6 ?
v F , v S , R, lb M
ne b * 1 4
eF , 2 8 7 2 s f 1'
pF , p S , R , b M
v F , p L , mE
eF , n f 28 7 4
vF , S , vl E
vF , S , vl E
vF , v S , R , n o f E n e b
e F , p S , 2 s t 9. 5 & 1 0 . 5 s f
p F , p L , R, gb M
cF , S , R, gm b M
F, S , r ?
F, p L , E
ee F , pL
F, S , R , d i f
eF , S , R, bM N
F, S , R , b M
pB , S , R, *7 n f , D* p
F, p L , R, gm b M , a m 8 0 st
F, v S , *1 0 p 7 s , 0 ' . 8 n
pF , p S , v l E , v g l b M , r
*1 3 i n vS ne b , IC 5 3 8 f
eF , v S , R , s t i n ne b , su s p
*1 3 i n vF ne b ; = 28 8 5 ?
F, p S , R, gl b M
F, S , E 1 5 0 d e g , gb M , r
Cl , c o
cF, S, E, vglb M
F, v S , R, lb M
F, S , R , b M
F, S , g b M , r
F, S , R , N
F, S , R , v l b M
I2 4 8 0
I 53 9
28 9 4
I2 4 8 3
28 8 0
28 8 5
28 9 7
28 9 8
29 0 4
I 54 0
I2 4 8 7
28 9 3
28 9 6
29 0 0
I2 4 8 6
29 1 0
I 54 1
29 0 2
I 54 3
I 54 2
I2 4 8 9
29 0 7
29 0 3
29 0 5
29 0 6
28 9 5
29 0 1
28 9 2
I2 4 9 0
I2 4 9 2
29 1 2
29 2 5
29 1 1
29 1 3
29 1 4
29 2 0
29 1 7
29 2 1
29 1 9
I 54 6
29 1 6
29 2 4
I2 4 9 1
29 3 2
29 1 8
I 54 4
29 2 3
I 54 5
I2 4 9 4
I 54 7
I2 4 9 3
29 3 5
29 2 2
29 2 7
29 2 8
29 2 9
29 2 6
29 3 0
29 3 1
29 4 5
29 3 6
29 3 7
29 3 3
29 3 4
29 7 3
29 3 9
29 4 0
I2 4 9 5
29 3 8
I 54 8
29 4 1
29 4 7
29 4 3
I2 5 0 4
I2 4 9 6
I2 5 0 1
29 4 8
29 4 2
29 4 6
29 4 4
29 5 2
29 5 6
29 5 1
29 4 9
29 7 2
29 5 3
29 5 4
I 55 0
29 5 8
29 6 0
I 54 9
I 55 3
29 6 2
I 55 1
I2 4 9 7
29 7 5
29 5 5
I 55 2
I2 4 9 8
I2 4 9 9
29 6 9
I 55 4
I 55 5
29 6 7
29 6 6
I2 5 0 0
29 8 2
29 5 0
29 7 4
29 6 4
29 7 9
29 6 5
29 6 8
29 8 0
I2 5 0 2
I2 5 0 3
29 7 8
29 0 8
29 7 0
29 8 4
29 7 1
29 8 3
I 55 6
29 7 7
29 0 9
29 9 5
I 55 7
29 8 6
I2 5 0 7
I 55 9
29 8 1
113
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
28 . 2
29 . 1
29 . 4
29 . 5
29 . 6
29 . 6
29 . 8
29 . 8
30 . 2
30 . 2
30 . 2
30 . 3
30 . 3
30 . 3
30 . 3
30 . 4
30 . 5
30 . 9
30 . 9
31 . 2
31 . 2
31 . 6
32 . 2
32 . 2
32 . 2
32 . 4
32 . 4
32 . 9
33 . 1
33 . 2
33 . 7
33 . 7
33 . 8
34 . 0
34 . 0
34 . 3
34 . 5
34 . 7
34 . 8
34 . 9
35 . 0
35 . 2
35 . 2
35 . 3
35 . 8
35 . 9
36 . 0
36 . 1
36 . 1
36 . 2
36 . 3
36 . 7
36 . 8
37 . 2
37 . 3
37 . 4
37 . 5
37 . 5
37 . 6
37 . 6
37 . 7
37 . 7
38 . 0
38 . 0
38 . 0
38 . 1
38 . 1
38 . 2
38 . 3
38 . 3
38 . 4
38 . 4
38 . 6
38 . 6
38 . 7
38 . 8
38 . 9
39 . 1
39 . 1
39 . 3
39 . 3
39 . 3
39 . 7
40 . 0
40 . 3
40 . 4
40 . 5
40 . 5
40 . 6
40 . 6
40 . 7
40 . 7
40 . 9
40 . 9
41 . 1
41 . 2
41 . 3
41 . 3
41 . 3
41 . 4
41 . 8
41 . 8
41 . 9
42 . 1
42 . 2
42 . 3
42 . 4
42 . 6
42 . 6
42 . 9
43 . 1
43 . 2
43 . 2
43 . 2
43 . 2
43 . 2
43 . 3
43 . 5
43 . 5
43 . 6
43 . 7
43 . 7
43 . 7
43 . 8
44 . 0
44 . 1
44 . 1
44 . 3
44 . 6
44 . 7
45 . 0
+2 9
- 02
+0 7
+3 1
+6 2
+2 2
+0 2
+0 2
- 30
+0 7
+2 0
+2 9
+2 3
+0 4
+2 6
- 52
- 04
- 14
- 14
- 13
- 05
- 16
+2 1
+2 1
+0 8
+5 7
+3 1
+6 7
+2 9
- 37
+1 0
- 53
+1 0
+0 9
+1 0
- 20
- 02
- 20
+1 0
- 16
+2 1
- 16
+3 4
- 46
+3 1
+2 4
+1 6
+2 4
- 12
- 12
+3 7
- 21
+3 7
+2 3
+1 6
+2 3
+3 2
+2 3
+2 3
- 22
+0 2
+0 2
+1 7
+1 7
- 30
+0 9
+0 9
+2 8
+7 6
+0 9
+1 7
- 12
+1 7
- 69
+3 4
- 60
+0 6
+3 4
+1 7
+3 2
- 10
- 19
- 00
+1 6
- 50
+1 4
+1 4
- 06
+1 1
+0 3
+0 3
- 05
+0 5
+0 6
+3 4
- 16
+3 5
+1 0
+2 8
+2 7
- 08
+1 2
+1 2
+0 0
+0 4
+3 6
- 44
+5 8
- 03
+3 1
- 10
+3 6
+3 1
- 09
+3 3
+3 3
- 09
+7 9
+3 1
+1 1
+3 6
- 20
+1 1
+7 4
+6 5
- 54
+1 0
- 21
- 31
+0 9
+3 1
43
33
43
00
30
57
12
03
23
54
06
32
39
08
39
54
15
44
44
10
53
44
30
31
27
29
07
37
55
54
09
26
09
28
07
51
30
57
17
23
42
24
44
57
42
54
45
57
26
25
23
08
41
35
58
09
50
12
14
02
44
44
01
01
08
31
36
03
19
26
03
26
02
05
43
05
57
00
01
19
09
06
14
47
20
50
55
56
53
34
59
26
10
56
42
39
53
38
06
54
37
26
17
20
40
20
12
51
42
51
23
14
56
37
08
11
45
41
59
04
10
29
04
52
59
47
59
17
47
37
06
x
u
r
z
s
r
r
r
r
u
v
s
r
r
u
s
d
s
t
m
d
s
s
u
s
r
r
s
x
d
r
s
s
r
s
r
r
r
s
m
s
s
u
r
r
m
r
m
d
m
m
s
r
r
r
r
r
r
r
r
s
s
r
r
r
s
s
m
r
z
r
r
r
d
z
s
r
s
r
s
r
r
r
r
s
r
r
m
r
r
d
x
s
u
d
r
s
u
z
d
r
d
u
s
r
x
r
s
s
s
r
r
s
s
d
d
s
r
s
r
r
s
u
s
r
r
m
s
c
m
r
Le o
Hy a
Le o
Le o
UM a
Le o
Hy a
Hy a
An t
Le o
Le o
Le o
Le o
Hy a
Le o
Ve l
Hy a
Hy a
Hy a
Hy a
Hy a
Hy a
Le o
Le o
Le o
UM a
Le o
UM a
Le o
An t
Le o
Ve l
Le o
Le o
Le o
Hy a
Hy a
Hy a
Le o
Hy a
Le o
Hy a
LM i
Ve l
Le o
Le o
Le o
Le o
Hy a
Hy a
LM i
Hy a
LM i
Le o
Le o
Le o
Le o
Le o
Le o
Hy a
Hy a
Hy a
Le o
Le o
An t
Le o
Le o
Le o
Dr a
Le o
Le o
Hy a
Le o
Ca r
LM i
Ca r
Le o
LM i
Le o
Le o
Hy a
Hy a
Hy a
Le o
Ve l
Le o
Le o
Hy a
Le o
Hy a
Hy a
Hy a
Hy a
Le o
LM i
Hy a
LM i
Le o
Le o
Le o
Se x
Le o
Le o
Se x
Se x
LM i
Ve l
UM a
Se x
Le o
Se x
LM i
Le o
Se x
LM i
LM i
Se x
Dr a
Le o
Le o
LM i
Hy a
Le o
Dr a
UM a
Ve l
Le o
Hy a
An t
Le o
Le o
0. 2
1. 2
2. 6
1. 4
2. 0
1. 4
1. 1
5.
1. 3
1. 2
1. 0
1. 9
12 . 6
13 . 3
1. 6
1. 7
0. 3
12 .
4. 3
1. 2
1. 9
0. 6
2. 6
1. 6
1. 1
0. 7
0. 4
1. 2
0. 5
3. 5
1. 7
1. 0
2. 7
1. 3
0. 7
0. 4
2. 2
1. 3
4.
0. 6
3. 3
0. 9
1. 8
1. 1
1. 3
3. 0
3. 2
3. 4
3. 0
2. 2
1. 8
1. 2
1. 0
2. 6
0. 9
1. 7
0. 5
2. 5
1. 7
0. 8
F, vS , lE pf , gb M , r
14 . p pB , S, R, gb M , r
13 . p vF , E, er , 2 or 3 st in v
16 . p F, S, R, lb M
11 . 6
B, cS , R, mb M , am st
eF , vS , E 90 d e g
eF , S
15 . p vF , vS , lE
13 . p F, S, lE , ps b M
15 . p F, S, di f
F, L, mE 16 0 d e g
13 . p vF , S, R, vs b M *1 2
15 . p F, vS , R, *1 7 at t
14 . p ee F , pL , R
15 . p vF , cS , di f
7. 2 Cl , cL , pR i , pC , st 10 . . . 1 4
ee F , pS , R, *1 0 s
13 . p vF , vS , st e l l a r ; = IC 54 3
13 . p vF , pL , E, di f
15 . p F, vS , E pf , lb M
pF , R
13 . p pF , S, lE , mb sf
8. 9 cB , vL , E, gm b M , r, sp of 2
10 . p vF , cL , R, ps b M , r, nf of 2
13 . p F, pS , lE , gb M
14 . p vF , vS , R, vg b M , D* 7' s
no de s c r i p t i o n
14 . p pF , pS , R, lb M
F, S, gb M
cF , vS , R, B* 1' np , su s p
eF , 29 1 1 sp
8. p Cl , pR i , pC , D* ta k e n
11 . 6
F, pL , R, gb M , p of 2
14 . p vF , pL , iR
13 . 1
vF , S, R, bM N , f of 2
eF , S, R, p of 2
14 . p pF , S, mb M
13 . p vF , pS , lE , vg l b M , f of 2
14 . p F, pS
14 . p F, vS , iF , 29 2 4 f
12 . 0
F, S, vl E
13 . p pB , S, R
15 . p F, S, R, gb M , r
Cl , eL , vR i , st L an d S
13 . p vF , cS , R, sb M N
15 . p vF , di f , di f f i c
15 . p vF
15 . p F, E pf , F* f
pB , pL , R, 2 st nr f
13 . p pB , S, R, lb M
15 . p F, vS , st e l l
12 . p pB , pS , vl E , gm b M
14 . p vF , S, iR , lb M , r
14 . p F, pL , R, lb M
15 . p vF , S, R, bM
14 . p eF , vS , lE , vl b M , 1s t of 3
14 . p vF
14 . p eF , S, 2n d of 3
15 . p eF , vS , 3r d of 3
14 . p F, S, R, gl b M , 2 or 3 S st nr
13 . 1
vF , iR
13 . 6
F, S, li k e a ne b *
15 . p F, vS , lE , sp of 2
15 . p eF , nf of 2
eF , pS , *8 f
14 . p vF , S, vl E , bM , tr i a n g l e st nf
15 . p vF , S, 5' n of 29 3 9
15 . p F, cS , R, gb M N
14 . p eF , S, iF , D* f 3'
15 . p F, vS , ib M , 29 3 9 np
15 . p eF , vS , lE , p of 2
eF , pL , iR , gb M
14 . p F, S, iR , bM , f of 2
eF , vS , eE 17 0 d e g , lb M , su s p
15 . p F, vS , R, r
11 . p PN , st e l l
14 . p vF , pL , vg b M
13 . p F, pL , vl E 0d e g , vg l b M
15 . p vF , S, E
15 . p F, vS , lb M
eF , pS , iR , sb M , *9 . 5 f 30 s
vF , vS , R, *9 . 5 sf 4'
15 . p pF , S, E
15 . p vF , do u b l e ?
9. 9 Cl , S, lR i , pC , st 13
ee F , su s p e c t e d
13 . p vF , S, R, n of 2
14 . p F, eS , st e l l a r
14 . p vF , pS , R, vl b M
13 . p vF , R, gb M
vF , S, iF , bM
vF , vS , R, di f
11 . 7
F, vS , vl E , ps b M
14 . p F, vS , R, N = 13 m
vF , vS , R, r
ee F , S, R, gb M
12 . 7
cF , pS , iR , gl b M , r
14 . p F, vS , st e l l N = 14 m
15 . p F, S, E ns , r; bi N ?
F, vS , di f , v di f f i c
13 . p vF , pS , iR , vg l b M
ee F , eS , al m st e l l
14 . p pB , vS , R, bM
11 . 6
pF , pL , R, vg l b M
14 . p vF * in vF , lE ne b , F* p 30 "
vF , pS , R, mb M
Cl , P, E, st 10 . . . 1 1
11 . 0
B, pS , R, vg v m b M N
10 . 8
B, cS , iR , bM , *9 sp 43 "
11 . 3
B, vL , lE , vg b M , sp of 3
14 . p pF , pS , vl E , ps b M
14 . p eF , vS , R, bM , r
11 . 8
pB , pL , lE , vg l b M , 2n d of 3
13 . p vF , pS , lE 0d e g , vg l b M
F, S, R, gb M , di f f i c
vF , vS , di f , v di f f i c
14 . p eF , S, R, 29 8 0 n 10 '
14 . p eF , vS
14 . p F, nf of 3
14 . p eF , vS , R, bM ; = IC 55 6
15 . p eF , pS , iR , vl b M
11 . 7
F, pS , R, bM , r, st e l l a r
14 . p F, vS , R, N = 14 m
13 . p cB , pL , iF
14 . p eF , S, ps b M
Cl , P, lC
15 . p F, vS , R, vl b M
10 . 9
pB , pS , iR , mb M
vF , S, R, *1 2 . 5 nr nf , *9 np
15 . p F, pS , R, di f
15 . p vF
I 558 Gx
29 5 9
Gx
I250 5
2999
I250 6
29 6 1
Gx
29 8 9
Gx
2987
Gx
29 9 7
Gx
29 9 2
Gx
29 9 3
Gx
I 560 Gx
I 561 Gx
I 562 Gx
29 9 0
Gx
30 0 1
Gx
I 563 Gx
I 564 Gx
29 9 6
Gx
29 8 8
Gx
2991
Gx
I250 9
*
I250 8
Gx
29 9 4
Gx
29 7 6
Gx
30 0 7
Gx
I251 0
Gx
2963
Gx
I 565 Gx
29 5 7
Gx
30 0 3
Gx
29 9 8
Gx
30 2 9
Gx
3033
OC
3002
Gx
30 0 0
D*
30 1 7
Gx
30 0 4
D*
30 0 5
Gx
3014
Gx
3006
Gx
3036
OC
30 1 5
Gx
I251 1
Gx
I251 2
Gx
3025
Gx
30 0 8
Gx
3011
Gx
3016
Gx
30 1 8
Gx
30 1 2
Gx
30 2 2
Gx
30 2 3
Gx
30 2 8
Gx
3019
Gx
I 566 Gx
I251 3
Gx
I251 4
Gx
3013
Gx
30 2 0
Gx
30 0 9
Gx
30 3 0
Gx
30 5 9
Gx
29 8 5
Gx
30 2 4
Gx
I 567
3010
Gx
3026
Gx
30 2 1
Gx
I 568 Gx
3038
Gx
30 3 7
Gx
I 569 Gx
30 3 5
Gx
I 570 Gx
3032
Gx
3039
Gx
I 571 Gx
I 572 Gx
I251 7
30 4 0
Gx
3041
Gx
30 4 5
Gx
30 4 6
*
30 4 2
Gx
30 5 8
Gx
I C 57 3
I 573 Gx
30 4 4
Gx
30 5 1
Gx
30 5 0
I 574 Gx
30 5 2
Gx
30 5 4
Gx
3056
Gx
30 4 7
Gx
I 575 Gx
I251 5
Gx
30 4 9
Gx
I251 6
Gx
30 4 8
Gx
I 576 Gx
I252 2
Gx
I252 3
Gx
3055
Gx
3031
Gx
30 5 3
Gx
30 6 4
Gx
30 2 7
Gx
30 3 4
Gx
I251 8
Gx
I251 9
Gx
I 577 Gx
3043
Gx
30 6 1
Gx
I 578 Gx
30 6 0
Gx
I252 0
Gx
3062
Gx
I 579
I252 6
Gx
I252 1
Gx
I252 4
Gx
30 7 2
Gx
30 7 6
Gx
30 6 9
Gx
3070
Gx
I 580 Gx
I 581 Gx
30 6 7
Gx
30 7 8
Gx
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
45 . 0
45 . 1
45 . 1
45.2
45 . 2
45 . 4
45 . 4
45.6
45 . 6
45 . 7
45 . 8
45 . 9
46 . 0
46 . 1
46 . 3
46 . 3
46 . 3
46 . 4
46 . 5
46 . 8
46.8
46 . 9
47 . 1
47 . 2
47 . 3
47 . 6
47 . 7
47.8
47 . 8
47 . 9
48 . 6
48 . 7
48 . 7
48.8
49.0
49 . 1
49 . 1
49 . 2
49 . 2
49.2
49.3
49.3
49 . 4
49 . 4
49 . 4
49.5
49 . 6
49.7
49.7
49 . 7
49 . 8
49 . 8
49 . 9
49 . 9
50.0
50 . 0
50 . 0
50 . 0
50.1
50 . 1
50 . 2
50 . 2
50 . 2
50 . 4
50 . 5
50 . 5
50.6
50.9
51 . 0
51 . 1
51.3
51 . 4
51 . 5
51 . 8
51 . 8
52.1
52.5
52 . 5
52 . 5
52 . 7
53 . 0
53.1
53 . 2
53 . 3
53 . 4
53 . 5
+29
+68
+27
- 50
+27
+68
- 18
+0 4
- 31
- 14
- 14
- 00
+03
- 03
+05
- 30
+03
+03
- 21
+22
+2 2
+05
+33
+22
+67
- 06
- 32
+7 2
+15
+72
+33
+44
- 08
- 56
+4 4
+44
- 02
+44
+44
- 04
+4 4
- 62
+01
- 32
- 32
- 21
+44
+3 2
+1 2
+00
+34
- 05
+00
- 19
+1 2
- 00
- 32
- 32
+3 3
+12
+44
- 12
- 73
+72
+12
+12
+4 4
+2 8
+33
+15
- 32
- 27
+10
- 06
+15
+2 9
+0 2
+15
+15
- 33
+19
+1 6
- 18
- 27
+00
- 12
27
36
16
26
15
36
23
56
11
20
22
16
08
58
43
26
03
04
36
01
01
43
30
06
55
26
50
58
51
58
25
05
03
25
03
08
50
07
08
44
01
41
08
51
51
45
05
13
42
37
42
09
37
10
44
14
53
53
34
49
18
14
55
17
46
49
20
33
33
44
45
02
55
49
46
14
09
46
50
44
26
41
39
19
42
30
m
s
d
r
d
v
s
r
s
s
s
u
m
v
s
s
v
v
r
r
r
x
z
r
s
r
c
s
u
r
s
s
r
s
r
r
r
r
r
r
r
A
r
c
c
r
r
s
r
r
r
r
s
r
r
z
c
c
r
s
r
r
s
s
s
d
r
s
s
u
s
r
m
r
z
s
s
m
m
d
r
s
r
r
r
r
Leo
UMa
Leo
Ve l
Leo
UMa
Hya
Se x
Ant
Hya
Hya
Sex
Sex
Sex
Sex
Ant
Sex
Sex
Hya
Leo
Le o
Sex
LMi
Leo
UMa
Sex
Ant
Dr a
Leo
Dra
LMi
UMa
Sex
Ve l
UM a
UMa
Sex
UMa
UMa
Se x
UM a
Ca r
Sex
Ant
Ant
Hy a
UMa
Le o
Le o
Sex
LMi
Sex
Sex
Hya
Le o
Sex
Ant
Ant
LM i
Leo
UMa
Hya
Car
UMa
Leo
Leo
UM a
Le o
LMi
Leo
An t
Hya
Leo
Sex
Leo
Le o
Se x
Leo
Leo
Ant
Leo
Le o
Hya
Ant
Sex
Hya
0.9
1.5
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
53 . 6
53 . 7
53 . 8
54 . 3
54 . 4
54 . 5
54 . 5
54.5
54 . 6
54 . 6
54 . 6
54 . 8
54 . 8
55 . 0
55 . 1
55 . 2
55 . 2
55.3
55.6
55 . 6
55 . 6
55 . 7
55 . 8
56 . 0
56 . 0
56 . 1
56.2
56 . 2
56 . 3
56 . 4
56 . 4
56.6
56 . 6
57 . 1
57 . 3
57 . 5
57 . 6
57 . 7
57 . 9
58.0
58 . 0
58 . 2
58 . 4
58 . 4
- 12
+01
- 27
- 10
- 06
- 18
- 25
- 28
- 01
- 06
+37
+09
+37
+16
+11
- 33
- 33
+0 4
+6 9
+16
- 06
+72
+69
+37
+34
+10
+5 9
+75
+10
+16
+27
+0 1
- 14
- 32
+34
+33
- 19
- 18
+10
+1 0
+10
+15
+32
- 26
31
35
17
22
58
38
42
18
18
51
24
16
41
28
02
08
13
16
04
26
22
12
41
09
02
30
18
52
29
51
14
26
09
15
01
37
21
11
27
22
27
56
22
56
m
s
r
r
m
s
s
s
r
a
u
r
z
r
z
s
c
s
s
r
r
s
s
z
z
u
s
s
u
r
u
r
d
c
m
s
r
r
r
r
m
u
s
s
Hya
Sex
Ant
Sex
Sex
Hya
Hya
An t
Sex
Sex
LMi
Leo
LMi
Leo
Leo
Ant
Ant
Se x
UM a
Leo
Sex
UMa
UMa
LMi
LMi
Leo
UM a
Dra
Leo
Leo
Leo
Se x
Hya
Ant
LMi
LMi
Hya
Hya
Leo
Le o
Leo
Leo
Leo
Hya
1.2
4.8
0.9
1.4
8.1
4.1
1.6
1.5
0.4
1.5
1.3
3.1
1.1
1.9
4.9
1.5
1.4
1.7
5.9
3.0
5.
3.1
3.1
1.2
3.1
3.0
3.0
3.2
3.2
4.3
2.2
2.2
1.7
1.5
2.6
0.2
2.5
1.3
0.3
0.4
3.7
0.5
2.1
3.9
2.0
1.1
2.8
1.6
2.2
25 . 7
4.7
11.2
0.7
2.0
2.0
1.3
0.7
1.9
0.5
0.7
0.6
1.1
2.5
1.9
1 5 . p F, R , b M
1 4 . p F, p L , R, vg l b M , st n
F, S , R , v l b M
C l , S , l R i , i F , st 1 2 . . . 1 5
F, S , R , g l b M , r
cF , S , lE , n f 2 9 5 9
1 3 . p F, R , g b M , D * f
1 4 . p e F , S , i F , se v v F st in v
1 1 . p ! vF , v L , vg v s b M N 4 " , 19 s . 5 d
11.9
cF , S , R, bM , s t e l l a r , p of 2
12.6
cF , S , R, bM , s t e l l a r , f of 2
1 5 . p F, S , d i f , * 1 0 ne a r
1 5 . p pF , d i f
vF , p L , E ns , g b M
12.8
F, p S , lE 90 d e g
1 3 . p F, S , R , * 1 2 a t t 32 0 d e g
pB , S , di f , gb M
pB , p L , E pf
1 4 . p vF , S , *9 f 1'
1 4 . p eF , p 2 9 9 1
1 4 . p F , vS , b M , sp o f 2
eF , n e b ?
1 6 . p F, v S , R, di f , r
1 4 . p F, S , R , b M , n f o f 2
10.2
B, v L , mE 15 2 d e g , s t in v
1 5 . p eF , S , iR , l b M , r
eF , v S , c E 1 4 0 d e g , bM , s u s p
1 4 . p v F , v S , R, bM
1 5 . p F, S , d i f
1 5 . p eF , * 1 3 n r
11.7
! cB , L , v m E 9 0 d e g
1 3 . p pF , p L , E 51 d e g , b M N , r
pF , p S , R
8 . 8 C l , p L , pR i , iF , s t 1 1 . . . 1 2
16. p eeF, vS
vF , S , iR , r
1 4 . p eF , v S , * 1 1 np 3'
eF , s u s p e c t e d
1 6 . p vF , p S , E nn p s s f
14. p eF, pL, p of 2
15. p vF, S, stel l a r
C l , c L , lC
1 4 . p F, v S , al m s t e l l a r
pB , p S , e E , *7 np , n p of 2
ee F , pS , m E , b e t 2 s t , s f o f 2 ;
1 5 . p e F , v S , R, *9 s
1 5 . p pF , S , E, *1 3 - 1 4 p 1 '
14. p eeF, eS, stel l a r
13. p vF, S, R, p of 2
1 4 . p vF , v S , b M
1 5 . p vF , p L , R , c o m
1 4 . p F, R , v g l b M , f of 2
1 3 . p pF , p L , i R , lb M , di f
F, S , R , l b M
1 5 . p e F , f of 2
1 5 . p vF , v S , R , b M
ee F , eS , R , D* nr s f , sp of 2 ;
ee F , eS , 3 F s t n r f , nf of 2
1 5 . p p F , p S , R, bM , 3 0 2 1 f
1 3 . p eF , p S , l E 0 d e g , r
1 4 . p pF , R , bM , r , p o f 2
1 5 . p eF , v S , R , b M
1 2 . p F, L , i R , gl b M , S * i n v
10.5
vB , c L , R , p s m b M , * in v f
1 4 . p eF , p L , E , r
vF , s u s p e c t e d , 2' f r o m 3 0 2 4
1 4 . p F , ps b M , r r , f o f 2
13. p eeF, pS, lE, v diff i c
1 3 . p pB , p S , v l E , m b M , * 1 0 , 1 4 0 d e g
1 5 . p F, p L , E p f , g b M
13. p pB, pS, R
1 4 . p F, p S , R, lb M
1 5 . p vF , d i f , v l b M
1 3 . p pF , p L , R , s e v vF s t i n v
1 6 . p pF , S , R, gb M
11.9
F , S, sb M * 1 2 , b e t 2 B st
14. p vF, S, iR
1 5 . p pB , S , R, N = 1 2 . 5
1 5 . p F, S , R , g b M
ee F , S, R , s u s p
1 4 . p vF , v S , b M , r
11.5
g l o b . cl . , F , L , R, vg l b M , rr ,
1 4 . p vF , p S , R , l b M , s p o f 2
pF , R , sp of 2
1 4 . p pB , S , vl E , gb M
1 5 . p eF , p L , D or b i N , p o s 21 0 d e g ,
= I C 25 1 1
= IC 2514
2 B st s p
dist
20";
1 5 . p eF , v S , R , v S * cl o s e
12.0
vF , v L , v m E 12 2 d e g
1 4 . p pF , S , R, gb M , nf o f 2
vF , p S , v l E , g b M N
1 5 . p pB , S , R, mb M , * 12 s
1 3 . p F, p L , R, gl b M , n f o f 2
1 2 . p pB , L , ir r o b l o n g
1 3 . p p B , S , R , v g m b M , * 1 1 at t 2 0 4 d e g
1 4 . p vF , S , R
F, S , R , g b M
1 5 . p F, c S , E n s , r , b i N ?
1 3 . p vF , v S , F * v n r
1 5 . p F, S , R , g b M
1 5 . p eF
1 5 . p vF , v S , R
1 3 . p vF , c L , R , * 8 n , su s p
vF , v S , c E 2 0 d e g , s u s p
12.1
F , pL , v l E , v g b M , rr , * 7 f 9 2 s
6 . 9 ! e B , eL , E 1 5 6 d e g , gs v m b M B N ; = M8 1
1 3 . p vF , S , vl E , gb M
1 4 . p eF , v S , E 45 d e g
1 2 . p vF , v L , l E , r
8. 4 vB , v L , v m E (r a y ) ; = M 8 2
1 6 . p F, S , R , l b M
1 6 . p F, v S , R, di f
1 4 . p F, v S , iF , F * n
1 4 . p c F , p S , lE , v g b M , *1 0 n 7 '
1 4 . p vF , p L , r
1 5 . p F, v S , R, lb M
1 4 . p vF , c S , v l E , e r
1 4 . p F, v S , R, gb M N , r
1 5 . p v F , v S , al m s t e l l a r
pF , p S , R
vF , S , R, *7 . 5 nf
1 5 . p F, S , d i f
1 5 . p F, v S , R, st e l l
1 3 . p vF , p S , l E , gl b M
1 4 . p eF , S , R
1 5 . p vF , v S ; = IC 5 8 0
1 3 . p p B , p S , R, gm b M N , am 3 st
1 5 . p pF , v S , i F
1 5 . p pB , S , di f , N = 1 3 i n v
11.7
pB , p L , E 10 6 d e g , g b M , * 9 , 7 4 d e g , 4 '
11.1
pB , S , R, mb M
=
I2 5 2 5
30 6 8
30 7 1
30 8 2
30 7 5
30 8 4
I 58 2
I 58 3
I 58 4
I2 5 2 8
30 8 7
30 8 1
I2 5 2 9
30 8 5
30 8 9
30 7 4
I 58 5
30 8 0
30 8 3
I 58 6
I2 5 3 1
30 9 5
I2 5 2 7
I2 5 3 2
30 8 6
30 9 1
I2 5 3 3
30 9 0
30 9 6
31 0 0
31 0 3
31 0 5
30 7 3
30 9 2
30 9 3
30 8 8
30 9 4
I2 5 3 0
I2 5 3 4
30 6 3
31 0 1
30 6 5
30 7 9
30 6 6
I 58 8
30 9 8
31 0 8
30 9 9
31 1 4
I 58 7
31 0 9
30 7 7
31 0 7
I2 5 3 6
31 4 9
31 0 4
31 0 6
I2 5 3 7
I2 5 3 8
31 1 2
31 1 0
30 9 7
I2 5 3 9
31 1 3
I 58 9
I2 5 3 5
31 0 2
31 1 5
31 2 0
30 5 7
31 3 6
I2 5 4 1
31 2 8
I 59 0
31 1 1
31 1 7
31 2 7
31 2 2
31 1 6
31 1 9
31 2 5
I2 5 4 5
31 2 4
31 2 1
I2 5 4 0
31 2 3
31 3 2
I2 5 4 6
31 3 3
31 1 8
I 59 1
I 59 2
I2 5 4 2
I2 5 4 8
31 2 6
31 3 0
I 59 3
31 2 9
I2 5 4 3
I2 5 4 4
I 59 4
31 3 1
I2 5 5 4
31 3 8
31 3 7
31 4 1
I2 5 5 3
31 3 4
31 4 0
31 9 5
I 59 5
31 3 9
31 4 2
31 4 3
I2 5 4 7
31 4 5
I 59 7
I2 5 4 9
I2 5 5 0
I 59 6
I2 5 5 1
I2 5 5 2
31 3 5
31 4 6
I2 5 5 5
31 5 7
I2 5 5 6
31 5 6
31 5 3
31 5 4
I 59 8
114
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
9
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
58 . 4
58 . 5
58 . 9
58 . 9
59 . 0
59 . 0
59 . 0
59 . 1
59 . 1
59 . 1
59 . 2
59 . 5
59 . 5
59 . 6
59 . 6
59 . 7
59 . 7
59 . 9
59 . 9
59 . 9
59 . 9
00 . 1
00 . 1
00 . 1
00 . 2
00 . 2
00 . 5
00 . 6
00 . 7
00 . 7
00 . 7
00 . 8
00 . 9
00 . 9
01 . 0
01 . 1
01 . 5
01 . 5
01 . 5
01 . 6
01 . 7
01 . 9
02 . 0
02 . 2
02 . 2
02 . 3
02 . 6
02 . 7
02 . 7
03 . 0
03 . 1
03 . 3
03 . 3
03 . 5
03 . 8
03 . 9
03 . 9
03 . 9
03 . 9
04 . 0
04 . 1
04 . 3
04 . 3
04 . 4
04 . 4
04 . 5
04 . 6
05 . 2
05 . 4
05 . 6
05 . 8
05 . 8
05 . 9
05 . 9
06 . 2
06 . 2
06 . 3
06 . 5
06 . 6
06 . 6
06 . 6
06 . 6
06 . 7
06 . 8
06 . 9
07 . 0
07 . 0
07 . 1
07 . 2
07 . 3
07 . 5
07 . 9
07 . 9
07 . 9
08 . 2
08 . 2
08 . 3
08 . 4
08 . 4
08 . 4
08 . 6
08 . 7
08 . 9
09 . 1
09 . 2
09 . 3
09 . 3
09 . 5
09 . 5
09 . 5
09 . 7
10 . 1
10 . 1
10 . 1
10 . 1
10 . 2
10 . 2
10 . 2
10 . 4
10 . 6
10 . 7
10 . 8
10 . 9
11 . 2
11 . 7
11 . 8
12 . 6
12 . 7
12 . 9
13 . 1
13 . 1
+3 7
+2 8
+3 1
- 30
+1 4
- 27
+1 7
+1 7
+1 0
- 27
- 34
- 22
- 22
- 19
- 28
+3 5
+1 3
+1 3
- 02
- 06
- 29
- 31
+3 8
- 34
- 02
- 19
- 31
- 02
- 19
- 31
- 31
- 54
+5 5
- 03
- 02
+2 2
+1 5
+3 7
- 34
+7 2
- 02
+7 2
+5 5
+7 2
+0 3
+2 4
- 31
+3 2
- 60
- 02
- 26
+6 8
+1 3
- 33
- 80
+4 0
+3 1
- 27
- 34
- 20
- 06
+6 0
- 31
- 28
- 05
+3 8
+6 0
- 07
- 34
+8 0
- 67
- 17
- 16
+0 0
+4 7
+0 2
- 16
- 06
+3 1
+1 4
- 29
- 33
- 19
+1 4
+3 1
+0 0
- 40
- 33
- 11
+3 3
+1 2
- 02
+3 4
- 35
+3 1
+0 9
- 02
+1 8
+3 7
+3 3
- 00
+1 8
- 67
- 11
- 29
- 16
- 62
+1 2
- 16
- 80
+1 1
- 11
- 08
- 12
+3 6
- 12
- 06
+3 6
+2 7
+1 0
+2 4
- 34
+4 5
- 20
- 31
- 31
- 34
+0 3
+1 2
+1 7
+4 3
06
53
37
20
25
08
49
50
22
08
13
50
50
29
20
24
02
03
52
55
37
33
10
14
58
38
15
57
39
40
40
46
37
00
57
24
47
12
07
08
59
10
41
07
03
43
41
42
07
24
09
44
38
57
25
45
11
34
48
46
28
08
22
27
41
03
07
43
13
17
23
27
07
38
16
54
07
32
06
19
56
51
13
23
28
04
26
15
57
02
16
30
10
14
52
59
32
25
50
21
40
15
02
58
04
38
37
20
37
52
00
47
29
35
31
26
54
28
57
02
25
51
58
52
39
38
44
08
40
03
14
z
r
r
r
r
r
u
u
m
c
s
s
c
r
s
s
n
r
r
m
c
s
z
c
r
s
c
r
r
s
D
s
s
r
r
r
r
z
c
r
r
s
s
s
u
s
r
r
s
F
s
s
d
c
c
s
r
s
c
r
r
r
c
s
d
m
r
s
r
s
s
m
r
u
r
r
r
r
r
r
s
d
s
r
m
r
s
d
r
r
s
u
d
c
r
r
u
r
z
z
u
r
c
r
t
r
s
r
s
s
z
r
r
s
d
s
d
d
u
m
u
c
r
r
c
A
c
s
s
r
d
LM i
Le o
Le o
An t
Le o
An t
Le o
Le o
Le o
An t
An t
Hy a
Hy a
Hy a
An t
LM i
Le o
Le o
Se x
Se x
An t
An t
LM i
An t
Se x
Hy a
An t
Se x
Hy a
An t
An t
Ve l
UM a
Se x
Se x
Le o
Le o
LM i
An t
UM a
Se x
UM a
UM a
UM a
Se x
Le o
An t
LM i
Ca r
Se x
Hy a
UM a
Le o
An t
Ch a
LM i
LM i
An t
An t
Hy a
Se x
UM a
An t
An t
Se x
LM i
UM a
Se x
An t
Dr a
Ca r
Hy a
Hy a
Se x
UM a
Se x
Hy a
Se x
LM i
Le o
An t
An t
Hy a
Le o
LM i
Se x
Ve l
An t
Hy a
LM i
Le o
Se x
LM i
An t
LM i
Le o
Se x
Le o
LM i
LM i
Se x
Le o
Ca r
Hy a
An t
Hy a
Ca r
Le o
Hy a
Ch a
Le o
Hy a
Se x
Hy a
LM i
Hy a
Se x
LM i
LM i
Le o
Le o
An t
UM a
Hy a
An t
An t
An t
Se x
Le o
Le o
UM a
1. 1
1. 0
0. 3
2. 0
1. 9
2. 2
2. 3
1. 9
2. 5
0. 2
0. 4
6. 3
3. 2
16 .
15 .
15 .
14 .
14 .
14 .
15 .
15 .
15 .
p
p
p
p
p
p
p
p
p
13 . p
12 . p
14 .
13 .
15 .
15 .
14 .
14 .
15 .
p
p
p
p
p
p
p
13 . p
15 . p
1. 8
2. 2
1. 7
2. 8
2.
1. 5
14 . p
13 . p
14 . p
15 . p
13 . p
9. 7
13 .
14 .
15 .
15 .
13 .
15 .
p
p
p
p
p
p
2. 8
2. 0
7. 6
1. 2
1. 1
2. 6
35 .
14 . 5
4. 6
1. 9
2. 1
3. 2
2. 7
1. 6
15 .
12 . 0
10 . 6
12 . 9
15 .
12 . 0
13 .
15 .
4. 2
p
p
p
p
10 . p
9. 9
13 . p
13 . p
14 . p
12 . 2
13 . p
1. 7
3. 2
0. 7
8. 3
2. 5
2. 5
1. 2
1. 1
1. 5
3. 2
14 . p
14 . p
14 . p
9. 2
14 .
11 . 0
14 .
14 .
14 .
14 .
14 .
14 .
p
p
p
p
p
p
p
15 . p
15 . p
13 . p
0. 8
12 . p
14 . p
15 . p
0. 8
8. p
1. 4
1. 0
14 . p
14 . p
14 . p
2. 4
0. 8
1. 1
13 . p
14 . p
14 . p
16 .
15 .
15 .
14 .
p
p
p
p
2. 7
15 . p
6. 8
0. 2
13 . p
1. 4
0. 6
14 . p
0. 9
15 .
15 .
14 .
14 .
p
p
p
p
3. 3
12 . p
1. 1
0. 8
1. 3
1. 8
15 . p
15 . p
15 . p
14 . p
13 . p
2. 4
2. 1
2. 1
2. 3
13 . p
13 . p
14 . p
F, S, R, gb M
ee F , eS , st e l l a r (? )
ne b *1 3
vF , S, R, D* at t
vv F , *1 4 at t , *1 1 f
vF , S, R, *1 3 at t sf
pB , S, iF , gb m
F, vS , gb M
eF , S, R, di f , 30 7 0 p
ee F , eS , R, v di f f i c , eF D* s; = 30 8 4
pB , S, R, pm b M , be t 2 st
vF , cS , lb M , tr i a n g l e S st np ; = IC 25 2 9
ee F , eS , eF * at t ; = 30 8 1
vF , S, mE 90 d e g
pF , pS , R, vS st in v
vF , pL , iR , vg v l b M
*1 3 in eF , S ne b
vF
eF , S, E
F, vS , mo t t l e d
ee F , pS , cE , 4 st n, nf , D* np
F, L, E, vg v l b M
F, vS , R, N
cB , S, st e l l N
eF , S, iR
pB , pS , iR , bM , p of 2
cB , S, R
vF , vS
eF , R, lb M , f of 2
pB , pS , R, gp m b M
eF , pL , R; = 31 0 0
Cl , C, lE , st 13 . . . 1 6
vF , S, vg l b M
eF , S
eF , vS
vF , S
F, bM , *9 0' . 5 sf
F, vS , st e l l
cB , S, R
F, pS , R
eF
pF , vS , R, bM , *1 1 nr
vB , L, mE 13 5 d e g
vF , vS , vg l b M
F, S, R, mo t t l e d
pB , S, E 85 d e g , ps b M N
F, S, R, gl b M
eF , S
Cl , eL , lC , B, st 9. . . 1 4
F, pL , R
cF , vL , vm E 82 d e g , lb M
cB , cL , mb M , R wi t h ra y
pF , pL , iR , *8 , 14 8 d e g , 11 2 "
F, S, E 50 d e g , cb M
F, S, lE , vl b M , *1 5 in v
eF , pL , E, vF * in v
F, S, R, sb M
ee F , L, cE
vF , vS , R, cb M
eF , eS , R; ne b ?
F, vS , iR , r
ne b * ? 2' np 31 0 2
cF , vS , cE 30 d e g , vm b M
eF , L, tr i a n g l e 2 st 8m
vF , vS , bi N ?
pB , pS , E 11 0 d e g , gb M , r
vF , vS , R, bM , *1 1 , 14 2 d e g
vB , L, vm E 46 d e g , vg s m b M E N
F, pS , R, gb M
eF , pL , vl b M , 2 S st s
pB , pS , R, gb M , *1 3 n
F, eE 5d e g , vm b M
eF , pL , mE 17 0 d e g , lb M
F, di f ; ne b D* ?
pB , S, R, sm b M *1 2
vF , vS , R, S* in v
eF , pL , mE 45 d e g
F, S, lE , er
ne b *1 3
vF
cF , S, R, vg b M
eF , eS , cE 25 d e g , 2 st
F, pL , R, lb M , D* s
pF , pL , gl b M , *9 . 5 np
F, vS , R, gb M N
ne b , no de s c r i p t i o n
!! PN , vB , vL , lE *9 M, 4s d
vF , vS , R, be t 2 st
eF , vS , R
S gr o u p of vF st in vF ne b
pF , S, R
F, S, R, di f
F, pS , gl b M
eF , vS , R, bM , di f
F, S, lE , N = *1 5
eF , S, ps b M , *5 sf
F, S, R, gb M
eF , cS , vl E , r
F, S, R, N, r
F, S, di f
F, S, R, gb M , r
pB , pS , pm E , gb M
cF , S, cE 10 d e g , N, sp i r
eF , vS , R, 1s t of 2
vF , S, lE
eF , S, R, 2n d of 2
PN , st e l l a r
vF , di s c
eF , pS , R, sb M N , 1s t of 2
! PN , pB , S, lE , 13 s d, 3 S st nr
F, vS , R, lb M
eF , vS , R, 2n d of 2
F, R
F, S
F, S, R, di f
F, pL , mE , vg s l b M , la m b d a Hy a np
F, vS , R
F, S, R, gv l b M
F, cS , R, di f
F, S, di f
F, vS , R, st e l l
cB , S, R, bM
F, S, R, gb M
eF , S, R, gb M
eF , vS , eE 45 d e g , cb M ; = 31 5 7
vF , pS , E, *8 - 9 sp
eF , S, st e l l N
F, cS , R, ps b M , *9 - 10 sf 2'
eF , pL , vl E , r, st in v
F, S, R, lb M
vF , vS , R, bM , al m st e l l
I 5 9 9 G x 1 0 13 . 3
3148
Gx 1 0 1 3 . 4
31 5 0
G x 1 0 13 . 4
3151
Gx 1 0 1 3 . 5
3162
Gx 1 0 1 3 . 5
3165
Gx 1 0 1 3 . 5
3152
Gx 1 0 1 3 . 6
31 5 8
G x 1 0 13 . 8
3166
Gx 1 0 1 3 . 8
31 5 9
G x 1 0 13 . 9
3160
Gx 1 0 1 3 . 9
3161
Gx 1 0 1 4 . 0
31 6 3
G x 1 0 14 . 1
3169
Gx 1 0 1 4 . 2
3
3197
Gx 1 0 1 4 . 4
3173
Gx 1 0 1 4 . 5
31 6 7
- 1 0 14 . 6
31 7 5
G x 1 0 14 . 7
I255 8
G x 1 0 14 . 7
I255 9
G x 1 0 14 . 8
3164
Gx 1 0 1 5 . 2
31 7 6
- 1 0 15 . 3
31 4 4
G x 1 0 15 . 5
31 7 1
G x 1 0 15 . 6
31 7 0
- 1 0 16 . 1
31 7 8
G x 1 0 16 . 1
I255 7
G x 1 0 16 . 1
I256 0
G x 1 0 16 . 3
3168
Gx 1 0 1 6 . 4
31 7 7
G x 1 0 16 . 6
31 4 7
G x 1 0 16 . 9
3199
Nb 1 0 1 7 . 1
I 6 0 0 G x 1 0 17 . 2
3155
Gx 1 0 1 7 . 6
31 8 5
G x 1 0 17 . 6
3186
Gx 1 0 1 7 . 6
3201
Gb 1 0 1 7 . 6
31 8 7
G x 1 0 17 . 8
3211
Pl 1 0 1 7 . 8
31 7 9
G x 1 0 18 . 0
31 8 0
- 1 0 18 . 1
31 9 0
G x 1 0 18 . 1
31 8 1
- 1 0 18 . 2
31 8 9
G x 1 0 18 . 2
I 6 0 1 G x 1 0 18 . 2
31 8 4
G x 1 0 18 . 3
I 6 0 2 G x 1 0 18 . 3
31 9 3
G x 1 0 18 . 4
32 0 0
G x 1 0 18 . 6
3196
Gx 1 0 1 8 . 8
I256 2
G x 1 0 18 . 8
I256 3
G x 1 0 18 . 9
3192
Gx 1 0 1 9 . 0
31 9 1
G x 1 0 19 . 1
I256 1
G x 1 0 19 . 1
I 6 0 3 G x 1 0 19 . 4
31 8 2
G x 1 0 19 . 5
3203
Gx 1 0 1 9 . 6
3188
Gx 1 0 1 9 . 7
32 0 8
G x 1 0 19 . 7
31 9 8
G x 1 0 19 . 9
32 0 4
G x 1 0 20 . 2
32 0 2
G x 1 0 20 . 5
32 0 9
G x 1 0 20 . 6
31 7 4
- 1 0 20 . 8
32 0 5
G x 1 0 20 . 8
32 0 7
G x 1 0 21 . 0
32 1 3
G x 1 0 21 . 3
I256 5
G x 1 0 21 . 3
3217
- 10 21.4
I256 4
1 0 21 . 4
3223
Gx 1 0 2 1 . 6
3224
Gx 1 0 2 1 . 6
I257 0
G x 1 0 21 . 6
I257 1
G x 1 0 21 . 6
32 1 6
G x 1 0 21 . 7
31 8 3
G x 1 0 21 . 8
32 0 6
G x 1 0 21 . 8
3228
OC 1 0 2 1 . 8
32 3 3
G x 1 0 22 . 0
I256 7
G x 1 0 22 . 0
32 2 1
G x 1 0 22 . 3
I 6 0 5 G x 1 0 22 . 4
I256 6
G x 1 0 22 . 4
I256 8
1 0 22 . 5
3222
Gx 1 0 2 2 . 6
3219
Gx 1 0 2 2 . 7
I256 9
1 0 22 . 9
31 9 4
- 1 0 23 . 0
32 1 4
G x 1 0 23 . 1
32 2 6
G x 1 0 23 . 4
32 2 9
D * 1 0 23 . 4
32 2 7
G x 1 0 23 . 5
I 6 0 6 G x 1 0 23 . 5
I257 3
G x 1 0 23 . 5
32 2 0
G x 1 0 23 . 7
32 3 0
G x 1 0 23 . 7
I 604
1 0 23 . 8
I 6 0 7 G x 1 0 24 . 2
32 3 2
G x 1 0 24 . 3
32 4 1
G x 1 0 24 . 3
I 6 0 8 G x 1 0 24 . 3
32 4 0
G x 1 0 24 . 5
3242
Pl 1 0 2 4 . 8
3234
10 24.9
3235
Gx 1 0 2 4 . 9
I257 2
G x 1 0 25 . 0
3225
Gx 1 0 2 5 . 1
32 3 9
G x 1 0 25 . 1
I257 5
1 0 25 . 4
32 4 4
G x 1 0 25 . 5
I 6 0 9 G x 1 0 25 . 5
32 3 7
G x 1 0 25 . 8
3247 C+N 10 25.9
I257 6
1 0 26 . 0
32 4 9
G x 1 0 26 . 3
3243
Gx 1 0 2 6 . 4
3218
- 10 26.5
3250
Gx 1 0 2 6 . 5
3255
OC 1 0 2 6 . 5
I 6 1 0 G x 1 0 26 . 5
I 6 1 1 G x 1 0 26 . 5
32 3 1
- 1 0 26 . 7
32 3 8
G x 1 0 26 . 7
3246
Gx 1 0 2 6 . 7
3236
Gx 1 0 2 6 . 8
I 6 1 4 G x 1 0 26 . 9
I 6 1 2 G x 1 0 27 . 1
I 6 1 3 G x 1 0 27 . 1
3210
Gx 1 0 2 7 . 2
- 05
+5 0
+38
+3 8
+2 2
+0 3
+3 8
+38
+0 3
+38
+3 8
+3 8
+38
+0 3
38
28
41
37
44
23
50
46
26
39
52
39
39
28
m
r
r
s
s
s
v
s
s
s
r
v
s
s
Sex
UM a
LMi
LM i
Le o
Se x
LM i
LMi
Se x
LMi
LM i
LM i
LMi
Se x
+7 7
- 27
+29
- 28
- 34
- 34
+5 6
- 19
+74
- 20
+46
- 15
+38
- 33
+6 0
+21
+73
- 57
- 03
+7 4
+21
+0 6
- 46
+21
- 62
+41
+41
+21
+41
+21
+07
+41
+07
+21
- 17
+2 7
+16
- 32
+4 6
+46
+34
- 05
+58
- 26
+5 7
- 25
+45
+27
+43
+25
+75
+42
+42
+19
+27
+1 0
+36
- 34
- 34
- 33
- 34
+23
+74
+56
- 51
- 22
+24
+21
+01
+36
+36
+1 9
+3 8
+24
+74
+57
+19
+00
+19
+10
- 35
+57
+12
+57
+16
+28
- 32
- 06
- 21
- 18
+2 7
+2 8
+28
+5 8
+17
- 32
- 39
- 02
+39
- 57
- 32
- 34
- 02
+7 4
- 39
- 60
+20
+20
+66
+57
+0 3
+6 1
- 03
+11
+11
+7 9
49
41
36
52
20
04
41
01
13
39
36
47
05
34
14
07
24
55
30
21
41
57
25
52
40
06
25
50
24
50
02
25
03
54
59
40
08
36
27
28
40
39
12
42
25
51
33
49
01
29
09
57
58
39
56
53
27
16
42
37
16
54
10
56
43
16
39
34
12
36
38
53
34
36
47
02
54
04
52
58
27
02
33
02
45
01
29
02
47
38
01
01
06
09
10
39
50
13
39
56
55
58
38
39
57
40
14
14
48
14
52
16
27
03
01
51
r
r
r
s
c
c
r
r
s
F
r
r
m
c
r
s
s
s
t
r
s
r
s
s
s
r
r
s
r
u
m
s
v
s
s
r
m
c
A
s
u
m
s
s
s
s
s
r
s
r
r
r
r
s
v
r
d
s
r
c
c
r
s
s
s
r
m
s
u
m
d
s
r
d
r
s
s
A
s
m
c
s
r
d
u
r
s
m
r
s
D
r
u
s
s
d
v
u
r
s
d
r
r
r
s
s
v
x
r
s
s
r
m
m
m
a
Dr a
An t
LMi
Ant
Ant
Ant
UM a
Hya
Dra
Hya
UMa
Hya
LMi
Ant
UM a
Leo
Dra
Ca r
Sex
Dr a
Leo
Le o
Ve l
Leo
Ca r
UMa
UMa
Leo
UMa
Leo
Leo
UMa
Leo
Leo
Hya
Le o
Leo
Ant
UM a
UMa
LMi
Sex
UMa
Hy a
UM a
Hya
UMa
Leo
UMa
Leo
Dra
UMa
UMa
Leo
LMi
Le o
LMi
An t
An t
Ant
Ant
Leo
Dra
UMa
Ve l
Hya
Leo
Leo
Sex
LMi
LMi
Le o
LM i
Leo
Dra
UMa
Leo
Sex
Leo
Leo
Ant
UMa
Leo
UMa
Leo
LMi
Ant
Sex
Hya
Hy a
Le o
LM i
LMi
UM a
Leo
Ant
Ant
Sex
UMa
Ca r
Ant
Ant
Se x
Dr a
An t
Ca r
Leo
Leo
UMa
UMa
Se x
UM a
Sex
Leo
Leo
Dr a
1.0
1.0
3.1
1.6
1.0
2.3
5.2
1.3
1.0
1.4
4.8
4.8
1.6
1.8
1.4
0.3
4.1
1.7
4.0
22 .
2.3
2.3
18 . 2
3.3
0.2
4.6
4.5
0.6
6.9
1.1
2.8
4.8
0.6
1.6
0.8
1.1
0.4
2.3
3.0
1.1
1.9
8.3
1.4
1.2
4.1
1.3
4.3
2.5
3.0
18 .
0.7
3.3
0.7
0.7
1.3
1.0
2.8
5.6
0.4
1.5
1.6
1.5
1.5
0.7
20 . 8
1.0
2.3
5.2
1.9
1.6
7.
3.2
2.
2.1
1.6
2.3
0.7
0.3
0.3
14.
16.
15.
15.
11.6
15.
p
p
p
p
pF ,
*7
vF ,
vF,
pF,
p vF,
eF,
11.8
cB ,
10.6
B,
13.4
vF ,
15. p vF,
vF,
13.1
F,
10.5
B,
S , vl b M
in ph o t o s p h e r e 2' or
S
vS
c L , R, vg l b M , r, S*
m E 0 d e g , 1 s t of 3
v S , iR , e F * cl o s e s p
cS, R, psbM , r
pS , R , p s m b M , 2 n d of
vS, stel l a r
v S , lE
vS
S, R, gbM
pL , v l E , p g m b M , * 1 1 ,
3' d
inv
3
78de g
, 80",
3 r d of
14. p vF, vS (pla c e ? ? )
14. p eF, S, R, 2 B st f
F, S ; v S C l of vF s t ?
11.3
cB , L , mE 51 d e g , v g l b M
cF , v S , c E 1 0 d e g , c b M
eF , S , lE 10 d e g , c b M
14. p eF, S, R, vglb M
eF , p S , i R ; ne b ?
1 4 . p vF , S , R, *1 3 a t t f
eF , S , R, gb M
F, S , R
1 3 . p pB , p L , g p m b M
1 5 . p vF , v S , R
eF , p S , a m 4 s t
1 4 . p F , ps b M , s t e l l a r , *7 - 8 np 5'
12.3
cF , S , R, ps b M
10.7
vB , L , R, vg v s v m b M
! v B , vL , f a l c a t e , D * i n v
F, p S , R, gb M
14. p vF, S, R
12.2
pF , p L , g m b M
1 5 . p p F , v S , gb M , se v F s t n r
6 . 8 g l o b . cl . , v L , iR , l C M , s t 13 . . . 1 6
13.1
vF , E
1 2 . p p l a n = * 1 0 , R , a m 15 0 s t
1 4 . p S, R , b M N , i n l i n e w i t h 2 s t
vF , E , co n n e c t e d wi t h 31 8 4
11.0
B, p S , E, ps b M N
vF , E , co n n e c t e d wi t h 31 8 4
1 2 . p vv F , mE , p a r a l l e l t o 3 1 9 0
1 5 . p vF , v S , d i f , s b M
9. 8 pB , v L , R , v g b M
pB , S , E n s
10.9
B, S , v l E , p s l b M , * 9 . 5 3 5 4 d e g , 80 "
1 2 . p pB , E 1 6 0 d e g , bM N
15. p eeF, pS, lE
1 5 . p F, S , g b M , d i f
eF , v S , e E 1 1 0 d e g , eF * s
eF, vS; = 3191
1 4 . p F, S , R , b M
1 5 . p F, S , E 2 0 0 d e g , gb M
1 4 . p F, v S , R, N = 1 3 . 5
1 3 . p cB , c L , i R , vg b M
1 3 . p p B , S , c E , gb M
15. p vF, pL, r
1 4 . p eF , p L , i R , gb M
10.4
pB , v L , m E 4 5 d e g , v g b M
1 5 . p eF , p L , g b M
1 4 . p cF , S , R, vg b M , 1 s t of 3
1 4 . p F, S , R , h a s a *
cF , S , st e l l a r , S * f n r ; = 31 4 4 ?
1 4 . p cF , S , R, vg b M , 2 n d of 3
1 4 . p cF , S , R, st e l l a r , 3 r d o f 3
1 4 . p vF , v S , R , r
F, v S , R, st e l l
v F di s c
F, S , R , g b M s t e l l N
1 2 . p p B , v L , vl E , ps l b M N ; = IC 25 7 1
v F , p S , R, vg m b M
eF , e S , m E 1 5 0 d e g , 3 st sf
vF , c S , R , m b M , * 9 f 9 s ; = 3 2 2 3
1 5 . p vF , p S , R , b M
1 3 . p F, p L , E, lb M
1 2 . p pB , c L , E , v g l b M
6 . 0 C l , 9 L an d a f e w S s t
1 4 . p eF , p L , i F , st e l l N
1 6 . p F, v S , R, r
1 4 . p eF , m E , r a y
1 4 . p f, S , R , g b M
1 5 . p F, S , R , g b M , r
F, S , R , N , r
12.8
F , lb M , rr ; b i N ?
15. p eF, S, R, lbM
R, v S , R, st e l l
vF , v S ; = 31 5 5 ?
1 5 . p cB , v S , R , s b M , 5 ' p 3 2 2 0
11.4
pB , c L , R , D w i t h 3 2 2 7 , p o s 1 5 9 d e g , 13 8 "
F
10.8
pB , c L , R , D w i t h 3 2 2 6
1 5 . p vF , v S , R , d i f
eF , v S , e E 0 d e g
1 4 . p pF , c L , E 92 d e g , * 9 f 9 ' . 5
1 4 . p pF , p S , s b M *1 4 , *9 - 10 s 19 "
ee F , vS , v m E ( s e v e F s t i n li n e ? )
1 5 . p ee F , pS , R , v d i f f i c , * s p
1 5 . p eF , * 1 1 p 15 0 " , l s , p of 2
12.7
F, p m E , g l b M , * 1 1 n p
1 5 . p F, S , R
1 4 . p eF , S , R, * nr
9 . p ! P N , v B , lE 1 4 7 d e g , 45 " d , b l u e
p B , p S , R, ps b M
1 4 . p F , S, f of 2
1 6 . p pF , S , iF
1 3 . p c F , p L , lE , v g b M
1 2 . p vF , * 9 in v n r M
eF , v S , R
vF , * 1 1 n 90 "
1 4 . p F, p L , R
1 4 . p vF , v S , R , p g b M
7 . 6 s t in v i n n e b
F, S , R
eF , p L , R , v g v l b M
1 4 . p v F , S , l E , be t 2 s t
c B , c L , er (p l a c e ? ? )
11.0
p B , p L , R, vg p s b M , * 1 3 , 4 5 d e g
11.0
C l , p S , vC , s t 1 5
ee F , pS , c E , e di f f i c ; = IC 6 1 1
eF , S , lE
Cl , c L , P , l C , st 1 0 . . . 1 2
1 4 . p F, S , R , p s l b M
1 3 . p e F , S , R , 2 s t t r i a n g l e , * 6 , 3 0 0 d e g , 8'
1 5 . p e F , v S , ps b M , 2 st 1 1 - 1 2 f
1 5 . p vF , d i f
1 5 . p F, v S , di f , vl b M
1 5 . p F, v S , R
s t e l l a r , 1 s t of 3 in li n e , 1 ' a p a r t
32 4 5
Gx
I 61 5 Gx
I2 5 7 8
Gx
I2 5 8 1
OC
32 4 8
Gx
32 5 6
Gx
I2 5 7 7
Gx
32 1 2
Gx
I2 5 8 0
Gx
I2 5 7 4
Gx
32 5 3
Gx
32 5 7
Gx
32 5 8
Gx
32 1 5
Gx
32 6 1
Gx
32 6 0
Gx
32 6 2
Gx
I2 5 8 2
Gx
32 5 1
Gx
32 5 4
Gx
32 6 3
Gx
I2 5 7 9
32 6 7
Gx
I2 5 8 4
Gx
32 6 8
Gx
32 6 9
Gx
I2 5 8 5
Gx
32 7 1
Gx
32 7 3
Gx
32 7 5
Gx
I2 5 8 6
Gx
I2 5 8 7
Gx
32 6 5
Gx
32 7 6
Gx
I2 5 8 3
Gx
32 7 0
Gx
32 7 8
Gx
I2 5 8 8
Gx
32 8 1
Gx
I2 5 8 9
32 7 2
Gx
32 7 4
Gx
32 8 2
Gx
32 6 4
Gx
32 5 9
Gx
32 8 0
Gx
32 9 5
Gx
32 9 6
Gx
I 61 6 Gx
I 61 7 Gx
I 61 8
32 7 7
Gx
32 8 3
32 6 6
Gx
I 62 1 Gx
I 61 9
I 62 0 Gx
32 8 5
Gx
32 8 9
Gx
I2 5 9 6
Gx
32 5 2
Gx
32 7 9
Gx
I 62 2 Gx
32 8 7
Gx
32 9 0
Gx
I2 5 9 2
Gx
33 6 6
Gx
32 9 7
I 62 3 Gx
32 9 2
Gx
32 9 3 C+ N
33 0 2
Gx
32 8 4
*
32 9 1
Gx
I2 5 9 4
Gx
32 8 6
Gx
32 9 4
Gx
33 0 5
Gx
33 0 7
Gx
I 62 4 Gx
I2 5 9 0
Gx
I2 5 9 3
32 8 8
Gx
32 9 9
Gx
33 0 8
Gx
I 62 5
33 0 0
Gx
33 0 9
Gx
I2 5 9 1
Gx
33 1 1
Gx
33 0 1
Gx
37 6 0
33 0 1
33 1 2
Gx
I 62 6 Gx
I 62 9 Gx
33 0 3
Gx
32 9 8
Gx
33 0 6
Gx
33 1 4
Gx
33 1 5
33 1 8
Gx
33 2 4 C+ N
I 62 7 Gx
33 1 7
Gx
I2 5 9 9
33 1 3
Gx
33 0 4
Gx
33 1 6
Gx
I 62 8 Gx
I2 5 9 5
I2 5 9 7
Gx
I 63 0 Gx
33 3 0
OC
33 1 0
Gx
33 2 1
Gx
33 2 2
33 3 1
Gx
I 63 1
33 1 9
Gx
I 63 2 Gx
33 2 5
Gx
I 63 3 Gx
33 2 6
Gx
33 2 0
Gx
33 3 5
Gx
33 2 3
Gx
33 2 8
I2 5 9 8
Gx
33 3 3
Gx
33 2 7
Gx
115
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
27 . 3
27 . 3
27 . 4
27 . 4
27 . 8
27 . 8
28 . 0
28 . 1
28 . 3
28 . 4
28 . 5
28 . 8
28 . 9
29 . 0
29 . 0
29 . 1
29 . 2
29 . 2
29 . 3
29 . 3
29 . 3
29 . 3
29 . 8
29 . 9
30 . 0
30 . 0
30 . 4
30 . 5
30 . 5
30 . 9
31 . 0
31 . 0
31 . 1
31 . 1
31 . 2
31 . 5
31 . 6
31 . 8
31 . 9
32 . 1
32 . 2
32 . 3
32 . 3
32 . 4
32 . 6
32 . 6
32 . 7
32 . 7
32 . 8
32 . 8
32 . 8
32 . 9
32 . 9
33 . 3
33 . 3
33 . 5
33 . 5
33 . 6
34 . 2
34 . 2
34 . 4
34 . 6
34 . 6
34 . 8
35 . 1
35 . 1
35 . 2
35 . 4
35 . 4
35 . 6
35 . 8
35 . 8
36 . 0
36 . 1
36 . 1
36 . 3
36 . 3
36 . 3
36 . 3
36 . 3
36 . 3
36 . 3
36 . 4
36 . 4
36 . 4
36 . 5
36 . 6
36 . 6
36 . 6
36 . 7
36 . 9
36 . 9
+2 8
+1 1
- 33
- 57
+2 2
- 43
+3 2
+7 9
- 31
+6 8
+1 2
- 35
- 35
+7 9
- 44
- 35
- 44
- 30
+2 6
+2 9
- 44
+2 6
- 35
- 34
- 35
- 35
- 35
- 35
- 35
- 36
- 28
- 34
+2 8
- 39
+2 6
+2 4
- 39
- 30
- 34
- 24
+2 8
+2 7
- 22
+5 6
+6 5
- 12
- 12
- 12
+1 5
- 12
- 12
+2 8
- 46
+6 4
+0 2
+1 2
+1 1
- 27
- 35
- 73
+7 3
+1 1
+1 1
+2 1
- 17
- 43
- 43
- 12
+0 3
- 06
- 58
- 32
+5 8
+3 7
- 24
+5 8
+3 7
- 27
- 27
- 08
+2 6
- 12
+5 8
+1 2
- 27
- 23
+1 4
- 27
+3 5
- 27
+2 1
+2 1
30
05
53
38
50
54
46
47
31
25
42
40
36
46
39
36
10
21
05
30
08
07
19
55
20
13
22
22
37
44
43
34
48
57
03
51
57
23
51
03
27
40
18
05
03
39
38
43
52
38
44
31
05
45
40
33
53
27
20
14
46
12
11
39
16
42
41
42
33
11
14
22
32
15
19
37
20
10
32
21
58
43
33
42
26
55
10
31
02
32
53
53
s
u
c
s
r
s
m
r
c
s
s
s
s
r
s
s
v
c
r
s
v
x
s
c
s
s
c
s
s
s
c
c
s
r
m
r
r
c
s
d
r
s
r
s
s
r
D
r
u
m
d
s
r
s
z
d
z
s
s
c
s
r
u
s
s
c
r
r
u
r
s
r
r
h
c
r
s
s
s
v
u
d
s
s
s
d
s
s
u
s
s
D
LM i
Le o
An t
Ca r
Le o
Ve l
LM i
Dr a
An t
UM a
Le o
An t
An t
Dr a
Ve l
An t
Ve l
An t
Le o
LM i
Ve l
Le o
An t
An t
An t
An t
An t
An t
An t
An t
Hy a
An t
LM i
An t
Le o
Le o
An t
An t
An t
Hy a
LM i
Le o
Hy a
UM a
UM a
Hy a
Hy a
Hy a
Le o
Hy a
Hy a
LM i
Ve l
UM a
Se x
Le o
Le o
Hy a
An t
Ca r
Dr a
Le o
Le o
Le o
Hy a
Ve l
Ve l
Hy a
Se x
Se x
Ca r
An t
UM a
LM i
Hy a
UM a
LM i
Hy a
Hy a
Se x
Le o
Hy a
UM a
Le o
Hy a
Hy a
Le o
Hy a
LM i
Hy a
Le o
Le o
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
37 . 0
37 . 0
37 . 0
37 . 1
37 . 2
37 . 2
37 . 2
37 . 3
37 . 3
37 . 3
37 . 3
37 . 4
37 . 4
37 . 5
37 . 6
37 . 6
37 . 6
37 . 6
37 . 8
38 . 5
38 . 6
38 . 7
38 . 8
38 . 8
39 . 0
39 . 0
39 . 2
39 . 2
39 . 3
39 . 4
39 . 5
39 . 6
39 . 6
39 . 7
39 . 7
39 . 7
39 . 9
40 . 0
- 27
- 07
- 27
+1 8
+5 0
+1 2
- 27
- 27
- 41
- 58
- 03
- 27
- 58
- 25
+3 7
- 27
+0 5
- 11
- 27
- 07
- 54
+5 3
- 11
- 11
- 23
- 07
+4 1
- 00
- 00
- 00
+0 5
+4 7
- 23
+2 5
+0 9
+2 6
- 36
+2 4
34
01
34
08
06
39
41
46
38
38
22
29
37
19
27
36
35
07
05
10
09
30
39
39
49
03
41
25
13
24
06
24
56
19
13
44
03
05
s
m
c
s
r
s
s
A
s
s
m
m
d
r
s
s
u
d
c
m
s
s
t
D
D
d
s
u
r
u
r
s
r
r
D
z
v
r
Hy a
Se x
Hy a
Le o
UM a
Le o
Hy a
Hy a
Ve l
Ca r
Se x
Hy a
Ca r
Hy a
LM i
Hy a
Se x
Se x
Hy a
Se x
Ve l
UM a
Hy a
Hy a
Hy a
Se x
UM a
Se x
Se x
Se x
Se x
UM a
Hy a
LM i
Le o
LM i
An t
LM i
3. 2
1. 4
1. 4
8.
3. 5
0. 5
2. 1
12 . 3
1. 4
1. 1
1. 8
4. 1
1. 3
1. 2
1. 5
5. 1
3. 6
2. 4
1. 5
2. 0
3. 1
2. 7
2. 3
2. 3
2. 8
1. 6
2. 4
1. 2
0. 3
1. 5
3. 3
2. 2
3. 4
2. 3
1. 1
0. 1
2. 0
1. 7
2. 5
2. 2
1. 4
2. 1
2. 9
2. 2
1. 4
1. 9
1. 1
40 .
1. 0
2. 2
3. 3
1. 0
3. 3
1. 1
1. 2
2. 1
2. 0
2. 1
1. 9
1. 5
2. 5
3. 6
3. 6
3. 0
3. 0
1. 5
2. 0
2. 6
16 .
0. 4
0. 6
1. 7
1. 2
1. 0
3. 0
7.
3. 6
2. 7
6. 8
1. 0
0. 6
2. 2
10 . 8
vB , pL , E 0d e g , sm b M E N
15 . p vF , S, R
eF , vS , eE 13 5 d e g
4. 3 Cl , ar o u n d *5 . 4 m
14 . p pB , S, R, ps b M
11 . 3
cB , S, R, gm b M
15 . p F, cS , r, *1 2 nr
14 . p vF , S, 2n d of 3
cB , S, bM
10 . 6
vF , vL , iF
14 . p vF , pS , R
vF , vS , R, ps b M , 1s t of 4
11 . 7
cF , S, R, ps l b M , 2n d of 4
14 . p vF , S, 3r d of 3
12 . p F, S, R, am st
vv F , vS , R, ps l b M , 3r d of 4
eF , S, R
bM , in d i s t i n c t (c o r n e r of pl a t e )
14 . p vF , pL , 3 B st sp ; = IC 25 7 9
11 . 5
cB , L, mE 45 d e g , ps m b M N
F, S, mE 28 0 d e g , ps b M
pB , pL , E 26 0 d e g , bM ; = 32 5 1 ?
13 . p eF , vS , R, 1s t of 4
cB , bM
11 . 8
F, S, R, 2n d of 4
13 . p F, S, R, bM , 3r d of 4
cB , bM ; = 32 7 1
11 . 7
pF , S, E, pm b M , 4t h of 4
13 . p vF , vS , R, ps l b M , 4t h of 4
12 . p F, L, vl E , ps l b M
pF , vS , R, 4 st nr sp
cB , bM
14 . p pF , S, R, ps b M , * sf
F, S, *8 p
15 . p F, vS , R, st e l l
14 . p cF , vS , E, gl b M
F, S, R, D* nf
ee F , pL , R, D* nr sf
11 . 7
eF , pL , E, gl b M
ee F , eS , v di f f i c , *1 3 sf , *9 p 1'
F, vS , iR , 32 7 7 nf
12 . 8
F, pL , R, gl b M , D* f
14 . p eF * in eF , vS ne b , be t 2 st
13 . p eF , be t 2 S st
13 . p F, S, R, gb M
16 . p F, bi N
eF , pL , bM , D or st in v ; = 32 8 0
eF , pS , R, bM
15 . p F, pS , R
16 . p vF , vS , R, bM
F, S, E pf , lb M
11 . 7
cB , cS , R, pg m b M
pF , S, R, gb M
14 . p cF , vS , R, ps m b M *
15 . p F, S, R
ee F , S, R, 3 F st f
15 . p vF , vS
13 . p pB , S, lE , gb M , 1s t of 9
eF , vS , R
eF , pS , bM
14 . p eF , pS , mE , r
14 . p F, mE
14 . p vF , pS , E, * 9s
13 . p F, pL , D* p 24 s , s 4'
14 . p eF , S, lE 0d e g , gb M , B* n 6'
F, pL , cE 15 d e g , sp i r ? ; = 33 6 6
F, E, gb M , *6 - 7 vn r
eF , S, iR
15 . p F, S, R
14 . p vF , vS , lE
4. 7 Cl , B, Ri , pL
14 . p eF , S, R
eF , vS
14 . p *1 3 in v in vF ne b
eF , pS , R, be t 2 wi d e D st
14 . p vF , pS , R, ps l b M
11 . 7
cB , L, mE 13 5 d e g , gl b M
14 . p vF , S, R, 2n d of 9
16 . p ee F , 3r d of 9
F, vS , R
15 . p F, S, R, gb M , *1 2 cl o s e
eF , cS ; *?
15 . p eF , cS , R, vg l b M
13 . p eF , cL , R, vg b M , r
12 . 2
F, S, R, 4t h of 9
eF , pL , E 11 0 d e g , di f
13 . p cF , cS , R, pm b M , r, am B st
11 . 9
B, L, R, p of Dn e b , 5t h of 9
14 . p F, cS , E 20 0 d e g
11 . 6
B, L, R, f of Dn e b , 6t h of 9
11 . 4
cB , S, lE 53 d e g , ps b M , r
B, pS , mb M N = *1 3 , *1 1 p 4s , s 17 5 " ;
12 . p cF , E, gb M , 7t h of 9; = IC 62 9
14 . p F, S, R, r
vF , vS st in v , Cl ? ; = 33 1 2
15 . p vF , vS , vl E , gl b M , r
15 . p vF , pS , iE
14 . p F, S, R
14 . p 8t h of 9 ne b
vF , pL , iR , gv l b M , * 1' np ; = 33 1 4
12 . p cF , pL , pm E , lb M
6. 7 pB , vv L , iF , D* in v
14 . p F, S, r
14 . p ne b * , 5' n of 33 1 6
*8 . 5 in ne b , 33 2 4 f 6s , 6' s
13 . p eF , pS , iR , gb M N , *1 5 s 3"
14 . p vF , cS , ps b M , er
15 . p F, S, R, bM , 9t h of 9
15 . p vF , vS , iF
cB , eS , R, al m st e l l
pB , pS , D* nr p
13 . p F, eS , st e l l a r , *9 . 5 sp 1' . 5
7. 4 Cl , P, st 9. . .
10 . 9
cB , pL , R, vg , vs m b M N 15 "
eF , pS , mE 16 0 d e g , * np en d
F, iF , * p; = 33 2 1
14 . p vF , S, vl E 0d e g
vF , vS , di f
11 . 3
cF , L, iE , mb , s of M
15 . p F, S, R, gb M
14 . p F, vS , vS * in v
14 . p vF , vS , R, SN
14 . p vF , eS , st e l l a r
13 . p F, pS , mE , *1 0 nf
14 . p vF , S, iR , gb M
14 . p vF , vS , R, lb M
vS Cl , no t ne b s
15 . p F, S, R, N, r
eF , vS , mE , *1 5 at t
14 . p vF , S, R, gb M , vS * at t
=
3336
3332
I 634
33 3 4
I 635
3337
I 636
33 3 8
3339
33 4 0
34 3 6
I 637
3341
3342
33 4 7
33 5 4
I260 2
33 4 4
33 5 5
33 4 5
33 5 8
3346
33 4 9
3372
I 638
33 5 1
33 5 6
33 5 2
3360
33 5 0
33 5 7
33 6 1
3329
33 6 2
33 6 3
33 5 3
I 639
33 4 3
3365
3359
33 6 7
33 7 8
33 6 9
I260 0
33 6 8
I 640
3371
33 7 5
33 7 0
I260 1
3348
33 7 3
33 8 3
33 7 6
33 7 7
33 7 9
I 641
33 7 4
3390
34 5 0
I 642
3380
33 8 5
33 8 6
33 8 7
33 8 4
33 8 8
3393
33 8 1
I260 3
3364
33 8 2
3389
3391
33 9 9
I 643
I260 4
3405
33 9 5
I260 5
33 9 6
3402
34 2 0
34 0 9
I 645
34 0 4
34 1 1
I260 6
I260 7
I260 8
I260 9
34 0 1
3394
I 647
I 650
3400
34 2 1
34 1 2
34 2 9
I 649
33 9 2
34 1 7
I 648
I 651
I 652
3422
34 2 3
34 3 1
34 1 3
34 1 4
34 1 8
34 1 9
34 2 5
34 2 7
34 2 8
33 9 8
I 644
34 2 6
I 646
3415
3416
34 0 6
3424
3410
34 3 4
34 3 3
3446
3408
3430
I 653
I261 0
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
*
Gx
Gx
OC
Gx
D*
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
?
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
40.3
40.4
40 . 9
41 . 4
41 . 7
41.8
41 . 9
42 . 1
42.2
42 . 3
42 . 4
42 . 4
42.6
42.7
42 . 8
43 . 1
43 . 2
43 . 5
43 . 5
43 . 6
43 . 6
43.7
43 . 8
43.8
43 . 8
44 . 0
44 . 2
44 . 3
44.3
44 . 4
44 . 4
44 . 4
44.7
44 . 8
45 . 3
45 . 4
45 . 9
46 . 1
46.3
46.6
46 . 6
46 . 6
46 . 7
46 . 7
46 . 8
46 . 8
47.0
47 . 0
47 . 1
47 . 1
47.2
47 . 2
47 . 3
47 . 4
47 . 7
47 . 8
47 . 8
47 . 9
48.1
48 . 1
48 . 1
48.2
48 . 2
48 . 2
48 . 2
48 . 3
48 . 3
48.3
48 . 4
48 . 4
48.5
48 . 5
48.5
48.9
49 . 4
49 . 4
49 . 4
49.7
49 . 8
49 . 8
49 . 9
50.0
50 . 1
50 . 2
50 . 2
50 . 3
50 . 3
50 . 3
50 . 3
50 . 3
50 . 3
50 . 4
50.6
50 . 6
50 . 7
50.8
50 . 8
50 . 9
50 . 9
50 . 9
51 . 0
51 . 0
51 . 0
51 . 0
51 . 0
51.1
51 . 2
51 . 2
51 . 3
51 . 3
51 . 3
51 . 3
51 . 4
51 . 4
51 . 4
51 . 5
51 . 5
51 . 6
51 . 6
51.7
51.7
51 . 8
51.8
51.9
52 . 0
52 . 1
52.1
52.2
52.2
52 . 2
52 . 2
- 27
+0 9
+05
+37
+15
+0 4
+04
+13
- 00
- 00
+07
+15
+0 5
+0 9
- 36
- 36
- 64
+24
- 23
+11
- 36
+1 4
+06
- 59
+15
+11
+06
+22
- 11
+30
+14
- 11
+7 6
+06
+22
+55
+16
+73
+0 1
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+13
- 40
- 25
+72
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- 09
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+72
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+06
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- 31
- 20
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- 12
- 17
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- 06
- 12
- 12
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- 12
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- 12
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46
11
59
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39
59
20
45
22
23
56
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26
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59
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27
28
27
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29
17
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24
50
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46
59
07
57
34
18
17
23
23
28
28
43
46
02
54
01
48
09
09
26
57
33
04
r
r
u
r
u
r
u
s
A
A
r
z
r
r
s
s
s
s
r
r
s
s
r
s
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r
r
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r
s
D
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m
s
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s
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r
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s
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r
r
s
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s
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r
r
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d
r
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r
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r
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Hy a
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Sex
1.3
LMi
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1.3
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1.1
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5.5
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Leo
Leo
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Ant
4.4
Ant
Car 50.
LMi
6.9
Hya
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Ant
3.8
Le o
2.8
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Ca r 1 2 0 .
Leo
Leo
7.4
Leo
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Se x
LMi
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1.9
Sex
Dr a
2.1
Leo
Leo
UMa
1.5
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0.7
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1.6
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4.7
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6.8
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2.3
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0.4
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7.1
LMi
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3.1
UMa
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2.2
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4.4
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4.5
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4.0
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2.7
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1.6
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1.9
Sex
Sex
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5.9
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2.4
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1.9
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2.7
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1.4
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1.9
LMi
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2.8
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2.6
Hya
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0.7
LMi
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3.6
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0.6
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0.8
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Sex
3.9
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LMi
2.4
LMi
3.6
LMi
1.2
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1.1
Leo
Leo
Leo
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1.3
UMa
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UMa
UM a
2.4
UM a
UMa
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13.
13.
15.
14.
15.
15.
15.
10.8
p
p
p
p
p
p
p
13. p
15. p
15. p
13. p
14. p
1. 9
10.0
13. p
12. p
15. p
15. p
9. 7
13. p
14. p
15. p
15. p
13.
13.
14.
12.7
15.
15.
13.
10.5
11.5
p
p
p
p
p
p
15. p
16. p
9. 2
13. p
12. p
15. p
11.2
13. p
14. p
10.2
9. 3
14.
12.2
14.
14.
14.
13.
15.
15.
10.0
p
p
p
p
p
p
p
13. p
13. p
14. p
11.8
13. p
14. p
15. p
14. p
12.1
12.2
14. p
15. p
14.
13.
15.
15.
p
p
p
p
13. p
14. p
14. p
10.6
15.
15.
15.
15.
15.
11.2
14.
13.
10.8
14.
13.
14.
14.
14.
p
p
p
p
p
p
p
p
p
p
p
p
14. p
13.
15.
13.
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12.
p
p
p
p
p
p
p
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11.5
14. p
v F , p L , lE , g l b M
vF, S, lE 130d e g
vF , S , r
cF , v S , R , b M
F, S , R , g b M
e F , v S , al m s t e l l a r
vF , v S , r
F, c L , E, vg b M , * 7 p 1 0 s
eF, stel l a r
F, S , R
eS
F, v S , in li n e w 3 s t
vF, vS
eF, eS
pF , S , mE 0d e g +/ - , v s v m b M , 1 s t o f 3
F, S , v l E , p s b M , 2n d o f 3
Cl , c o , i n c l t h e t a C a r
cB , L , gb M , * i n v , 2 s t f
ne b , no d e s c r i p t i o n
ee F ( i f a n y t h i n g )
cF , v S , v l E , v S * at t , 3r d o f 3
c F , v L , R, vg v l b M , e r
eF , v S
! g r e a t ne b , et a C a r
F, v S , R
B, L , R , p g m b M N ; = M 9 5
vF , p S , R , b M , *9 s 15 0 " +/ pB , S , R, bM N
vF, R, pair with 3361
eF , v S , 2 st 9 - 10 s
F, S , m b M
mE 1 6 0 d e g , br i g h t e r t h a n 3 3 6 0
p B , S , l E , ps m b M
vF , p S , R , l b M , r
F, p S , iR , l b M , r
F, c S , R, pg b M , * s 90 "
eF , S , mE ns , * 1 0 n f 5 '
pF , S , R, gb M
eF, L, eE 159d e g , vgvl b M
p B , L , E 0 d e g , gl b M
pB , c L , i R , vg l b M , r , 1s t o f 3
cF , S , R, gl b M
eF , v S , R
eF , S , v d i f
vB , v L , l E , vs v m b M , r; = M9 6
vF , p S , E , D ?
e F , R , 2 n d of 3
F, S , R , g m b M
cB , p L , v l E , g b M , r
eF , p S , s e v eF st i n v
B , S, il E , ps b M , * 1 1 28 2 d e g , 2 1 s
F, R , 3 r d of 3
F, p L , iR , g l b M
vF , S
vB , c L , l E , sv m b M B N
vB , c L , R , p s b M , r; = M1 0 5
vS , p S , d i f
vF , c S , i R
F , S, pm E 0 d e g
vF , L , R, vg l b M , r
vF , p S , l E , 2 s t f
p B , p S , R, sb M
vF , S , R, s of 2
vF , S , lE , b M , n of 2
eF , e S
vB , L , R, ps m b M , 2n d o f 3
F, R
F , S, R, p s b M , 2 s t 1 0 f
pF , c L , i R , vg l b M , 1 s t o f 3
vF , p L , b i N or D pf , b f
v F , L , R , v g b M , r, D * s f
F, S , i R ; S Cl ?
F , L, E pf , v g l b M , 3 r d of 3
F , S, R, b e t 2 s t , n r
F, v S
pF , S , E n s , l b M
F, c S , di f
F , eS , a l m st e l l , cl o s e t o S *
cB , p S , i l E , 1 s t of 2
eF , S , 0' . 3 ss p 3 3 9 5
pB , p S , i l E , 2 n d of 2
F, R
eF , v S , R , p g b M N , * 8 . 5 s 6'
eF , S , E 2 0 0 d e g , 2 vF s t i n v
F, S , R
pB , v L , E pf ; = I C 2 6 0 9 ?
F, S , R , l b M
F, S , E n s , di f
vF , v S , v l b M , d i f f i c
F, v S , R, *1 4 a t t
vf , S , bM ; = 3 4 0 4
eF ( n o t v e r i f i e d )
c F , S , l E , vg b M
eF , v S , d i f , 3 4 1 1 p
pF , v S , R
pF, S, R, bM
F, R
B, S , l E 1 3 5 d e g + / - , sm b M N
pF , R
F, S , l b M , * 1 0 . 5 sp
vF , S , ps b M , s t n r
eF , v S , a l m st e l l
eF , v S , v F * in v , di f f i c
pB , p S , g b M , r
F, v S , R, bM
F , R, on l y su s p
F, v L , R, vg b M , r r
eF , S , E 1 3 0 d e g , g b M
F, S
B, p L , R, mb M
cF , S , R, bM
F, v S , R, al m s t e l l , S * v n r
eF , e S , R
ne b , no d e s c r
vF , S , lE , g l b M
vF , S , E, er
ee F , pS , l E , B * s f , sp o f 2
pF , S , R, D* n
ee F , pS , R , nf of 2
p B , S , v l E , s t e l l , 3 S st nr
e F (F * ? ) , n o f 3 4 1 5
pB , R , pg b M
p F , p L , lE , s p o f 3
F , pS , d i f , 2 ' s f 34 0 6
F, p S , R, vg l b M
vF , v L , R , v g b M
C l , p L , P, lC , i F , s t 9 . . . 1 3
v F , c S , R, 2 pB st s
p B , L , i E , gb M , 2n d o f 3
F, S , R , d i f
vF , S , lb M , * 2 5 " p
34 0 7
Gx 10 52 . 3
34 3 8
Gx 10 52 . 4
34 3 9
Gx 10 52 . 4
34 3 2
Gx 10 52 . 5
34 4 1
Gx 10 52 . 5
34 3 7
Gx 10 52 . 6
I2 6 1 1
* 10 52 . 7
34 4 9
Gx 10 52 . 9
34 4 3
Gx 10 53 . 0
34 4 4
Gx 10 53 . 0
34 4 2
Gx 10 53 . 1
34 4 7
Gx 10 53 . 4
I2 6 1 2
Gx 10 53 . 6
34 5 3
Gx 10 53 . 7
34 0 3
Gx 10 53 . 9
34 4 0
Gx 10 53 . 9
I 65 4
10 53 . 9
34 5 2
Gx 10 54 . 1
34 5 6
Gx 10 54 . 1
33 9 7
- 10 54 . 2
I2 6 1 3
10 54 . 3
34 5 1
Gx 10 54 . 4
I 65 5 Nb 10 54 . 4
34 5 4
Gx 10 54 . 5
34 5 5
Gx 10 54 . 5
34 4 5
Gx 10 54 . 6
34 4 8
Gx 10 54 . 7
34 5 7
Gx 10 54 . 7
34 5 9
Gx 10 54 . 7
34 6 4
Gx 10 54 . 7
34 3 5
Gx 10 54 . 8
34 6 0
10 54 . 8
34 6 1
Gx 10 54 . 9
34 6 3
Gx 10 55 . 1
I 65 6 OC 10 55 . 1
34 6 2
Gx 10 55 . 3
34 5 8
Gx 10 56 . 0
34 6 6
Gx 10 56 . 3
34 6 7
Gx 10 56 . 7
34 6 9
Gx 10 56 . 9
34 7 2
- 10 57 . 3
34 6 8
Gx 10 57 . 4
I 65 7
10 57 . 9
34 7 3
Gx 10 58 . 0
34 7 4
Gx 10 58 . 1
34 7 6
Gx 10 58 . 1
I 65 9
10 58 . 1
34 7 7
Gx 10 58 . 2
34 7 5
Gx 10 58 . 3
I 65 8 Gx 10 58 . 3
I 66 0 Gx 10 58 . 5
34 8 2
Gx 10 58 . 6
34 7 0
Gx 10 58 . 7
34 7 9
Gx 10 58 . 9
34 8 0
- 10 58 . 9
I 66 1 Gx 10 58 . 9
34 8 3
Gx 10 59 . 0
34 7 1
Gx 10 59 . 1
34 6 5
Gx 10 59 . 3
I 66 2 Gx 10 59 . 4
34 7 8
Gx 10 59 . 5
34 8 1
Gx 10 59 . 5
34 9 6
OC 10 59 . 8
34 9 0
Gx 10 59 . 9
34 8 5
Gx 11 00 . 0
34 8 9
Gx 11 00 . 3
I2 6 2 1
Pl 11 00 . 3
34 8 6
Gx 11 00 . 4
I 66 5
11 00 . 5
34 9 1
Gx 11 00 . 6
I 66 3 Gx 11 00 . 6
34 8 7
Gx 11 00 . 7
I 66 4 Gx 11 00 . 7
34 9 2
Gx 11 00 . 9
34 9 4
- 11 01 . 2
34 9 5
Gx 11 01 . 3
35 0 3
Nb 11 01 . 3
I 66 6 Gx 11 01 . 3
34 8 8
Gx 11 01 . 4
34 9 7
- 11 01 . 4
34 9 3
Gx 11 01 . 5
I2 6 1 4
11 01 . 6
35 0 0
Gx 11 01 . 7
34 9 8 ** * 11 01 . 9
I2 6 1 5
11 02 . 0
I2 6 1 8
11 02 . 0
35 0 2
Gx 11 02 . 1
I2 6 1 6
Gx 11 02 . 2
I2 6 1 7
Gx 11 02 . 2
I2 6 1 9
Gx 11 02 . 2
I2 6 2 0
Gx 11 02 . 3
35 0 5
- 11 02 . 7
35 2 3
Gx 11 02 . 8
35 0 1
Gx 11 02 . 9
35 0 8
Gx 11 02 . 9
34 8 4
- 11 03 . 0
34 9 9
Gx 11 03 . 2
35 0 4
Gx 11 03 . 2
35 0 6
Gx 11 03 . 2
35 1 1
Gx 11 03 . 4
35 0 7
Gx 11 03 . 5
I2 6 2 2
11 03 . 5
35 1 0
Gx 11 03 . 7
35 1 3
Gx 11 03 . 8
I2 6 2 3
11 03 . 8
35 1 4
Gx 11 03 . 9
35 1 2
Gx 11 04 . 0
35 1 9
- 11 04 . 0
35 1 8
Gx 11 04 . 3
35 0 9
Gx 11 04 . 4
35 1 5
Gx 11 04 . 6
35 2 0 As t 11 05 . 5
35 1 7
Gx 11 05 . 6
35 2 1
Gx 11 05 . 8
35 2 5
- 11 06 . 4
35 3 2
OC 11 06 . 4
35 2 4
Gx 11 06 . 5
I 66 7 Gx 11 06 . 5
35 2 2
Gx 11 06 . 6
I 66 8 Gx 11 06 . 6
35 1 6
Gx 11 06 . 8
35 3 1
11 06 . 9
35 2 6
Gx 11 07 . 0
35 3 3
Gx 11 07 . 2
35 2 7
Gx 11 07 . 3
35 2 8
Gx 11 07 . 3
35 2 9
Gx 11 07 . 3
I 66 9 Gx 11 07 . 3
I2 6 2 4
Gx 11 07 . 3
I2 6 2 5
Gx 11 07 . 3
I 67 0 Gx 11 07 . 4
116
+6 1
+1 0
+0 8
+3 6
+0 7
+2 2
+1 0
- 32
+1 7
+1 0
+3 3
+1 6
+3 2
- 21
+7 3
+5 7
- 11
- 11
- 16
+7 7
+3 2
+2 7
- 00
+1 7
+1 7
+5 6
+5 4
+1 7
- 17
- 21
+6 1
+1 7
+1 7
- 26
+1 7
+0 7
+5 7
+0 9
+0 9
- 14
- 19
+4 0
- 04
+1 7
+1 7
+0 9
- 06
+0 9
+2 4
+0 8
+0 1
- 46
+5 9
- 14
+0 9
+0 1
- 28
+6 1
+7 5
+0 1
+4 6
- 07
- 60
+0 9
+1 4
+1 3
- 65
+2 8
- 13
+1 2
+1 0
+1 7
+1 0
+1 0
+0 3
+0 3
- 59
+1 0
+5 7
- 19
+2 7
+3 8
+7 5
+1 4
+3 7
+2 7
- 14
+3 8
+3 8
+3 7
+3 8
- 15
+7 5
+1 7
- 16
+7 5
+5 6
+2 7
+1 1
- 23
+1 8
- 16
+2 8
- 23
- 20
- 18
+2 8
- 61
- 06
+0 4
+2 8
- 17
+5 6
- 00
- 19
- 58
+1 1
+1 5
+2 0
+1 5
+7 2
+0 7
+0 7
- 37
+2 8
- 19
- 19
+0 6
- 19
- 19
+0 6
23
34
34
37
14
56
07
56
34
13
55
46
46
47
41
07
44
24
02
17
58
14
22
21
17
59
19
37
04
04
18
36
39
07
36
42
07
45
46
18
38
57
54
07
05
17
16
13
14
15
23
35
31
58
21
40
28
32
12
36
07
31
20
22
50
54
15
58
52
10
27
35
33
30
43
38
51
29
41
28
44
48
13
23
56
46
08
46
39
57
30
29
08
59
18
49
13
58
05
05
08
14
53
15
06
49
02
22
28
50
14
56
31
02
27
40
24
05
04
02
34
10
10
10
32
28
33
18
28
33
43
s
r
r
s
r
s
x
s
s
v
s
s
x
r
s
s
d
r
s
r
x
r
x
s
s
s
s
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r
s
r
A
r
r
x
r
s
s
r
r
r
r
d
r
r
r
d
r
r
m
z
c
s
r
r
z
r
s
r
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s
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s
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d
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m
r
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s
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s
s
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s
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r
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s
D
r
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c
c
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UM a
Le o
Le o
LM i
Le o
Le o
Le o
An t
Le o
Le o
LM i
Le o
LM i
Hy a
Dr a
UM a
Cr t
Cr t
Cr t
Dr a
LM i
LM i
Le o
Le o
Le o
UM a
UM a
Le o
Cr t
Hy a
UM a
Le o
Le o
Hy a
Le o
Le o
UM a
Le o
Le o
Cr t
Cr t
UM a
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
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UM a
Cr t
Le o
Le o
Hy a
UM a
Dr a
Le o
UM a
Cr t
Ca r
Le o
Le o
Le o
Ca r
LM i
Cr t
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Ca r
Le o
UM a
Cr t
LM i
UM a
Dr a
Le o
UM a
LM i
Cr t
UM a
UM a
UM a
UM a
Cr t
Dr a
Le o
Cr t
Dr a
UM a
LM i
Le o
Cr t
Le o
Cr t
LM i
Cr t
Cr t
Cr t
LM i
Ca r
Le o
Le o
LM i
Cr t
UM a
Le o
Cr t
Ca r
Le o
Le o
Le o
Le o
UM a
Le o
Le o
Ce n
UM a
Cr t
Cr t
Le o
Cr t
Cr t
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1. 7
6. 2
2. 6
15 .
14 .
15 .
11 . 3
14 .
13 .
2. 6
2. 5
1. 2
0. 7
3. 8
13 .
14 .
3. 1
2. 3
13 .
14 .
2. 1
15 .
13 .
13 .
13 .
13 .
1.
2. 2
2. 8
1. 6
5. 4
2. 8
14 .
13 .
12 . 4
11 . 7
13 .
14 .
13 .
14 .
14 .
1. 7
1. 3
13 .
13 .
15 .
14 .
14 .
14 .
15 .
15 .
15 .
0. 3
2. 0
1. 7
2. 0
2. 8
9.
2. 5
3. 7
0. 1
6. 9
1. 0
4. 6
3.
2. 0
15 .
14 .
15 .
16 .
14 .
13 .
16 .
13 .
13 .
14 .
16 .
13 .
14 .
8. 2
15 .
13 .
10 . 3
10 . 3
14 .
16 .
14 .
15 .
14 .
13 .
15 .
14 .
15 .
15 .
0. 2
0. 8
1. 1
14 .
15 .
15 .
16 .
15 .
3. 7
14 .
13 .
14 .
1. 0
2. 7
1. 3
5. 4
3. 5
14 .
11 . 1
13 .
12 .
11 .
3. 8
2. 8
12 . 9
12 .
1. 7
13 .
12 . 4
2. 3
1. 1
14 .
15 .
1. 2
9. 5
14 .
8. 9
55 .
0. 6
2. 3
3. 0
13 .
15 .
14 .
15 .
11 . 6
13 .
2. 6
15 .
3. 0
1. 5
1. 6
3. 0
1. 5
1. 3
14 .
15 .
p vF , vS , R, vS * nr
p vF , eS , al m st e l l
p ee F , vS , al m st e l l
pB , pL , vm E 40 d e g , ** cl o s e sp
p pB
p pB , pL , lE 12 0 d e g , gb M
eF
p F, S, R, *6 - 7 sf
p ee F , vS , R
eF , vS , pm E
p F, vS , R, mb M , r?
p eF , vL , vg v l b M , B ** sp
F, S, R, di f
F, S, R, bM
p pF , L, iE , vg b M
p vF , S, lE
vF , S, di f f i c
p eF , R, n of S*
p eF , at t to *1 2 f
cB , vS , iF ; = 33 2 9 ?
B, pL , E 20 0 d e g , gm b M di f N; = 34 3 0
p F, pL , vl E , vl b M
eF , iF
p pF , lE , np of 2
p pF , S, E, gb M , r, sf of 2
cB , pL , iR , vg l b M , *1 0 nf 2'
B, pL , mE 67 d e g , gb M
p 2 or 3 S st an d ne b
p vF , S, E, gb M
p eF , pL , E 12 5 d e g
p cF , pS , lE , vg b M
pB , R, no * nr ; = 34 5 7
F ne b 5' nf 34 6 0
p F, S, R, gl b M
vS , Cl , ne b ?
p vF , vS , vl E , ps b M
p vB , vS , R, st e l l a r
p vF , *9 90 d e g , p of 2
p vF , R, vs m b M *1 2 , f of 2
p ee F , S
eF , S, R, gb M
p F, eS , R, bM
F, pS , lE ns
p vF , E, be t 2 st
p vF , pS , R, s of 34 7 3
p eF , vS , al m st e l l
F, S, R, bM
p ee F , eS , st e l l
p vF , R, gb M , *1 3 1' n (2 ' s? )
p F, vS , R, st e l l a r
p vF , S, r
eF , S, R, gb M
p vF , S, R, vg b M
p eF , pS , E 90 d e g , gb M N
S, st e l l a r
p eF , vS , R, di f f i c
p pF , S, R, bM , am st
p vF , S, R, bM
p eF , pL , R, vg l b M , ** nf
p vF , SN , di f f i c
p eF , S, R
p eF , vS , rr , pr o b vF Cl , *9 5' sf
Cl , pL , pR i , lC , st 13
p vF , S
p F, L, R, gl b M , r
vB , pL , lE 80 d e g +/ - , sm b M N
PN , st e l l , 10 . 5 m
cB , cL , R, gm b M
F, vS , R, bM
p eF , cS , R, bM N
p eF , vS , R, 2 st s, 1s t of 4
p ee F , pS , R, v di f f i c
p eF , vS , R, lb M , 34 9 2 f
p pF , S, *9 . 5 p 20 s , 1' s
vS , 34 9 5 6' s
p vF , pL , mE
3 S st 10 in vF ne b
p eF , vS , iF , 4t h of 4
p eF or cB , vl E , pS , *1 3 s at t
vF , vS , iR , gl b M ; = 35 2 8 ?
p vF , R, bM , * sp
vF , vS , R
p vF & eF , Dn e b , v ne a r
eF , pL
F, vS , R, lb M
vS ne b ?
p eF , pL , iR , gl b M
p F, S, R, gb M , r
p F, S, R, FN
p F, vS , R st e l l
p F, S, R, N, r
pF , S, R, gl b M , *1 4 nr
p F, pL , lb M (p l a c e do u b t f u l )
p vF , mE ns , gb M , 3' lo n g
p F, S, bM , * 0' . 5 nf
ve r y do u b t f u l ob j e c t
p vF , vS , st e l l a r
B, L, E, mb M N , rr , p of 2
p vF , cS , R, vg v l b M
p vF , vL , mE
p cF , pL , R, sb M S *, *9 at t 25 d e g
ee F , eS , li k e D*
F, L, cE , *7 , 31 0 d e g , 8'
p vF , vL , mE
vF , vS
p vF , pL , R, vg v l b M
F, pS , R, pg b M , f of 2
Cl , pR i , pC
eF , eS , lE
p eF , S, lE ?
p vF , S, R, se v eF st in v
eF , vS , iR , gb M , se v vF st in v
p eF , S, R, vg b M
cB , cL , mE 14 0 d e g +/ - , vs m b M N
F, pS , gb M N
!! , Cl , eL , R, lC , st 8. . . 1 2
p F, S, lE , ps b M , 2 st np in li n e
p vF , vS , R, vl b M
p pF , vS , lE
p vF , vS , R, bM
pB , vS , iR , ps m b M *
E 50 d e g , *1 1 at sp en d ; = 35 2 6
p eF , vm E 50 d e g +/ ee F , vS * at t
p eF , S, *1 0 p 60 "
F, S, R, ps l b M , p of 2
eF , S, R, vl b M , f of 2
p pB , vS , R, sb M
cB , pS , R, n of 2; = 35 2 8
ee F , vS , R, s of 2; = 35 2 9
p F, pS , R, bM
I 671 Gx
I 672 Gx
35 3 5
Gx
3537
Gx
3530
Gx
35 3 4
Gx
35 3 6
Gx
3541
Gx
I262 6
Gx
3539
Gx
35 4 0
Gx
I 673
35 5 1
Gx
35 5 5
Gx
35 4 6
Gx
I263 1
3547
Gx
35 6 5
3566
I262 7
Gx
35 4 2
Gx
3557
Gx
3545
Gx
35 4 8
35 7 2 C+ N
35 5 0
Gx
35 5 2
Gx
35 5 3
Gx
3564
Gx
3554
Gx
35 5 9
Gx
35 6 0
*
I 675
35 4 3
Gx
3568
Gx
3549
Gx
35 5 8
Gx
I 674 Gx
3561
Gx
3567
Gx
35 7 3
Gx
35 6 3
Gx
35 3 8
35 4 4
Gx
35 5 6
Gx
3571
Gx
I262 8
Gx
3576
Nb
35 7 9
Nb
3569
Gx
35 7 0
Gx
3581
Nb
35 7 4
Gx
35 8 2
Nb
35 8 4
Nb
35 8 6
Nb
I262 9
I 676 Gx
I263 0
3578
3562
Gx
3590
OC
35 7 5
I263 2
I263 3
3580
Gx
3585
Gx
I263 4
Gx
I263 5
I263 6
35 7 7
Gx
I263 7
Gx
I 677 Gx
I263 8
Gx
I263 9
35 8 8
Gx
35 9 1
Gx
I 678 Gx
I264 0
35 8 3
Gx
I264 1
I264 2
35 9 2
Gx
I264 3
I264 4
I264 5
Gx
35 9 3
Gx
35 9 7
Gx
I264 6
I264 7
I264 8
Gx
35 8 7
Pl
M97
I264 9
Gx
I265 0
I265 1
I265 2
I265 3
35 9 6
Gx
3603 C+N
I265 4
I265 5
I265 6
35 8 9
Gx
3598
Gx
I265 7
I265 8
*
35 9 5
Gx
35 9 9
Gx
36 0 1
Gx
I265 9
*
I266 0
I266 1
Gx
I266 2
*
I266 8
Gx
I266 3
*
I266 4
*
I266 5
I266 6
Gx
I266 7
36 0 0
Gx
36 0 2
Gx
I266 9
I267 0
35 9 4
Gx
3620
Gx
I267 1
I267 2
I267 3
36 0 6
Gx
I267 4
Gx
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
07 . 6
08 . 0
08 . 5
08.6
08.7
08 . 7
08 . 8
08.8
09 . 0
09.1
09 . 3
09 . 5
09 . 6
09 . 7
09 . 8
09 . 8
09.9
09 . 9
09.9
09 . 9
10 . 0
10.0
10.2
10 . 4
10 . 4
10 . 6
10 . 6
10 . 6
10.6
10.7
10 . 7
10 . 7
10 . 7
10 . 8
10.8
10.9
10 . 9
11 . 1
11.2
11.3
11 . 3
11 . 4
11 . 5
11 . 5
11 . 5
11.5
11 . 6
11.8
11 . 9
12.1
12 . 1
12.1
12 . 2
12 . 3
12 . 4
12 . 6
12 . 6
12 . 7
12 . 7
12.8
12.9
12.9
13 . 1
13 . 1
13 . 2
13.3
13.3
13 . 5
13 . 5
13 . 6
13 . 8
13 . 8
13 . 9
13 . 9
13 . 9
14 . 0
14 . 1
14 . 1
14 . 1
14 . 2
14 . 2
14 . 2
14 . 4
14 . 5
14 . 5
14 . 5
14 . 6
14 . 6
14 . 6
14 . 7
14 . 7
14 . 8
+00
- 12
+04
- 10
+5 7
+26
+28
- 10
+26
+2 8
+36
- 00
+21
+21
- 13
- 76
+1 0
- 20
- 20
- 23
+36
- 37
+3 6
+36
- 60
+28
+28
+28
- 37
+2 8
+12
+11
+03
+61
- 37
+5 3
+28
+43
+2 8
+0 5
- 36
+26
+75
- 18
+55
- 18
+12
- 61
- 61
+3 5
+27
- 61
+27
- 61
- 61
- 61
+12
+09
+12
- 15
+7 2
- 60
+22
+11
+11
+0 3
- 26
+10
+11
+11
+48
+09
+12
+10
+09
+20
- 14
+06
+11
+48
+09
+10
+17
+10
+10
+11
+12
- 23
+12
+12
+10
+55
47
29
50
26
14
36
29
56
55
40
01
05
43
44
23
37
43
02
02
44
57
32
58
02
14
46
42
42
33
40
01
11
41
22
27
23
33
38
43
50
51
58
34
17
40
17
08
23
14
27
35
18
37
16
12
21
06
04
19
57
53
47
40
40
36
40
45
30
28
27
16
36
19
34
39
24
04
35
00
19
24
16
16
08
46
54
49
43
32
09
14
01
u
m
r
r
r
r
r
r
z
r
r
d
r
r
r
d
s
r
r
s
r
s
r
r
s
s
r
r
s
r
s
r
d
r
v
s
s
u
s
r
r
s
r
c
s
s
z
d
d
r
s
r
v
r
r
r
d
u
d
r
r
s
r
d
d
r
s
m
d
d
s
u
u
u
d
r
r
m
d
s
d
d
s
d
d
z
s
r
d
d
z
s
Leo
Crt
Leo
Cr t
UM a
Leo
UMa
Cr t
Leo
UM a
UMa
Leo
Leo
Leo
Crt
Cha
Le o
Crt
Cr t
Crt
UMa
Ce n
UM a
UMa
Car
UMa
UMa
UMa
Ce n
UM a
Leo
Leo
Leo
UMa
Ce n
UM a
UMa
UMa
UM a
Le o
Cen
Leo
Dra
Crt
UMa
Cr t
Leo
Ca r
Car
UM a
Leo
Ca r
Leo
Car
Car
Car
Leo
Leo
Leo
Cr t
Dr a
Ca r
Leo
Leo
Leo
Le o
Hy a
Leo
Leo
Leo
UMa
Leo
Leo
Leo
Leo
Leo
Crt
Leo
Leo
UMa
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Crt
Leo
Leo
Leo
UMa
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
14 . 8
14 . 9
14 . 9
14 . 9
14 . 9
15 . 1
15.1
15 . 1
15 . 1
15 . 1
15 . 2
15.2
15 . 2
15 . 2
15 . 4
15 . 4
15 . 5
15 . 5
15 . 5
15 . 5
15 . 5
15 . 5
15 . 6
15 . 6
15 . 7
15 . 7
15 . 7
15 . 8
15 . 8
15 . 9
16 . 0
16 . 1
16.1
16 . 1
16 . 1
16 . 1
16 . 2
16 . 2
+11
+13
+12
+12
+10
+14
- 61
+12
+12
+12
+60
+1 7
+13
+13
+47
+18
+05
+12
+12
+13
+12
- 14
+12
+12
+11
+13
+12
+41
+17
+13
+11
+55
- 76
+13
+10
+10
- 33
+11
08
51
15
27
33
47
15
30
10
23
42
16
42
00
27
07
07
53
26
37
46
11
36
34
43
47
07
36
25
26
47
42
13
08
10
10
49
03
m
d
d
d
d
s
s
d
d
d
s
r
d
x
s
s
r
x
d
z
x
m
x
x
d
m
d
s
r
d
d
r
c
d
d
d
r
u
Leo
Leo
Leo
Leo
Leo
Leo
Ca r
Leo
Leo
Leo
UMa
Le o
Leo
Leo
UMa
Leo
Leo
Leo
Leo
Leo
Leo
Crt
Leo
Leo
Leo
Leo
Leo
UMa
Leo
Leo
Leo
UMa
Ch a
Leo
Leo
Leo
Hya
Leo
1.6
0.5
15.
15.
14.
14.
14.
15.
15.
15.
16.
15.
14.
p
p
p
p
p
p
p
p
p
p
p
15. p
15. p
14. p
2.2
12.8
2.7
12.0
15. p
10.4
15. p
4.0
20.
1.4
2.1
1.5
6. 6
14.
15.
15.
12.2
15.
14.
p
p
p
p
p
15. p
2.4
3.2
1.3
1.8
1.1
12.
15.
14.
15.
14.
p
p
p
p
p
1.4
15. p
8.3
3.3
10.1
13. p
15. p
20 .
1.3
14. p
15. p
0.5
2.2
13. p
4.
13. p
8.2
2.9
0.4
14. p
10.0
15. p
1.7
0.9
1.6
1.1
15.
14.
14.
15.
0.2
15. p
14. p
15. p
2.8
12. p
2.0
15. p
5.8
16. p
11.0
13. p
3.2
0.6
4.2
12 .
1.7
1.7
2.8
1.0
0.7
4.3
2.8
1.4
p
p
p
p
16. p
11.2
vF , p S , R
vF , v S
cF , v S , R , b M , r
v F , S , v F s t in v
vF, S, R, pgbM
vF , * 9 np 3'
F, S , R , b M
nebu l o u s *
F, v S , di f , di f f i c
eF
vF , R , ps b M , * 7 p 7 '
vF , v S , E pf , r
ee F , vS , R , sp of 2
vF , R , nf of 2
ne b * 12 , * 1 2 2 ' n f
*9 i n L n e b
F , S, lE , v l b M
vF , v S , R , g b M N , 1s t o f 2
e e F , e S , R , g b M , 2 n d of 2
eF , L , R, st e l l N
vF , S , ir r R , l b M , r
B , S, R, p g m b M , 1s t o f 3
v F , v S , ir r R , l b M , r
eF , S , *8 , p ; = 3 5 4 0 ?
Cl , p R i , l C
F (v a r ? ) , S, R , b M , *9 f 1' , 1 s t o f
eF , v S , 2 n d of 4
eF , v S , f o r m s D n e b w i t h 3 5 5 2
p F , S , R , b M , 2 n d of 3
v F , p S , R, bM , 3 r d o f 4
eF , p S , l E , r
F, S , R , g b M
pB , p L , E ns , b i N ?
eF , v S , E 0d e g +/ - , r
v F , p L , R, * in v , 3 B s t n r , 3 r d of
c B , c L , cE 16 0 d e g
pF , S
pF , R , bM , D * s f
v F , p L , 4t h o f 4
eF, R, sbM, r
eF , S , R, gl b M , 3 s t 1 1 f
pF , p L , * 8 2 ' n
vF , p L , * 1 7 nr
vF , L , mE 95 d e g , b M ; = 3 5 7 1
cB , v L , v m E 79 d e g , pb M , r; = M1 0 8
p F , p L , iF , b M
pF , p S , R , b M , sp i r
F , lE , 1 s t of 6
F, l E , sb M , 2n d o f 6
F , vS , s t e l l
vF , v S , R , b M
* 1 2 w i t h f a n - sh a p e d n e b a t t , 3 r d of
eF
B, b M * , 4 t h of 6
F, L , E 0 d e g , bM , 5 t h o f 6
eF , S , E 1 6 0 d e g + / - , 6t h o f 6
F, S , R , b M
vF , p S , l E , be t 2 d i s t s t
F, v S , R, sp i r
d o u b t f u l o b j e c t , p r o b a b l y a ne b
p F , p S , lE , g b M , * 1 5 , 2 2 d e g , 7 0 "
Cl, pRi, C, E
pB , p L , R , * 1 1 p
F, S , R , b M
F, c S , iF
vF, *14 f
B , pL , E , v s m b M N , 2 B s t t r i a n g l e
cB , c S , R , g b M
F, S , s t e l l N
F, S , b M
eF , v S , p of 2
pB , c S , R , b M
F, p L , gb M
cB , p S , E 10 0 d e g , b M
F, S , R , b M , s p i r
vF , c S , 4 s f d e l t a Le o ( & 8' s)
vF , S , iR , l b M
F, S , r , N = 1 3 . 5
F, S , i F
pB , p L , R , v g m b M
F, S , i F
vF , v S , R , b M , sp i r
eF , S , pm E 6 0 d e g
cF , S , R, bM
F, S , R
pF , S , R, bM
B, c L , E 9 0 d e g +/ - , p s m b M
vF , p S , R , b M
vF , v S , i F
eF , p L , i F
cF , c S , R , b M
!! , P N , v B , v L , R, vv g , vs b M , 1 5 0 "
1 5 . p pB , S , R, bM , s p i r
F, S , b M , iF
F, S , R , b M
vF , S , R, bM , s p i r
vF , S , R
1 2 . p pF , L , R, gl b M
9 . 1 g l o b . cl . an d n e b , s t 15 . . . 1 8
vF , S , E 1 2 0 d e g
eF , S , iF
vF , S , iF , E 1 2 0 d e g
1 5 . p vF , L , E, vg b M , i n t r i a n g l e o f L s t
1 3 . p F , vS , s t e l l , * n
F, p L , di f , be t 2 s t
vF , c S , R , b M
1 3 . p vF , v S , v l E , s t e l l a r , cB * n
11.9
B, p S , R, pg m b M
1 4 . p vF , p S , a l m st e l l
F, v S , R, bM , s p i r
vF , S
1 5 . p F, p S , E 1 0 0 d e g , b M
F, v S , R, bM
1 4 . p eF , S
pB , v S , R , s b M *
F, v S , lE 80 d e g , b M
vF , p L , i F , N, 2 st 13 a t t
1 5 . p cB , c S , E 20 d e g , b M
F, v S , R, bM , s p i r
1 2 . p pF , S , lE 0d e g +/ - , v g b M
1 5 . p ee F , vS , a l m s t e l l
F, S , E 5 0 d e g , b M
F, v S , R, bM , s p i r
1 5 . p vF , v S , s t e l l a r
F , pS , p m E , g b M
F, v S , R, bM
F, v S , R, bM
F, p L , iF , N , * 1 1 f 1'
eF , S , R, gb M
1 5 . p F, p S , R, bM , s p i r
4
3
6
d; =
I2 6 7 5
36 0 4
I2 6 7 6
I2 6 7 7
I2 6 7 8
I2 6 7 9
I2 6 8 0
I 67 9
I2 6 8 1
Gx
I2 6 8 2
36 0 5
Gx
36 0 7
Gx
I2 6 8 3
36 0 8
Gx
I2 6 8 4
Gx
I2 6 8 5
I2 6 8 6
I2 6 8 7
I2 6 8 8
I2 6 8 9
I2 6 9 0
I2 6 9 1
36 1 1
Gx
I2 6 9 2
I2 6 9 3
I2 6 9 4
Gx
36 0 9
Gx
36 1 7
Gx
I2 6 9 5
I2 6 9 6
I2 6 9 7
I2 6 9 8
I2 6 9 9
I2 7 0 0
I2 7 1 4
OC
36 1 5
Gx
I 68 0 Gx
I2 7 0 1
I2 7 0 2
I2 7 0 3
Gx
I2 7 0 4
Gx
I2 7 0 5
36 1 2
Gx
36 1 6
36 1 4
Gx
36 2 1
Gx
36 1 0
Gx
36 1 8
Gx
I2 7 0 6
I2 7 0 7
36 1 3
Gx
I 68 1
I2 7 0 8
Gx
I2 7 0 9
36 2 4
Gx
I2 7 1 0
I2 7 1 1
36 2 3
Gx
I2 7 1 2
I2 7 1 3
I2 7 1 5
I2 7 1 6
I2 7 1 7
36 1 9
Gx
I2 7 1 8
I2 7 1 9
I2 7 2 0
I2 7 2 1
I2 7 2 2
I2 7 2 3
I2 7 2 4
I2 7 2 5
I2 7 2 6
*
I2 7 2 7
36 2 6
Gx
I2 7 2 8
*
I2 7 2 9
I2 7 3 0
36 2 2
Gx
36 2 7
Gx
I2 7 3 1
*
I2 7 3 2
36 2 8
Gx
36 3 0
Gx
36 3 8
Gx
36 3 3
Gx
36 3 6
Gx
I2 7 3 3
D*
I2 7 3 4
36 2 5
Gx
36 2 9
Gx
36 3 2
36 3 4
Gx
0' . 4
36 3 5
Gx
36 3 7
Gx
I2 7 3 6
36 3 1
Gx
I2 7 3 5
Gx
36 4 0
Gx
I2 7 3 7
36 4 1
Gx
I 68 2
I2 7 3 9
I2 7 3 8
Gx
I2 7 4 0
I2 7 4 1
I2 7 4 2
36 4 3
Gx
I 68 3 Gx
I2 7 4 3
36 3 9
Gx
36 4 4
Gx
I2 7 4 5
Gx
36 4 5
Gx
36 4 7
Gx
I 68 4
I2 7 4 6
36 4 6
Gx
I2 7 4 4
Gx
I2 7 4 7
I2 7 4 8
I2 7 4 9
Gx
I2 7 5 0
I2 7 5 2
Nb
I2 7 5 3
I2 7 5 4
Nb
I2 7 5 5
*
I2 7 5 6
I2 7 5 7
Gx
I2 7 5 8
Gx
117
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
16 . 2
16 . 3
16 . 3
16 . 3
16 . 4
16 . 4
16 . 4
16 . 6
16 . 6
16 . 6
16 . 8
16 . 9
16 . 9
17 . 0
17 . 0
17 . 0
17 . 1
17 . 2
17 . 3
17 . 3
17 . 4
17 . 4
17 . 5
17 . 6
17 . 6
17 . 6
17 . 8
17 . 8
17 . 8
17 . 8
17 . 9
17 . 9
17 . 9
17 . 9
17 . 9
18 . 0
18 . 0
18 . 0
18 . 0
18 . 1
18 . 1
18 . 1
18 . 2
18 . 2
18 . 3
18 . 3
18 . 4
18 . 5
18 . 5
18 . 5
18 . 6
18 . 6
18 . 6
18 . 7
18 . 8
18 . 8
18 . 8
18 . 9
18 . 9
19 . 2
19 . 2
19 . 3
19 . 3
19 . 4
19 . 4
19 . 5
19 . 6
19 . 7
19 . 7
19 . 8
19 . 8
20 . 0
20 . 0
20 . 0
20 . 1
20 . 1
20 . 1
20 . 1
20 . 2
20 . 2
20 . 2
20 . 2
20 . 3
20 . 3
20 . 3
20 . 4
20 . 4
20 . 4
20 . 4
20 . 5
20 . 5
20 . 5
20 . 6
+1 2
+0 4
+0 9
+1 2
+1 1
+1 2
+0 9
- 13
+1 1
+0 9
+1 8
+1 8
+1 2
+1 8
+1 3
+1 0
+1 2
+1 0
+1 3
+1 2
+1 2
+1 2
+0 4
+1 0
+1 3
+1 3
+2 6
- 26
+1 3
+1 2
+1 3
+1 1
+1 1
+1 2
- 62
+2 3
- 01
+1 1
+0 9
+1 7
+1 2
+1 1
+2 6
+1 4
+4 5
- 32
+5 8
+2 3
+1 2
+0 9
+5 8
- 12
+1 2
+1 2
+0 7
+1 3
+1 3
+1 3
+0 9
+1 2
+1 1
+1 1
+1 2
+5 7
+1 2
+1 2
+1 2
+1 2
+1 3
+1 2
+1 0
+1 3
+1 3
+1 2
+1 8
+1 3
+1 3
+1 2
+6 7
+1 2
+1 3
+1 2
+1 3
+0 2
- 08
+0 3
- 10
+1 3
+1 2
+5 7
+2 6
+1 8
- 09
15
31
50
13
57
01
49
58
12
25
01
03
06
09
06
06
57
10
29
58
59
02
33
46
33
23
38
07
44
45
24
53
55
03
42
24
56
07
25
39
28
54
38
44
45
49
47
29
33
29
00
09
43
34
32
34
44
05
38
10
57
42
03
46
01
04
05
09
58
02
43
26
25
02
21
25
25
22
15
59
34
24
36
58
06
35
17
52
27
47
58
09
01
d
r
d
d
d
d
d
d
z
d
s
s
d
s
z
d
d
d
d
d
d
d
s
d
d
z
r
r
d
d
d
d
d
d
s
r
m
d
d
x
z
d
r
r
s
s
s
r
d
d
s
d
z
d
r
d
d
s
d
d
d
d
d
s
d
d
d
d
d
d
d
d
x
d
s
x
d
d
r
s
x
d
s
s
r
s
s
x
d
s
s
r
r
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Cr t
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Hy a
Le o
Le o
Le o
Le o
Le o
Le o
Ca r
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
UM a
Hy a
UM a
Le o
Le o
Le o
UM a
Cr t
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
UM a
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
UM a
Le o
Le o
Le o
Le o
Le o
Cr t
Le o
Cr t
Le o
Le o
UM a
Le o
Le o
Cr t
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
20 . 6
20 . 7
20 . 9
21 . 0
21 . 0
21 . 1
21 . 1
21 . 2
21 . 2
21 . 2
21 . 3
21 . 3
21 . 3
21 . 3
21 . 4
21 . 4
21 . 4
21 . 5
21 . 5
21 . 5
21 . 6
21 . 6
21 . 6
21 . 6
21 . 7
21 . 7
21 . 7
21 . 7
21 . 7
21 . 9
22 . 0
22 . 0
22 . 0
22 . 0
22 . 0
22 . 0
22 . 0
- 09
- 10
+1 2
+5 3
+3 4
+0 3
+1 4
+0 3
+2 0
+1 1
+3 4
+0 8
+0 9
+1 0
+0 3
+0 2
+0 8
+1 8
+0 2
+1 3
+0 2
+0 2
+0 2
+1 1
+2 0
+3 4
+0 8
+0 8
+0 8
+0 9
+1 4
+0 9
+1 4
+1 3
+0 9
+0 8
+0 7
01
16
25
10
21
14
18
12
13
55
22
45
09
27
01
45
42
28
49
26
59
54
50
44
10
22
48
48
35
40
08
53
09
48
58
24
49
r
s
d
s
u
s
d
s
d
d
v
d
d
d
s
x
d
r
r
z
r
r
x
d
s
m
d
d
z
d
x
d
x
x
d
z
z
Cr t
Cr t
Le o
UM a
UM a
Le o
Le o
Le o
Le o
Le o
UM a
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
UM a
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
Le o
15 . p
1. 7
3. 7
13 . p
10 . 0
3. 0
11 . 0
15 . p
2. 4
12 . 2
15 . p
14 . p
13 . p
12 .
0. 6
8. p
14 . p
15 . p
15 . p
15 . p
4. 6
10 . 0
3. 2
12 . p
10 . p
10 . 8
14 . p
3. 6
12 . p
15 . p
14 . p
10 . 0
3. 1
9. 3
13 . p
3. 1
10 . 9
8. 7
13 . p
9. 0
14 . 8
2. 3
1. 4
1. 1
2. 2
2. 2
9. 5
13 .
15 .
14 .
13 .
p
p
p
p
14 . p
13 . p
15 . p
1. 7
4. 6
1. 2
4. 1
1. 1
0. 6
1. 1
3. 9
0. 4
0. 3
0. 5
F,
pB ,
F,
F,
F,
F,
cF ,
F,
cB ,
pF ,
F,
vB ,
F,
B,
F,
F,
F,
vF ,
vF ,
F,
vF ,
F,
pF ,
F,
vF ,
pB ,
pF ,
F,
F,
F,
F,
F,
F,
vF ,
Cl ,
cF ,
F,
F,
vF ,
vF ,
F,
eF ,
pL ,
eF ,
F,
cB ,
vB ,
vF ,
F,
F,
vB ,
vF ,
pB ,
eF ,
eF
B,
F,
B,
F,
cF ,
vF ,
vF ,
vF ,
cB ,
F,
vF ,
cF ,
eF ,
F,
F,
cF ,
vF ,
vF ,
F,
B,
vF ,
vF ,
F,
pB ,
B,
F,
vF ,
pB ,
pB ,
eF ,
vF ,
F,
vF ,
F,
F,
cF ,
pB ,
eF ,
16 . p eF ,
13 . p F,
vF ,
10 . 4
pB ,
15 . p pB ,
10 . 3
B,
F,
14 . p F,
eF ,
F,
F,
vF ,
vF ,
F,
15 . p eF ,
ne b
F,
14 . p pF ,
15 . p vF ,
15 . p pB ,
15 . p pB ,
15 . p eF
F,
F,
11 . 2
cF ,
15 . p F,
vF ,
F,
16 . p F,
vF ,
F,
cF ,
F,
F,
vF ,
15 . p F,
15 . p F,
vS , R
S, lE , mb M ; = 36 1 1 ?
S, iF , *1 1 sf 0' . 5
vS , R, bM , in L, E ne b y
vS , E 11 0 d e g , bM
S, R, bM , sp i r , *1 3 sp 20 "
S, iF , N, *1 1 np
S, R, sb M
vS
S, E, bM
S, R, sp of 3
L, R, vm b M , 2n d of 3
pL , iF , N
pL , R, ps b M , 3r d of 3
pS , R, bM
vS , R, sb M *1 4
S, iF , at t *1 4 sf
vS , R, bM , sp i r
S, E 30 d e g , bM
S, E 40 d e g
S, iF , di f f i c
S, R, mb M
cS , iR , ps m b M , *1 0 np 3'
vS
S, R, bM
S, E 90 d e g , bM
S, bM
S, R, gb M
S, R, bM
vS , R, bM
S, iF , N, be t 2 st
pS , iF , bi N
eS , R, bM
vS , iF , N
pC
vS , sm b M , st e l l a r , p of 2
S, R, gb M
vS , iF
S, E
S
S, E 70 d e g , bM
eS , R, bM , di f f i c
di f , *1 0 - 11 nf 2'
pL ; no n e x i s t e n t ?
pL , lE 90 d e g +/ - , gl b M , r
vL , E 16 0 d e g , am 4 st
pS , lE 90 d e g +/ - , vs v m b M S N
S, f of 2
vS , E 60 d e g , bM
vS , R, bM , sp i r , *1 3 sf
cL , mE 30 5 d e g , sm b M N
S, iF , di f f i c
vS , R, bM
pL , iF , *1 3 n
vS , R, bM
vS , R, bM
vL , mE 16 5 d e g +/ - , gb M B N ; = M6 5
vS , R, bM
vS , R, bM
S, iF
S, iF
vS , R, bM , di f f i c
cL , R, vg m b M
vS , iF
S, iF , N
vS , R, bM
pS , di f
S, iF
vS , E 20 0 d e g , di f f i c
vF , R, bM , *1 3 p 20 "
S, iF , di f f i c
vS , iF , di f f i c
vS , iF , N, di f f i c
S, vl E , sb M
S, iF , N, di f f i c
S, iF , di f f i c
eS , E 90 d e g , bM
S, R, gb M
vL , mE 15 0 d e g , mb M , 2 st np ; = M6 6
S, R, bM , sp i r
S, R, bM
vL , vm E 10 2 d e g
S, R, sm b M N
vS , 2 st 10 f
S, R, 2 st nr
vS , R, lb M , *7 f, p of 2
cS , iF , N, *1 4 n
S, iF , N
S, lE 13 5 d e g +/ L, R, vg v l b M
* in v ; = 36 2 6 ?
eS , R, bM N , D wi t h 36 3 5 , 85 d e g , di s t
eS , R, bM N , D wi t h 36 3 4
vS , R, ps b M , *7 p, f of 2
S, iF , N
L, R, sv m b M r N
cS , E pF , N, r
pL , R, ps b M
cS , R, bM
vS , al m st e l l , 36 4 0 2' n
eS , R, vF * cl o s e np
vS , an n u l a r ?
S, R, gb M N
S, di f , di f f i c
pS , iF , se v N
S, iF
vS
ob j e c t 13 . 5 m
vS , R, bM , sp i r
S, R, vl b M , 15 ' f 36 2 6
vS ; = IC 68 4
Sp , E 70 d e g , bM , *1 2 at t sf
S, E, bM
ne b *
S, ** sp 0' . 5 ; = 36 4 4
vS , R, bM
cL , lE , gb M , sp of 2
S, gb M , r
vS , iF , 2 st p
vS , iF
S, di f (D * ? )
vS , iF
S, R, bM
vS , R, bM
S, iF , N, di f f i c
vS , R, bM
vS , E 12 0 d e g , bM
S, iF , N
cS , R, bM , di f f i c
I 685
I275 1
3649
I275 9
I276 0
36 4 2
I276 1
I276 2
I276 3
36 5 1
I276 5
I276 6
I276 7
I276 8
I276 9
I277 0
36 5 3
I277 1
I277 2
36 4 8
36 5 0
36 5 2
I277 3
I277 4
I277 5
I277 6
I277 7
I277 8
I277 9
I278 0
I278 1
3655
I278 2
I278 3
I 686
I278 4
I278 5
I278 6
I278 7
I278 8
I278 9
36 5 6
36 6 0
I 689
I279 0
I279 1
36 6 1
I 688
I279 2
36 5 9
3662
I279 3
3657
36 5 8
3663
3654
I279 4
I279 5
I279 6
36 6 7
I 687
I 690
3664
3666
I279 7
I279 8
I279 9
I280 0
I280 1
I280 2
I280 3
36 6 5
36 7 0
I280 4
36 7 2
I280 5
3673
I280 6
I280 7
3669
36 6 8
I280 8
3676
I280 9
3680
3671
I281 0
I281 1
I 692
I281 2
3675
I281 3
I281 4
36 7 8
36 7 9
36 8 5
36 7 7
I281 5
I281 6
I281 7
36 7 4
I282 0
36 8 1
I281 8
I281 9
I282 1
I282 2
I 691
I282 3
I 693
I282 5
I276 4
I282 4
I282 6
36 8 4
I282 7
I282 8
I282 9
I283 0
I283 1
I283 2
I283 3
3683
I283 4
I283 5
I283 6
36 8 2
36 8 6
I283 7
I288 4
36 8 8
G x 1 1 22 . 1
G x 1 1 22 . 1
Gx 1 1 2 2 . 2
1 1 22 . 2
1 1 22 . 2
G x 1 1 22 . 3
N b 1 1 22 . 3
G x 1 1 22 . 3
1 1 22 . 3
G x 1 1 22 . 4
N b 1 1 22 . 4
1 1 22 . 4
1 1 22 . 4
1 1 22 . 4
N b 1 1 22 . 4
1 1 22 . 4
G x 1 1 22 . 5
1 1 22 . 5
1 1 22 . 5
G x 1 1 22 . 6
G x 1 1 22 . 6
G x 1 1 22 . 6
1 1 22 . 6
1 1 22 . 6
1 1 22 . 7
1 1 22 . 7
G x 1 1 22 . 7
1 1 22 . 7
1 1 22 . 8
1 1 22 . 8
1 1 22 . 8
Gx 1 1 2 2 . 9
G x 1 1 22 . 9
1 1 22 . 9
G x 1 1 23 . 1
1 1 23 . 2
1 1 23 . 3
1 1 23 . 3
G x 1 1 23 . 3
1 1 23 . 4
D * 1 1 23 . 5
G x 1 1 23 . 6
G x 1 1 23 . 6
1 1 23 . 6
1 1 23 . 6
1 1 23 . 6
G x 1 1 23 . 7
1 1 23 . 7
1 1 23 . 7
G x 1 1 23 . 8
Gx 1 1 2 3 . 8
1 1 23 . 8
Gx 1 1 2 3 . 9
G x 1 1 24 . 0
Gx 1 1 2 4 . 0
Gx 1 1 2 4 . 1
1 1 24 . 1
1 1 24 . 1
1 1 24 . 1
G x 1 1 24 . 3
G x 1 1 24 . 3
1 1 24 . 3
Gx 1 1 2 4 . 4
Gx 1 1 2 4 . 4
1 1 24 . 4
1 1 24 . 4
N b 1 1 24 . 4
1 1 24 . 5
1 1 24 . 5
1 1 24 . 5
1 1 24 . 6
G x 1 1 24 . 7
G x 1 1 24 . 7
G x 1 1 24 . 9
G x 1 1 25 . 0
* 1 1 25 . 0
Gx 1 1 2 5 . 2
1 1 25 . 3
1 1 25 . 3
Gx 1 1 2 5 . 4
G x 1 1 25 . 5
1 1 25 . 5
- 11 25.6
1 1 25 . 6
OC 1 1 2 5 . 7
Gx 1 1 2 5 . 8
N b 1 1 25 . 8
1 1 25 . 8
G x 1 1 25 . 9
1 1 25 . 9
Gx 1 1 2 6 . 1
1 1 26 . 1
1 1 26 . 1
G x 1 1 26 . 2
G x 1 1 26 . 2
- 1 1 26 . 2
G x 1 1 26 . 3
1 1 26 . 3
1 1 26 . 3
1 1 26 . 3
G x 1 1 26 . 4
1 1 26 . 4
G x 1 1 26 . 5
1 1 26 . 5
G x 1 1 26 . 5
1 1 26 . 6
G x 1 1 26 . 6
G x 1 1 26 . 7
G x 1 1 26 . 7
G x 1 1 26 . 8
1 1 27 . 0
G x 1 1 27 . 1
1 1 27 . 1
G x 1 1 27 . 1
G x 1 1 27 . 2
1 1 27 . 2
G x 1 1 27 . 2
G x 1 1 27 . 2
G x 1 1 27 . 4
1 1 27 . 4
1 1 27 . 4
1 1 27 . 4
Gx 1 1 2 7 . 5
1 1 27 . 5
1 1 27 . 5
1 1 27 . 6
G x 1 1 27 . 7
G x 1 1 27 . 7
1 1 27 . 7
1 1 27 . 7
G x 1 1 27 . 8
+17
+34
+2 0
+24
+12
+59
+14
+12
+13
+24
+14
+12
+13
+12
+14
+09
+24
+12
+13
+39
+20
+37
+13
+12
+12
+13
+12
+12
+13
+10
+12
+1 6
+13
+08
+05
+13
+13
+13
+13
+12
+14
+53
- 08
- 13
+09
+12
- 13
- 09
+11
+17
- 01
+09
+5 2
+38
- 12
+6 9
+12
+12
+09
- 13
+47
- 08
+0 3
+1 1
+11
+12
+13
+12
+10
+12
+09
+38
+23
+13
- 09
+14
- 26
+09
+11
+5 7
+63
+09
- 10
+08
- 43
+6 0
+14
+09
+09
+11
+4 3
+11
+09
+27
- 05
+04
+46
+12
+10
+09
+57
+10
+16
+12
+13
+13
+11
+59
+12
- 05
+08
- 28
+14
+13
+17
+11
+08
+10
+07
+08
+13
+13
+5 6
+13
+12
+09
+66
+17
+10
- 79
- 09
45
23
13
19
40
05
11
44
04
18
13
54
05
32
12
13
16
31
36
53
42
46
34
31
31
20
02
31
21
09
21
35
27
53
39
07
23
23
39
42
11
51
40
50
33
54
48
48
24
49
06
27
55
34
17
26
48
08
21
49
51
21
20
21
42
25
51
12
11
13
51
46
57
13
48
01
44
39
32
43
27
08
37
32
15
29
40
10
59
32
35
15
40
53
35
08
58
48
38
09
03
14
52
55
51
58
26
09
50
00
27
59
05
14
02
31
43
18
48
59
59
36
53
34
09
05
35
13
19
44
10
x
z
s
d
d
s
x
z
d
r
x
d
d
d
x
d
r
d
d
r
s
s
d
d
d
d
z
d
d
d
d
s
u
d
z
d
d
d
u
d
x
s
s
x
d
d
r
d
d
s
s
d
s
s
r
r
d
d
d
r
m
d
s
s
d
d
x
d
d
d
d
s
r
m
s
x
s
d
d
s
r
d
r
d
s
r
x
d
u
d
s
d
d
r
r
r
s
d
d
d
s
d
s
d
z
d
u
s
z
m
d
c
d
z
s
d
m
z
z
d
d
d
s
d
d
d
s
s
d
d
r
Leo
UMa
Le o
Leo
Leo
UMa
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
UMa
Leo
UMa
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Le o
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
UMa
Crt
Crt
Leo
Leo
Crt
Crt
Leo
Leo
Le o
Leo
UM a
UMa
Cr t
UM a
Leo
Leo
Leo
Crt
UMa
Crt
Le o
Le o
Leo
Leo
Leo
Leo
Leo
Leo
Leo
UMa
Leo
Leo
Crt
Leo
Hy a
Leo
Leo
UM a
UMa
Leo
Cr t
Leo
Ce n
UM a
Leo
Leo
Leo
Leo
UM a
Leo
Leo
Leo
Leo
Leo
UMa
Leo
Leo
Leo
UMa
Leo
Leo
Leo
Leo
Leo
Leo
UMa
Leo
Leo
Leo
Hya
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
Leo
UM a
Leo
Leo
Leo
Dra
Leo
Leo
Cha
Crt
1.6
5.8
0.1
0.1
0.1
1.9
2.4
1.6
1.1
1.0
1.7
2.8
2.1
1.6
1.8
2.1
0.7
2.0
4.2
0.4
3.2
0.8
4.1
3.5
2.3
12 .
1.
0.8
5.9
2.0
2.0
2.5
1.7
0.7
0.6
1.7
3.2
1.0
2.0
2.0
3.3
ee F , pS , R , * n f
1 6 . p F, S , R , 2 s t 1 5 in v
1 5 . p v F , p S , R, gb M , nf o f 2
cF , s t e l l , * 1 3 np p 2 ' . 5
vF , S , R, bM
11.1
pB , p L , R , v g b M
F, S , R , b M , d i f f i c
1 5 . p cF , p S , m E 1 5 0 d e g , bM , * 1 2 p
cF , p S , E 95 d e g , l o n g N
1 4 . p cF , v S , R , b M , np o f 2
vF , v S , i F , N
vF , S , iF
vF , v S , i F
vF , v S , i F , N
F, c S , R, bM
F, S , i F
1 5 . p vF , v S , s f o f 2
vF , v S , i F , N, di f f i c
vF , e S , i F , N
1 3 . p pB , S , pm E , bM N = c l o s e * * ?
1 5 . p eF , S , R, be t 2 s t
1 3 . p pF , c L , l E , vg b M
vF , S , vi F , di f f i c
vF , v S , i F , N, di f f i c
vF , v S , i F , N, di f f i c
pF , p S , R , b M , sp i r
1 5 . p pF , v S , R , b M
vF , v S , i F , N, di f f i c
cF , e S , R
F, v S , R, bM , * 1 5 n 15 "
F, v S , iF , f a i n t e r o n e 2 ' n f
11.6
p B , p S , iR , b M , r
1 5 . p cF , c S , R , b M
F, v S , R, bM , s p i r
1 5 . p eF , v S , R , v d i f f i c
pB , e S , R , b M , *1 3 p 2 0 "
pF , S , R, bM
cF , S , E 1 1 0 d e g , b M
1 5 . p cF , S , R, bM
vF , S , R
pB , S , R, bM
1 3 . p pB , S , R, vg b M , * 1 2 p
1 3 . p F, p L , iR , v g b M
eF , v S , r , d i f ; = 3 6 6 1
vF , S , iF
vF , v S , i F , di f f i c
1 4 . p F, S , R , s t e l l a r , p of 2 ; = I C 6 8 9
eF , v S , R
F, S , R
1 3 . p cF , S , lE , r
1 4 . p v F , S , a t t to * 1 3
vF , S , iF , d i f f i c
1 2 . p c F , v S , R, st e l l a r
1 3 . p F, S , R , s v m b M N = * 1 4
1 3 . p e F , f a n sh a p e d , * cl o s e
1 3 . p F , S, lE 1 5 d e g + / F, e S , R, bM
F, v S , R
vF , S , iF
1 3 . p pF , p L , i R , vl b M
1 5 . p eF , e S , R , s t e l l N, F* f
pB , S , R, N = 1 2 m
13. p pF, biN
1 2 . p F , E 9 0 d e g +/ - , * 6 f 3 4 s , 5' n
F, v S , R, bM
vF , S , iF , N , d i f f i c
F, S , i F , N
vF , S , R, bM
F, S , R , b M , s p i r
vF , v S , i F , N, v di f f i c
F, v S , E 7 0 d e g
10.8
cB , c L , i R , pg m b M
1 4 . p vF , v S , R
1 5 . p pB , c S , E 10 d e g , e x c N
1 1 . p pB , L , E 0 d e g + / - , gb M
vF , S , R, bM , d i f f i c
1 2 . p F , vL , g v l b M , * 7 s 6 '
vF , S , iF ; a n n u l a r ?
F, S , i F , *1 4 a t t p
1 3 . p v F , p L , pm E 1 3 5 d e g + / - , e r
1 3 . p F, p S , iR , g b M , * 9 n p
vF , v S , R , b M , sp i r
e F , v S , R, 2 st 10 n f , sf
F, S , R , b M ; s p i r ?
7 . 6 C l , c L , pR i , lC , s t 1 0 . . . 1 4
1 5 . p v F , v S , 2 v S st in v
pF , p S , R , b M , *1 4 s f
F, S , i F , *1 4 f 3 0 "
1 4 . p F, v S , R, *1 2 s f 2'
F, S , E 1 0 d e g
1 1 . p v B , c L , vm E 0 d e g + / - , vs m b M N , ma n y
F, v S , R, bM , s p i r
pF , v S , R , b M , *1 4 n f 30 "
1 4 . p vF , S , R, ps b M , * 1 2 nf
1 5 . p eF , c L , R , r ( v n e a r v B * )
eF , v S
1 4 . p eF , S , R, vs b M *, 2 st 1 1 n f
F, e S , R, bM
cF , v S , R , b M , sp i r
F, v S , iF , N
1 3 . p pF , i F
pF , v S , * 1 6 at t n
11.7
B, p S , R, bM
F, v S , R, bM
1 6 . p cF , S , E 6 0 d e g , bM
F, S
1 5 . p F, p L , E 1 1 0 d e g , b M , *1 4 s
1 4 . p pF , p S , R , 2 s t n r
1 5 . p pF , S , E 2 0 d e g , bi N ?
1 5 . p F, p S , R, gb M , r
F, S , i F , N, * 1 5 at t s f
pB , p S , R , * 1 0 nr n f , *7 f
pF , S , R, bM
1 5 . p pF , c S , N
11.7
pB , p L , E , v g b M
F, e S , *1 4 s f
1 5 . p pF , c S , E 65 d e g , b M 2 s t p
1 5 . p cF , v S , R , b M , sp i r , * 1 2 s
1 5 . p F, S , R , b M
F, v S , R
pF , S , R, bM
vF , S , iF , d i f f i c , * 1 4 a t t ( ? ) np
13. p cB, pL, E
vF , S , iF , d i f f i c , o t h e r ne b a t t f
cF , v S , R , b M , *1 4 f
F, v S , ne b * 1 5 n 1'
1 3 . p cB , S , iR , s p m b M N
11.4
pB , L , vl E , vg b M , r
cF , v S , R , b M , sp i r
ee F , eS , c E 14 5 d e g , s u s p
1 5 . p eF , e S , l E 0 d e g , g b M
st p
I2 8 3 8
I2 8 3 9
I2 8 4 0
I2 8 4 1
I2 8 4 2
36 8 7
36 9 9
I 69 5
I2 8 4 3
I2 8 4 4
I2 8 4 5
I2 8 4 6
I2 8 4 7
36 8 9
36 9 1
36 9 3
I2 8 4 8
I2 8 4 9
I2 8 5 0
I2 8 5 2
I2 8 5 6
I2 8 5 1
I2 8 5 3
I2 8 5 4
36 9 2
I2 8 5 5
36 9 0
I 69 4
I2 8 5 7
I 69 6
I 69 7
I2 8 5 8
36 9 7
I2 8 5 9
I2 8 6 0
I2 8 6 2
36 9 6
36 9 4
I2 8 6 3
36 9 8
I 69 8
I2 8 6 1
I2 8 6 4
I2 8 6 5
I2 8 6 6
I2 8 6 7
I2 8 7 2
I 69 9
I2 8 6 8
I2 8 6 9
I2 8 7 0
36 9 5
I 70 0
I2 8 7 1
37 0 1
37 1 1
37 0 0
I2 8 7 3
I2 8 7 4
37 0 3
I2 8 7 5
I2 8 7 6
I2 8 7 7
I2 8 7 8
37 0 6
I2 8 7 9
I2 8 8 0
I2 8 8 1
37 0 4
37 0 5
37 0 7
37 0 2
I2 8 8 2
I2 8 8 3
I2 8 8 5
I2 8 8 6
I2 8 8 7
I2 8 8 8
I2 8 8 9
37 0 8
37 0 9
I 70 1
I2 8 9 0
I2 8 9 1
I2 8 9 2
I 70 2
I2 8 9 3
37 1 0
I2 8 9 4
I2 8 9 5
37 1 2
I2 8 9 6
I2 8 9 7
I2 8 9 8
I2 8 9 9
37 1 5
37 1 7
I2 9 0 0
I2 9 0 1
37 1 3
I2 9 0 2
37 1 6
I2 9 0 3
I2 9 0 4
37 1 4
I 70 3
I2 9 0 5
I2 9 0 6
I2 9 0 7
I2 9 0 8
I2 9 0 9
I2 9 1 3
I 70 4
I2 9 1 0
I2 9 1 1
I2 9 1 2
37 1 9
I2 9 1 4
I2 9 1 5
I2 9 1 6
I2 9 1 7
37 2 0
37 2 3
I2 9 1 8
37 1 8
I2 9 1 9
I2 9 2 0
I2 9 2 1
I 70 5
I2 9 2 2
I2 9 2 3
118
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
*
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
-
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
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Gx
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11
11
11
11
11
11
11
11
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11
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11
11
11
11
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11
11
11
11
11
11
11
11
11
11
11
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27 . 8
27 . 8
27 . 8
27 . 8
27 . 8
28 . 0
28 . 0
28 . 0
28 . 0
28 . 0
28 . 0
28 . 0
28 . 1
28 . 2
28 . 2
28 . 2
28 . 2
28 . 2
28 . 2
28 . 2
28 . 2
28 . 3
28 . 3
28 . 3
28 . 4
28 . 4
28 . 5
28 . 5
28 . 5
28 . 6
28 . 6
28 . 6
28 . 7
28 . 7
28 . 7
28 . 7
28 . 8
28 . 9
28 . 9
29 . 0
29 . 0
29 . 0
29 . 0
29 . 0
29 . 0
29 . 0
29 . 0
29 . 1
29 . 1
29 . 1
29 . 1
29 . 2
29 . 3
29 . 3
29 . 4
29 . 4
29 . 5
29 . 5
29 . 5
29 . 6
29 . 6
29 . 6
29 . 6
29 . 6
29 . 7
29 . 7
29 . 9
29 . 9
30 . 0
30 . 1
30 . 1
30 . 2
30 . 2
30 . 3
30 . 4
30 . 4
30 . 5
30 . 6
30 . 6
30 . 7
30 . 7
30 . 8
30 . 8
30 . 8
30 . 8
30 . 9
30 . 9
31 . 0
31 . 0
31 . 0
31 . 1
31 . 2
31 . 3
31 . 3
31 . 3
31 . 5
31 . 5
31 . 5
31 . 5
31 . 6
31 . 6
31 . 7
31 . 7
31 . 7
31 . 8
31 . 8
31 . 8
31 . 8
31 . 8
31 . 8
31 . 8
31 . 8
31 . 9
31 . 9
32 . 1
32 . 1
32 . 2
32 . 2
32 . 3
32 . 3
32 . 3
32 . 4
32 . 4
32 . 4
32 . 6
32 . 6
32 . 8
32 . 8
32 . 9
32 . 9
32 . 9
+1 4
+1 0
+1 3
+1 2
+0 9
+2 9
- 59
- 11
+1 3
+1 1
+1 2
+1 1
+1 3
+2 5
+1 6
- 13
+1 3
+0 9
+0 9
+0 9
- 12
+1 1
+0 9
+0 8
+0 9
+0 9
+5 8
+5 8
+0 9
+0 9
- 01
+1 3
+2 0
+0 9
+1 4
+1 0
- 11
+3 5
+0 9
+3 5
+0 9
+3 8
+1 2
+0 9
+0 9
+0 9
- 62
+0 8
+0 9
+0 9
+1 1
+3 5
+2 0
+0 8
+2 4
- 11
+3 5
+1 3
+1 0
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+1 2
+0 9
+1 2
+0 9
- 36
+0 9
+1 3
+1 2
- 11
+0 9
- 11
- 08
+1 1
+1 0
+0 9
+1 1
+0 9
+0 9
- 13
- 03
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+2 0
+1 3
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+1 0
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+1 3
+2 2
+1 3
+0 9
+2 8
+1 2
+1 1
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+1 0
- 14
- 30
+1 3
+1 2
+2 8
+1 4
+0 3
+1 2
+1 3
+2 8
- 11
+0 9
+1 3
+0 9
+1 2
+1 1
- 30
- 11
- 09
+1 2
+1 1
+0 0
+1 3
+1 4
+1 1
+1 0
+0 0
- 09
+1 3
+5 3
+1 4
+1 2
+1 0
+5 0
+1 2
+1 3
01
49
26
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40
55
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02
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33
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06
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d
d
d
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d
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d
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Cr t
Le o
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2. 0
1. 1
13 . p
15 . p
0. 8
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1. 6
1. 3
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13 . p
0. 7
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16 . p
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12 . p
14 . p
14 . p
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0. 4
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1. 1
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8. 7
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15 . p
F, S
vF , S, iF
vF , S, iF , N
F, vS , R, bM , di f f i c
vF , S, iF
pB , pS , R, lb M , r
B, pL , iR , pg p m b M
eF , S, v di f f i c
F, cS , R, bM , di f f i c , *8 . 7 f 2'
F, S, iF
F, vS , iF , N
pB , vS , R, bM , *1 2 f
vF , vS , iF , di f f i c
pB , pL , lE , bM
F, pS , lE , r
cF , S, E, gb M
vF , S, iF
pF , vS , R, bM
pB , S, E 12 0 d e g , bM , *1 3 sf
F, vS , R, bM , sp i r ; ne b * ?
vF , vS , cE 30 d e g , cb M , su s p
F, S
pB , pS , E 16 0 d e g , bM
F, vS , R, bM , sp i r
F, mE , r
F, vS , iF , N
pB , pS , vl E 80 d e g +/ - , pg b M , S st sf nr
vS , fo r m s Dn e b wi t h 36 9 0
F, pL , mE 16 0 d e g , bM
vF , pS , R, vl b M
F, S, R, gb M
F, S, R, bM
eF , vS , E 90 d e g
cF , vS , R, bM
vF , S, iF , N
F, S, iF
eF , eS , R, bM N
cF , S, R, mb M
pF , vS , E 11 0 d e g , bM
eF , vS
F, vS , R, bM
F, S, R, di f
F, vS , iF
vF , S, di f
vS , vF , iF
cF , S, iF , v di f f i c , *1 4 np
vL , mE , bM
F, vS , lE ns
vF , S, iF , N; = IC 69 8
vF , S, R, bM , sp i r
F, pL , di f , di f f i c
eF , pS , 36 9 4 4' s
pS , R, lb M
F, cS , E 85 d e g
pF , pL , lE
eF , vS , *9 s 4'
eF , 36 9 4 p
pF , cS , E 5d e g , bM
F, pS , iF ; Cl ?
eF , vS , gb M N
F, vS , R, bM , *9 sp
vF , S, di f
F, S, R, lb M
pF , vS , iF , N
pB , cS , R, ps m b M
vF , S, di f
pF , vS , R, bM
F, vS
vF , pS , *9 - 10 2' ss f
pF , pL , R, vs m b M , r
vF , S, *1 5 (n e b ? ) 2s f
eF , eS , R, gl b M
vF , S, R, bM , di f f i c
F, vS , R, bM
F, vS , R, bM , sp i r
F, vS , R, bM , sp i r , *1 2 sf
F, pS , E, cu r v e d , *1 0 nf 1'
pF , vS , E 13 0 d e g
eF , vS , cE 16 5 d e g , bM , su s p
vF , S, R, gb M
eF , eS
eF , vS , R, 2 pB st sf
vF , S, iF , N
F, S, iF , N, di f f i c
F, vS , iF
F, vS , R, N = 13 . 5
F, eS , E 34 5 d e g
F, S, *7 - 8 nf 5'
vF , cS , R, bM
F, vS , R, bM
F, vS , R, sm b M
pB , vS , an n u l a r ?
cF , vS , R, bM , *1 4 p
vF , S, iF , *1 4 nf
F, S, E 35 0 d e g ; st ?
pF , S, R, vg v l b M
pB , S, mE , *1 3 at t
vF , S, R, bM
F, S, iF , N
F, cS , R, sb M N
F, S, R, bM , di f f i c
vF , vS
F, vS , iF , N
FN in vF , di f ne b
F, S, R, ps b M
ee F , S, R, p of 2
vF , S, R, bM , *1 4 nf
F, vS , R, bM
vF , S, iF , N
vF , S, iF , *1 3 sp
vF , S, R, vl b M
B, pS , R, sf 37 1 7
eF , vS (c l o s e D? ) , f of 2
vF , vS , sb M *1 3
vF , cS , iF , ot h e r nf
F, S, R, bM , di f f i c
vF , np of 2
F, S, R, bM
F, cS , R, bM
F, S, R, bM
vF , pS , iF
vF , sf of 2
F, S, R
vF , S, E 10 0 d e g , bM
pB , vL , R, vg l b M
pF , cS , R, bM
F, vS , iF , N
cF , S, R, bM , sp i r
ee F , vS , R
pB , vS , R, bM
vF , cS , iF , N, di f f i c , *1 0 sf
I292 4
1 1 32 . 9
I 7 0 6 G x 1 1 33 . 1
I292 6
1 1 33 . 1
I292 7
1 1 33 . 1
37 2 8
G x 1 1 33 . 2
I292 5
1 1 33 . 2
37 2 6
G x 1 1 33 . 3
I292 8
G x 1 1 33 . 5
I292 9
1 1 33 . 5
I 7 0 7 G x 1 1 33 . 6
3725
Gx 1 1 3 3 . 7
37 2 7
G x 1 1 33 . 7
I293 0
G x 1 1 33 . 7
37 2 9
G x 1 1 33 . 8
I293 1
1 1 33 . 8
I 7 0 8 G x 1 1 33 . 9
I293 2
1 1 33 . 9
37 3 1
G x 1 1 34 . 2
37 3 2
G x 1 1 34 . 2
I 7 0 9 G x 1 1 34 . 2
I293 3
G x 1 1 34 . 2
I293 4
G x 1 1 34 . 3
3721
Gx 1 1 3 4 . 4
I 7 1 0 G x 1 1 34 . 4
3722
Gx 1 1 3 4 . 5
37 2 4
G x 1 1 34 . 5
37 3 0
G x 1 1 34 . 7
37 3 4
G x 1 1 34 . 7
I 7 1 1 G x 1 1 34 . 7
I 7 1 2 G x 1 1 34 . 8
I 713
1 1 34 . 8
I293 5
1 1 34 . 8
I293 6
1 1 34 . 9
37 3 3
G x 1 1 35 . 0
I293 7
1 1 35 . 1
3742
Gx 1 1 3 5 . 4
37 3 6
G x 1 1 35 . 6
3737
Gx 1 1 3 5 . 6
3739
Gx 1 1 3 5 . 6
I293 8
G x 1 1 35 . 6
I293 9
1 1 35 . 6
37 3 8
G x 1 1 35 . 8
37 4 3
G x 1 1 35 . 8
37 4 4
G x 1 1 35 . 8
3749
Gx 1 1 3 5 . 8
3735
Gx 1 1 3 6 . 0
37 4 1
G x 1 1 36 . 0
I294 0
D * 1 1 36 . 0
37 6 6
O C 1 1 36 . 1
3777
Gx 1 1 3 6 . 1
37 4 0
G x 1 1 36 . 2
I294 1
G x 1 1 36 . 2
I294 2
1 1 36 . 2
37 5 8
G x 1 1 36 . 4
3763
Gx 1 1 3 6 . 4
I 714
1 1 36 . 5
3755
Gx 1 1 3 6 . 6
I 2 9 4 4 C+ N 1 1 36 . 6
I294 3
G x 1 1 36 . 7
37 5 6
G x 1 1 36 . 8
37 6 1
G x 1 1 36 . 8
37 5 9
G x 1 1 36 . 9
37 6 4
G x 1 1 36 . 9
I 715
1 1 36 . 9
37 5 7
G x 1 1 37 . 1
37 6 5
G x 1 1 37 . 1
I294 5
G x 1 1 37 . 1
37 6 8
G x 1 1 37 . 2
37 6 7
G x 1 1 37 . 3
3747
- 11 37.5
3762
Gx 1 1 3 7 . 5
I294 6
G x 1 1 37 . 5
I294 7
G x 1 1 37 . 5
37 5 2
1 1 37 . 6
37 4 5
G x 1 1 37 . 7
37 4 6
G x 1 1 37 . 7
37 6 9
G x 1 1 37 . 7
37 4 8
G x 1 1 37 . 8
37 7 2
G x 1 1 37 . 8
3750
Gx 1 1 3 7 . 9
3751
Gx 1 1 3 7 . 9
3753
Gx 1 1 3 7 . 9
37 5 4
G x 1 1 37 . 9
3770
Gx 1 1 3 8 . 0
37 8 9
G x 1 1 38 . 1
37 7 3
G x 1 1 38 . 2
37 7 5
G x 1 1 38 . 3
37 7 6
G x 1 1 38 . 3
37 7 1
G x 1 1 38 . 4
3778
Gx 1 1 3 8 . 4
3774
Gx 1 1 3 8 . 6
I294 8
N b 1 1 38 . 8
37 7 9
1 1 38 . 9
37 8 1
G x 1 1 39 . 0
3783
Gx 1 1 3 9 . 0
I 7 1 6 G x 1 1 39 . 1
3782
Gx 1 1 3 9 . 3
3780
Gx 1 1 3 9 . 4
37 8 4
G x 1 1 39 . 4
37 9 3
G x 1 1 39 . 4
I 717
? 1 1 39 . 4
37 8 5
G x 1 1 39 . 5
37 9 4
G x 1 1 39 . 6
37 8 6
G x 1 1 39 . 7
37 8 7
G x 1 1 39 . 7
37 8 8
G x 1 1 39 . 7
3790
Gx 1 1 3 9 . 8
3791
Gx 1 1 3 9 . 8
37 9 2
- 1 1 39 . 8
I 7 1 8 G x 1 1 39 . 9
37 9 5
G x 1 1 40 . 1
37 9 7
G x 1 1 40 . 1
37 9 8
G x 1 1 40 . 2
37 9 9
G x 1 1 40 . 2
38 0 0
G x 1 1 40 . 2
38 0 1
G x 1 1 40 . 3
3802
Gx 1 1 4 0 . 3
3803
Gx 1 1 4 0 . 3
I 7 1 9 G x 1 1 40 . 3
37 9 6
G x 1 1 40 . 6
38 0 8
G x 1 1 40 . 7
38 0 5
G x 1 1 40 . 8
38 0 6
G x 1 1 40 . 8
38 0 7
G x 1 1 40 . 8
38 0 4
G x 1 1 40 . 9
I294 9
1 1 40 . 9
38 1 0
G x 1 1 41 . 0
3812
Gx 1 1 4 1 . 1
3809
Gx 1 1 4 1 . 3
38 1 1
G x 1 1 41 . 3
38 1 3
G x 1 1 41 . 3
+09
- 13
+12
+13
+24
+34
+47
+34
+12
+21
+6 1
- 13
+10
+53
+12
+49
+10
+12
- 09
+49
+34
+13
- 09
+25
- 09
- 09
- 09
- 14
+48
+49
+16
+10
+13
+54
+10
- 37
+73
+5 4
+2 5
+13
+10
+54
+21
+23
- 37
+7 0
+45
+21
- 61
- 12
+59
+10
+11
+21
- 09
- 09
+3 6
- 63
+54
+54
+23
+54
+17
- 08
+58
+24
+12
+17
+16
+7 4
+6 1
+32
+31
+75
+22
+22
+47
+22
+22
+2 1
+2 1
+2 1
+21
+5 9
- 09
+12
- 10
- 03
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- 50
- 08
- 63
- 10
+26
- 37
- 00
+4 6
+5 6
+26
+31
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+26
+55
+31
+20
+31
+1 7
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+05
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+58
+31
+24
+15
+15
+17
+1 7
+1 7
+09
+60
+22
+20
+17
+17
+56
- 46
+11
+2 4
+5 9
+47
+36
01
22
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05
27
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02
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18
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12
29
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r
r
s
r
s
r
r
r
u
s
h
r
s
s
s
s
r
s
r
s
r
r
u
s
d
s
r
r
s
s
Leo
Crt
Leo
Leo
Leo
UMa
UMa
UMa
Leo
Leo
UM a
Crt
Leo
UMa
Leo
UMa
Leo
Leo
Crt
UMa
UMa
Leo
Cr t
Leo
Cr t
Crt
Crt
Crt
UMa
UMa
Leo
Leo
Leo
UMa
Leo
Ce n
Dra
UM a
Le o
Leo
Leo
UMa
Leo
Leo
Ce n
Dr a
UMa
Leo
Cen
Cr t
UMa
Leo
Leo
Leo
Cr t
Crt
UM a
Cen
UMa
UMa
Leo
UMa
Leo
Crt
UMa
Leo
Leo
Leo
Leo
Dr a
UM a
UMa
UMa
Dra
Leo
Leo
UMa
Leo
Leo
Le o
Le o
Le o
Leo
UM a
Crt
Leo
Crt
Vir
Crt
Ce n
Cr t
Cen
Crt
Leo
Ce n
Vir
UM a
UM a
Leo
UMa
Crt
Leo
UMa
UMa
Leo
UMa
Le o
Cr t
Vir
Vir
UMa
UMa
Leo
Leo
Leo
Leo
Le o
Le o
Vir
UMa
Leo
Leo
Leo
Leo
UMa
Cen
Leo
Le o
UM a
UMa
UMa
1.2
6.0
1.2
0.6
1.4
3.1
1.7
1.3
1.4
0.6
1.6
4.8
1.3
2.6
4.2
12.
0.8
3.2
75.
0.4
4.4
1.5
1.2
0.6
0.4
1.3
3.2
0.8
0.9
0.4
2.0
0.4
1.6
1.4
60.
1.9
1.7
1.7
3.1
2.4
2.2
1.2
2.4
0.2
0.9
2.1
3.2
1.4
1.7
0.7
1.5
2.4
4.3
2.4
2.3
vF , S , iF , N , * 1 1 n f
1 5 . p eF , v S , l b M
pF , v S , R , s t e l l N, sp i r
vF , v S , i F
1 4 . p F, S , R , b M
F, S , R , g b M , b i N
10.4
pB , v L , l E 0 d e g , v s m b M * 1 5 , * 1 1 n
1 5 . p F, c S , R, gb M N
F, p S , di f
1 4 . p pF , p S , b M
14. p cF, S, R, gvlb M , r
eF , e S , R , g b M N , *1 1 s f 1 '
1 6 . p F, c S , E 6 0 d e g , bM
11.4
pB , p L , l E 0 d e g + / - , gb M , *1 2 n r
F, c S , N; ne b * ( ? ) 1 5 m np 20 "
1 4 . p eF , S , R, 1s t o f 4
pB , S , R, bM
1 4 . p vF , v S , R
1 3 . p F, S , R , p s b M , *1 4 s p 22 5 d e g
1 5 . p ee F , S, R , 2 n d of 4
1 5 . p F, c S , E n s , g b M N
1 5 . p F, S , i F , *1 4 n f 0' . 5
1 5 . p e F , e S , R, gb M
1 6 . p F, v S , R, lb M
1 6 . p e F , v S , R, sb M N , 1 s t of 2
1 5 . p eF , v S , R , s b M N , 2n d o f 2
eF , S , lE 14 0 d e g , g l b n M
1 4 . p eF , S , R, gb M
1 5 . p ee F , pS , R , F, * cl o s e s p
eF , S , R, pB , * n f
eF , s u s p , 3' n n f fr o m *6
cF , c S , E 13 0 d e g , b M
F, S , R , b M
1 2 . p eF , S , iR , * 6 s f
F, S , R , b M
p F , p L , vl E , gl b M
1 5 . p vF , v S , R
14. p vF, stel l a r
1 5 . p v F , b e t 2 s t 12
1 5 . p cF , p S
cF , S , R, bM
11.7
pB , p L , b M
1 5 . p F, S , R , * 9 1' sf
1 5 . p eF , S , R, lb M
F , cS , l E , gv l b M
12. p pB, L, mE 130d e g , mbM
1 4 . p vF , S , R, vg b M
eF , s u s p ( n o t s e e n a t Bi r r )
5. 3 Cl , p L , p R i , p C , st 8. . . 1 3
1 4 . p e F , p S , iR , g b M , S * o r ne b f
1 5 . p vF , v S , R , v g b M
1 5 . p F, p L R , b M , s p i r
cF , c S , R , b M
1 5 . p pB , S , R, bM , * 8 . 5 3 ' f
1 3 . p F , di f , sp 7 st ; = I C 7 1 4 ?
vF , p S , l E 1 7 0 d e g , gb M N
1 3 . p e F , p L , pm E , gb M
4. 5 *3 . 4 in e L n e b
14.8
pF , S
11.5
pF , L , lE
1 5 . p vF , S , R, bM
1 4 . p F, S , i R , *1 1 n r
1 5 . p F, S , R
F, p S , R
1 3 . p vF , R , st e l l a r , v S * 1 d s f
1 5 . p vF , S , R
1 5 . p pF , p S
1 3 . p vF , e S , s t e l l a r
1 4 . p vF , S , bM
e F , S , p l a c e do u b t f u l
1 3 . p F , vl E , gb M
1 5 . p F, S , R , g v l b M
1 5 . p F, c S , R, gb M , r
pB , p L
pB , p S , R
1 5 . p pB , p S , R
1 2 . p pB , S , pm E
pB , p S , R
1 4 . p vF , S , E, r
p B , R , c b M , 1 s t of 3 in l i n e
1 5 . p F , L, E 45 d e g
1 5 . p p B , p L , 2n d o f 3 i n l i n e
vF , R , 3r d o f 3 i n l i n e
13. p pF, S, R, gbM, r
1 6 . p eF , v S , E 0d e g , gb M
1 3 . p cF , c S , R , p s b M
1 5 . p pB , b M N
eF , v S
vF , e S , R , * 1 0 p 15 s
e F , S , R , a m 50 S st
1 5 . p e F , v S , E 7 5 d e g , *9 np 3 '
ee L
ee F
1 5 . p vF , v S , R , b M
1 3 . p c B , R , s b M N * , * 9 sf
1 5 . p vF , S , lb M
1 3 . p F , S, at t t o *1 5 , an o t h e r * in v
12. p pF, L, vlE, vgbM , r
1 5 . p vF , v S , R , g m b M
1 5 . p vS , f 3 7 8 8
eF , p S , E pf , d i f
1 5 . p vF , e S , R , b M
1 5 . p cF , p S , v S * vn r
1 3 . p pB , p L , E 57 d e g , g b M , p of 2
1 4 . p vF , v S , R , * 1 5 p
1 3 . p cB , p L , p m E 17 7 d e g , p g b M
1 4 . p c F , v S , pm E , sb M , 2 S s t f , 1s t o f 3
1 4 . p v F , v S , R, gb M , *8 s 6'
vF , d i f
1 5 . p vF , S
1 4 . p vF , S , mE
1 5 . p vS , f 3 7 8 8
1 4 . p F, c S , lE , s t e l l a r , r
1 4 . p cF , R , p o f 2
1 3 . p F, p S , E, pg l b M , r, f of 2
12.1
pF , p L , R , b M , r, 2 n d of 3
13.6
v F , p S , r, 2 vB st p , 3 r d of 3
vF, S, R
1 4 . p F, p L , lE 45 d e g , b M
1 3 . p F, c S , R, mb M
11.9
vF , v S
1 4 . p cB , c S , R , b M , r
1 4 . p F, p L , *9 - 10 s 5'
1 5 . p vF , S , R ( v F * ? )
1 3 . p pB , E
no d e s c r
10.8
B, L , v l E
1 4 . p c F , v S , R, 1s t o f 3, *6 s f 3 '
13. p pB, S, R, glbM
1 3 . p F, S , v l E , g l b M
11.7
cB , p L , p m E 83 d e g , bM
38 1 4
I2 9 5 0
38 1 5
38 1 6
38 1 7
38 1 8
38 1 9
38 2 0
38 2 1
38 2 2
38 2 3
I 72 0
38 2 5
38 2 6
I 72 1
38 2 7
I 72 2
38 2 4
38 2 8
39 0 1
I 72 3
38 3 0
38 3 1
I 72 4
I2 9 5 1
38 2 9
38 3 2
38 3 3
38 3 6
I 72 5
38 3 4
38 4 8
I 72 6
38 3 7
38 3 9
38 4 0
38 4 3
38 4 1
38 4 2
38 4 4
38 3 5
38 4 5
38 3 8
38 4 7
38 4 9
38 5 1
38 5 5
I2 9 5 2
38 5 2
38 5 3
38 5 6
I2 9 5 3
38 4 6
38 5 4
I 72 7
38 6 0
38 5 7
38 6 1
38 5 8
38 5 9
38 6 5
I 72 8
38 6 2
38 6 3
I2 9 5 5
38 6 4
I 72 9
I2 9 5 4
I2 9 5 6
38 6 6
38 6 7
38 6 8
38 7 6
38 5 0
I 73 0
I2 9 5 7
38 7 3
I2 9 5 8
38 6 9
38 7 2
38 7 4
38 7 5
38 7 0
I 73 1
I 73 2
I 73 3
38 7 7
38 8 2
I2 9 5 9
38 7 1
38 7 8
38 8 4
I 73 4
38 8 0
I2 9 6 0
38 8 1
38 8 3
38 8 5
38 7 9
38 8 6
38 8 7
38 8 8
I2 9 6 1
38 8 9
38 9 1
38 9 2
I 73 5
I 73 6
I 73 7
38 9 3
38 9 4
38 9 6
I 73 8
38 9 7
38 9 5
39 0 3
39 0 5
I2 9 6 2
38 9 8
38 9 9
39 0 0
39 0 4
39 0 2
38 9 0
39 1 1
I2 9 6 3
39 0 7
39 0 9
39 0 6
I2 9 6 4
39 0 8
119
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
41 . 5
41 . 6
41 . 7
41 . 8
41 . 9
42 . 0
42 . 1
42 . 1
42 . 2
42 . 2
42 . 2
42 . 3
42 . 4
42 . 4
42 . 5
42 . 6
42 . 6
42 . 8
42 . 9
43 . 0
43 . 0
43 . 2
43 . 2
43 . 4
43 . 4
43 . 5
43 . 5
43 . 5
43 . 5
43 . 5
43 . 6
43 . 7
43 . 8
43 . 9
43 . 9
43 . 9
43 . 9
44 . 0
44 . 0
44 . 0
44 . 1
44 . 1
44 . 2
44 . 2
44 . 2
44 . 3
44 . 3
44 . 3
44 . 4
44 . 4
44 . 4
44 . 4
44 . 5
44 . 5
44 . 5
44 . 6
44 . 8
44 . 8
44 . 9
44 . 9
44 . 9
44 . 9
45 . 1
45 . 1
45 . 1
45 . 2
45 . 2
45 . 2
45 . 2
45 . 3
45 . 4
45 . 4
45 . 4
45 . 6
45 . 6
45 . 6
45 . 7
45 . 7
45 . 8
45 . 8
45 . 8
45 . 8
45 . 9
46 . 0
46 . 0
46 . 0
46 . 1
46 . 1
46 . 1
46 . 2
46 . 2
46 . 2
46 . 2
46 . 3
46 . 3
46 . 5
46 . 8
46 . 8
46 . 9
47 . 1
47 . 1
47 . 6
47 . 8
47 . 9
48 . 0
48 . 0
48 . 2
48 . 4
48 . 5
48 . 6
48 . 8
48 . 9
48 . 9
49 . 0
49 . 1
49 . 1
49 . 1
49 . 1
49 . 2
49 . 2
49 . 2
49 . 2
49 . 3
49 . 4
49 . 4
49 . 4
49 . 5
49 . 6
49 . 7
49 . 8
49 . 9
+2 4
+3 7
+2 4
+2 0
+1 0
- 06
+1 0
+1 0
+2 0
+1 0
- 13
+0 8
+1 0
+2 6
- 08
+1 8
+0 9
+5 2
+1 6
+7 7
- 08
+2 6
- 12
+0 9
+1 9
+5 2
+2 2
+1 0
- 16
- 01
+1 9
+1 0
+3 3
+1 9
+1 0
+2 0
+0 7
+1 9
+1 9
+2 0
+6 0
+2 0
+5 7
+3 3
+0 3
+1 9
+3 3
+3 3
+1 0
+1 6
+3 3
+3 3
+5 5
- 09
+1 0
+1 9
+1 9
+2 0
- 09
+1 9
- 09
- 01
+1 9
+0 8
+1 9
+1 9
+3 3
+2 6
+2 6
- 09
+1 9
+1 9
+0 9
+5 5
+0 3
+3 3
+1 9
+3 3
+1 0
+1 3
+0 8
+1 9
+5 0
+4 9
+2 0
- 08
+4 7
- 56
+3 3
+3 3
+3 3
+2 0
- 08
+3 3
+3 4
+3 3
+2 0
- 27
+6 9
+1 9
- 16
+5 5
+3 1
+5 6
+3 0
- 10
+1 0
+1 2
+1 2
+4 8
+5 9
+4 8
- 04
+3 5
+5 9
- 37
- 09
- 12
+5 6
+2 6
+2 7
- 29
+2 6
+7 4
+2 4
- 05
- 01
- 48
+4 8
+1 2
+1 2
49
58
49
07
19
09
22
24
20
17
51
46
17
30
22
51
04
47
30
24
19
35
52
02
44
43
44
10
48
40
05
16
18
54
48
05
56
59
57
02
07
00
57
21
10
59
20
20
18
34
20
20
40
22
46
49
33
00
16
28
14
36
36
29
36
24
19
46
46
20
24
27
11
53
13
18
47
09
50
46
33
46
12
34
26
10
30
22
06
05
12
25
17
10
59
07
42
55
24
51
51
58
21
02
23
58
13
43
43
43
25
41
41
01
26
30
44
19
05
28
01
17
07
20
57
07
04
15
26
02
11
r
z
r
r
r
s
r
r
r
r
r
m
r
r
m
r
d
s
r
r
d
r
r
d
u
s
r
r
r
z
v
r
d
r
r
r
r
r
s
r
s
r
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D
r
r
D
d
r
r
D
d
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r
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r
r
r
m
r
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r
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r
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m
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r
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d
h
d
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A
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r
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r
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r
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s
d
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Le o
UM a
Le o
Le o
Le o
Vi r
Le o
Le o
Le o
Vi r
Cr t
Vi r
Vi r
Le o
Cr t
Le o
Vi r
UM a
Le o
Ca m
Cr t
Le o
Cr t
Vi r
Le o
UM a
Le o
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Cr t
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Le o
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Le o
Le o
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Le o
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Cr t
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Le o
Le o
Hy a
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2. 1
1. 0
1. 1
1. 6
15 .
15 .
14 .
13 .
14 .
11 . 8
15 .
15 .
14 .
13 .
14 .
15 .
14 .
14 .
15 .
13 .
p
p
p
p
p
p
p
p
p
p
p
p
p
p
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15 . p
15 . p
14 . p
14 . p
14 . p
1. 4
1. 2
15 .
15 .
14 .
14 .
13 .
15 .
p
p
p
p
p
p
1. 9
15 . p
1. 2
2. 0
1. 7
14 .
13 .
14 .
14 .
15 .
13 .
15 .
13 .
15 .
13 .
p
p
p
p
p
p
p
p
p
p
15 . p
13 . p
1. 2
15 . p
1. 6
15 .
14 .
15 .
14 .
13 .
15 .
13 .
15 .
12 . 6
14 .
14 .
15 .
15 .
15 .
15 .
14 .
14 .
15 .
13 .
14 .
15 .
1. 9
2. 3
1. 3
1. 6
1. 3
1. 3
1. 3
2. 3
0. 6
0. 5
2. 2
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
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14 . p
16 . p
13 . p
11 . 7
1. 3
15 . p
13 . p
0. 4
15 . p
5. 4
12 . p
1. 1
p
p
p
p
p
p
p
p
p
p
p
p
2. 8
15 .
15 .
15 .
14 .
16 .
15 .
16 .
15 .
14 .
13 .
13 .
14 .
11 . 0
13 .
15 .
16 .
13 .
12 .
0. 4
0. 6
4. 4
2. 4
1. 7
15 .
15 .
11 .
13 .
14 .
p
p
p
p
p
2. 1
1. 4
14 . p
14 . p
0. 8
1. 7
3. 3
1. 8
p
p
p
p
p
1. 8
4. 4
10 . 8
3. 5
2. 2
1. 8
11 . 4
11 . 0
14 .
14 .
15 .
14 .
14 .
1. 1
1. 9
p
p
p
p
p
14 . p
vS , ne b s * , p 38 1 5
F, cS , lE pf , gb M , r
cF , S, 3r d of 3
F, S, bM
F, 1s t of 4
F, pS , R, ps b M
vF , 2n d of 4
eF , vS , 38 1 9 s
vF , cS , R, bM , be t 2 st
pF , pS , 3r d of 4
F, cS , lE , ps l b M
F, S, R
pF , pS , 4t h of 4
pF , S, R, ps b M , st e l l a r
pF , pL , E pf
F, S, lb M
eF , vS , *1 0 nf 2'
vF , cS , pm E
vF , S, di f
pF , pL , r; pl a c e do u b t f u l
pB , S, N = 12 . 5 , r
eF
F, vS , R, bM
F, lE 45 d e g , S, bM
*1 4 in ne b
vF , vS
vF , pL , 2 su s p e c t e d ne b nr
eF , pS
F, S, F* cl o s e n
F, vS , lE ns , *1 1 n 1'
vF , vS , sl b M N *1 3
eF , vS
vF , pL , R
cF , S, R, 1s t of 5
vF , S, R, lb M
F, S, lE
F, E sp nf , *1 1 p
cF , S, R, 2n d of 5
F, S, R, vg l b M , 3r d of 5
vF , pS , lE
pB , E, gb M , ** 8 sf 5'
vF , pS , 4t h of 5
pB , cS , E, ps b M *1 2
F, S, R, ps b M
F, S, F* 2' ss p
eF , vS , R, 5t h of 5
eF , vS
pF , S, di f , vl b M
eF , vS ; = 38 4 8 ?
S, R, bM
vF , R, bM
F, cS , di f , vl b M
F, pL , R, vg b M
eF , vS , lE 70 d e g , bM N
vF , eS , R, 38 3 9 p
vF , vS , r
vF , vS , mb M
F, S, R, bM
eF , eS , R, gb M , *9 . 5 p 3s
eF , vS , R, lb M , r?
F, pL , di f
vF , S, R
vF , vS , R, *1 7 n
vF , 2' l, mE 70 d e g , gl b M
eF , cl o s e to 38 6 2
eF , vS , R
F, pS , R
F, S, R, gb M , st e l l
pF , cS , lb M
sf 38 6 5 , no t so L
F, S, ir r R , mb M , s of 2
vF , vS , R, mb M , n of 2
vF , r
eF , pL , lE
F, vS , R, gb M , R
F, S, R, *1 4 nr f
vF , pS , lE , 38 7 5 sf
F, S, di f
F, S, iR , ps b M
B, S, R, sm b M *
vF , vS , su s p e c t e d
vF , vS , r
cF , cS , R, ps b M
vF , vS , R
vF , v di f
F, vS , R, gb M , r
B, L, mE 37 d e g
vF , lE , 2 st in v
vF , S, R, r
eF , R, gb M , 1s t of 4
vF , R, 2n d of 4
cF , S, iR , gb M , r, *7 sp 6'
F, S, di f
vF , R, gb M , 3r d of 4
F, S, di f , vl b M
vF , R, gb M , 4t h of 4
vF , cL
cF , vS , vl E , bM , vF * sf
F, pL , mE 10 5 d e g +/ F
pB , L, iR , vg p m b M
pB , S, lE , pg b M
F, S, R, lb M
vF , vS , 5' nf 38 8 8
pB , S, bM
pB , pL , R, gb M , r
eF , S, iF
vF , eS , R
vF , eS , R, N = 14
B, pL , R, mb M
B, pL , iR , pg m b M , p of 2
F, vS
F, S, R, N = 14 m
F, S, R, bM
pF , pL , vl E , gb M , f of 2
pB , cS , vl E , lb M
vF , L, di f
eF , cL , iR , 2 st n, f
B, pL , lE , sv m b M
pB , R, sm b M ; = 39 1 2 ?
B, pL , vl E 0d e g +/ - , bM N
pB , S, R, mb M
F, pS , lE , vg l b M
vF , S, R, bM
vF , S, p of 2
v di f f i c , *1 2 np p 20 "
eF , S, ps b M
Cl , vL , lC , st 9. . . 1 4
eF , pL
ee F , eF * 3s f, 3' s
F, vS , R, mb M
31 7 2
G x 1 1 50 .
39 1 0
G x 1 1 50 . 0
39 1 2
G x 1 1 50 . 1
3920
Gx 1 1 5 0 . 1
3918
Pl 1 1 5 0 . 3
I 739
1 1 50 . 4
I296 6
N b 1 1 50 . 4
I 7 4 1 G x 1 1 50 . 5
39 1 3
G x 1 1 50 . 6
39 1 4
G x 1 1 50 . 6
39 1 5
- 1 1 50 . 6
39 1 9
G x 1 1 50 . 6
I 7 4 0 G x 1 1 50 . 6
39 1 6
G x 1 1 50 . 8
39 1 7
G x 1 1 50 . 8
I296 7
G x 1 1 50 . 8
3960
OC 1 1 5 0 . 9
39 2 3
G x 1 1 51 . 0
I 7 4 2 G x 1 1 51 . 0
3921
Gx 1 1 5 1 . 1
39 2 2
G x 1 1 51 . 2
39 3 1
G x 1 1 51 . 2
39 2 5
G x 1 1 51 . 3
39 4 2
G x 1 1 51 . 4
3926
Gx 1 1 5 1 . 5
3927
- 11 51.6
39 2 9
G x 1 1 51 . 7
39 2 8
G x 1 1 51 . 8
39 3 0
G x 1 1 51 . 8
39 3 3
G x 1 1 52 . 0
39 3 4
G x 1 1 52 . 2
3936
Gx 1 1 5 2 . 3
3935
Gx 1 1 5 2 . 4
39 3 2
G x 1 1 52 . 5
39 2 4
G x 1 1 52 . 6
I296 8
G x 1 1 52 . 6
I296 9
G x 1 1 52 . 6
39 3 7
G x 1 1 52 . 7
39 4 0
G x 1 1 52 . 7
3938
Gx 1 1 5 2 . 8
3941
Gx 1 1 5 2 . 9
39 4 3
G x 1 1 52 . 9
39 4 4
G x 1 1 53 . 1
39 3 9
- 1 1 53 . 2
39 4 5
G x 1 1 53 . 2
I 2 9 7 0 ** * 1 1 53 . 2
39 4 6
G x 1 1 53 . 4
39 4 7
G x 1 1 53 . 4
39 4 8
G x 1 1 53 . 4
I 743
1 1 53 . 4
I297 1
G x 1 1 53 . 5
39 4 9
G x 1 1 53 . 7
39 5 0
G x 1 1 53 . 7
39 5 1
G x 1 1 53 . 7
39 5 2
G x 1 1 53 . 7
39 5 4
G x 1 1 53 . 7
I297 2
G x 1 1 53 . 7
39 5 3
G x 1 1 53 . 8
I297 3
G x 1 1 53 . 8
I297 4
G x 1 1 53 . 9
39 5 5
G x 1 1 54 . 0
3956
Gx 1 1 5 4 . 0
3957
Gx 1 1 5 4 . 0
I296 5
G x 1 1 54 . 0
I 7 4 4 G x 1 1 54 . 1
I297 5
1 1 54 . 2
n
I 7 4 5 G x 1 1 54 . 3
I297 6
1 1 54 . 5
3958
Gx 1 1 5 4 . 6
3959
Gx 1 1 5 4 . 6
3962
Gx 1 1 5 4 . 7
39 6 4
G x 1 1 54 . 8
39 6 1
G x 1 1 55 . 0
39 6 3
G x 1 1 55 . 0
39 6 5
- 1 1 55 . 1
3969
Gx 1 1 5 5 . 1
39 6 7
G x 1 1 55 . 2
I297 7
G x 1 1 55 . 2
3970
Gx 1 1 5 5 . 3
39 6 8
G x 1 1 55 . 5
39 7 1
G x 1 1 55 . 6
39 7 3
G x 1 1 55 . 6
I 7 4 6 G x 1 1 55 . 6
39 6 6
G x 1 1 55 . 7
39 7 4
G x 1 1 55 . 7
39 7 2
G x 1 1 55 . 8
39 7 5
G x 1 1 55 . 9
39 7 6
G x 1 1 56 . 0
39 7 7
G x 1 1 56 . 1
39 7 9
G x 1 1 56 . 1
39 8 0
G x 1 1 56 . 1
3981
Gx 1 1 5 6 . 1
3978
Gx 1 1 5 6 . 2
39 8 3
G x 1 1 56 . 4
I297 8
G x 1 1 56 . 4
39 8 2
G x 1 1 56 . 5
39 8 5
G x 1 1 56 . 7
39 8 6
G x 1 1 56 . 7
I297 9
1 1 56 . 9
I 747
1 1 57 . 1
39 8 7
G x 1 1 57 . 3
39 8 8
G x 1 1 57 . 4
39 8 9
G x 1 1 57 . 4
3991
Gx 1 1 5 7 . 5
I 7 4 8 G x 1 1 57 . 5
I298 0
G x 1 1 57 . 5
39 9 0
G x 1 1 57 . 6
39 9 2
G x 1 1 57 . 6
3993
Gx 1 1 5 7 . 6
3994
Gx 1 1 5 7 . 6
39 9 5
G x 1 1 57 . 7
39 8 4
G x 1 1 57 . 8
39 9 6
G x 1 1 57 . 8
3997
Gx 1 1 5 7 . 8
I298 1
1 1 57 . 8
I298 2
1 1 57 . 8
3998
Gx 1 1 5 7 . 9
40 0 0
G x 1 1 58 . 0
40 0 2
G x 1 1 58 . 0
40 0 3
G x 1 1 58 . 0
40 0 1
G x 1 1 58 . 1
40 0 4
G x 1 1 58 . 1
40 0 5
G x 1 1 58 . 2
40 0 6
G x 1 1 58 . 2
40 0 7
1 1 58 . 2
40 0 8
G x 1 1 58 . 3
I298 3
* 1 1 58 . 3
39 9 9
G x 1 1 58 . 4
40 0 9
G x 1 1 58 . 4
40 1 1
G x 1 1 58 . 4
+89
+21
+26
+2 4
- 57
+23
- 64
- 04
+55
+06
- 05
+20
+55
+55
+51
+30
- 55
- 28
+20
+5 5
+50
+52
+21
- 11
+2 2
+2 8
+21
+48
+38
+16
+16
- 26
+3 2
+48
+50
+20
- 03
+20
+21
+4 4
+3 6
+20
+26
+75
+60
- 23
+21
+20
+20
- 13
+30
+47
+47
+23
- 04
+20
- 03
+52
+33
- 05
- 23
- 20
- 19
- 19
+23
- 05
07
22
29
57
11
49
54
49
21
35
08
01
21
09
50
52
42
48
48
05
11
00
55
24
03
09
01
41
01
49
52
54
25
28
01
36
52
39
01
07
59
30
14
07
41
07
03
45
59
16
41
52
56
24
00
54
59
20
21
09
10
34
34
34
12
47
s
r
s
r
s
d
s
m
s
r
r
r
t
s
s
m
s
s
u
s
r
s
r
r
r
r
r
s
s
r
r
s
r
r
s
m
F
r
r
s
s
r
r
r
s
x
r
s
m
d
z
s
r
r
s
r
m
s
u
v
s
s
s
c
z
d
UMi
Leo
Leo
Le o
Ce n
Leo
Mus
Vir
UMa
Vir
Vir
Leo
UMa
UMa
UMa
UMa
Ce n
Hya
Leo
UM a
UMa
UMa
Leo
Crt
Le o
Le o
Leo
UMa
UMa
Leo
Leo
Hy a
UM a
UMa
UMa
Leo
Vir
Leo
Leo
UM a
UM a
Leo
Leo
Dra
UMa
Crt
Leo
Leo
Leo
Crt
UMa
UMa
UMa
Leo
Vir
Leo
Vir
UMa
UMa
Vir
Crt
Cr t
Cr t
Crt
Leo
Vir
0.7
+00
- 02
+5 8
- 07
- 13
+28
+69
+58
- 10
- 18
- 07
- 37
- 12
+11
+30
+12
+25
+32
- 12
+55
+60
+06
+55
- 02
+55
- 19
+6 0
+23
+32
+55
+48
+32
+33
- 08
+25
+27
+25
+3 2
+07
- 73
+55
+53
+2 5
+3 2
+32
+29
+14
+2 5
+33
+27
+5 5
+25
+23
+23
+47
+27
+25
- 02
+25
+28
- 02
+25
+25
+25
08
43
22
44
58
16
20
30
52
56
50
42
02
58
00
01
53
12
00
19
32
45
24
42
23
54
31
53
01
08
20
01
09
18
12
53
14
20
28
41
28
23
15
17
18
03
19
16
11
49
27
09
13
08
20
53
08
05
08
12
05
09
13
07
s
d
s
r
s
r
r
s
r
r
r
c
r
s
r
r
u
r
r
s
s
s
s
r
u
s
s
r
u
s
s
s
d
d
s
r
r
s
m
c
s
s
s
s
s
r
r
s
d
d
s
r
r
r
r
s
r
r
A
s
F
r
r
r
Vir
Vir
UM a
Cr t
Cr t
Leo
Dra
UMa
Crt
Cr t
Crt
Cen
Cr t
Leo
UMa
Leo
Leo
UMa
Crt
UMa
UMa
Vir
UMa
Vir
UMa
Cr t
UM a
Leo
UMa
UMa
UMa
UMa
UMa
Vir
Leo
Leo
Leo
UM a
Vir
Mus
UMa
UMa
Le o
UM a
UMa
UMa
Leo
Le o
UMa
Leo
UM a
Leo
Leo
Leo
UMa
Leo
Leo
Vir
Leo
Leo
Vir
Leo
Leo
Leo
0.7
1.7
0.2
3.
0.5
2.6
2.7
1.8
4.9
0.3
7.
2.9
1.3
2.2
1.4
1.8
3.8
4.0
1.9
0.4
5.4
3.8
13.6
14.
13.
14.
8.
p
p
p
p
15. p
13. p
14. p
14.
13.
15.
12.
15.
8.3
10.1
15.
13.
14.
15.
15.
14.
14.
p
p
p
p
p
14.
13.
12.
14.
15.
13.
14.
15.
15.
14.
p
p
p
p
p
p
p
p
p
p
14.
14.
10.4
11.
14.
14.
p
p
p
p
p
p
p
p
p
p
p
p
5.5
10.6
1.6
0.5
15. p
14. p
15. p
3.0
1.5
0.9
6.6
1.5
2.8
3.2
3.5
3.5
2.5
16.
11.0
15.
14.
13.
14.
14.
10.1
14.
p
p
p
p
p
p
p
11.9
13. p
13. p
16. p
1.6
2.9
2.8
2.0
3.0
1.3
4.0
0.8
3.9
1.7
1.8
3.9
1.8
1.1
2.5
1.2
3.1
2.5
1.4
0.3
2.0
1.7
7.6
1.9
1.1
2.8
1.8
3.1
2.2
2.5
vF , R , gb M , *1 1 s 2 ' , Po l a r i s s i m a B o r e a l i s
S, R , m b M , * 1 0 - 11 n 50 "
F, p L , R, pg b M
neb, f of 2
P N , ! , S, R, b l u e , = * 7 , d = 1 s .5
vF , S , R, *1 0 . 5 f
pL , b M
pB , S , R, sb M N = 12 m
F, E
F, v S , R, lb M , *1 3 n p 80 "
eF , e S , b e t 2 s t
F, S , R
ee F , pL , i R , 3 9 1 6 s ; = 3 9 1 3
eF , R , gb M
F, L , v m E , v g b M
pB , v S , s t e l l N
C l , p L , pR i , gp m b M , s t 13
B, p L , lE , g m b M , r, vS * s p in v
ee F , pS , R , pB * s p
pF, S, R, pspm b M
vF , v S
eF , S
vF , v S
eF , p S , E 16 0 d e g , g v l b M
e F , e S , vl E , er , s t n r
pF, pS
Cl , S , st F, v C
pF , S , R, ps p m b M
eF , c L , i F , gl b M , * 7 ( G r b 1 8 3 0 ) f
pF , l E
eF , R
v F , c L , vm E 5 9 d e g
p F , S , l E , ps b M
vF , v d i f f i c , 3 9 2 8 n p
pB , S , iF , b M
eF , v S , 3 9 3 7 f 12 s
eF , p S , R , B * f 5 5 s , np of 2
vF , c S , R ; = I C 2 9 6 8
vF , c S , R
B , vL , R , b M p B N , e r
v B , p L , R, sm b M *9
pF , p S , E , * 8 p 2 4 s
pF , p S , R , p s b M
eF , v S , R (p l a c e do u b t f u l )
B, p L , R, gm b M , r , * 1 2 s p
pB , S , R, 39 5 5 f
vF , v l b M , di f
F, p S , iE , l b M , * * p
vF , s t e l l a r
F, S , d i f
F, S , R , p s b M
cB , p L , p m E , v g b M
eF , 2 ' . 6 n o f 3 9 4 9
vF , c S , v l E
cF , c S , l E 9 0 d e g +/ - , b M , r
eF , R
vF , p S , R , 2 B st n , n p , sf o f 2
cB , L , E 0 d e g + / - , vs b M L r N
F, c S , di f
ee F , vS , l E
cF , S , E 1 7 0 d e g + / - , lb s
c F , p L , pm E 5 7 d e g
F , S, E, r
B, S , v m E , r a y ; = 3 9 5 7
eF , v S , v di f f i c
ee F , vS , l E , 3 B st in l i n e n , c i r c l e o f s t
1 4 . p F, v S , st e l l a r , N = 14
vF , v S , R , v F * nr n f
1 3 . p p F , p S , pm E , vg b M
1 4 . p v F , S , b e t 2 vF st
10.6
c B , p L , iR , g m b M , tr i a n g l e 2 s t
1 5 . p vF , S , E, *1 0 n f at t
1 4 . p eF , v S
1 2 . p pF , c L , R , v g , sb M
eF , e S , R , b M N , * 9 . 5 n p 4 '
1 4 . p e F , v S , gb M N , * 8 . 5 n e a r l y n
1 5 . p vF , S , F* cl o s e p
eF , v S , * 7 s p
1 4 . p F , S, R, p s b M , p o f 2
1 3 . p pB , L , iR , b M , *1 0 , 65 d e g , 3 '
1 4 . p pF , v S , R , b M
1 5 . p eF , e S , * 1 0 1' sf ( r e q u i r e s v e r i f i c a t i o n )
1 4 . p F, p S , R
1 4 . p F, p L , lE , b M , *1 2 p
1 4 . p vF , S , R, bM , f o f 2
1 3 . p pB , E
1 5 . p vF , v S , 3 9 7 8 f 17 s
1 2 . p B, p L , cE 30 d e g , v s m b M N
1 3 . p F, S
1 4 . p pF , * 1 1 - 1 2 n f
1 5 . p eF , p L , E , D * n r
1 2 . p v F , p L , iF
1 5 . p c F , S , l E , bM , * 8 , 9 0 d e g , 6 '
1 5 . p cF , c S , R , p s b M
1 5 . p vF , S , v d i f
1 2 . p B, p L , R, g, s b M di s c
1 3 . p vF , c S , a n o t h e r s u s p e c t e d
1 4 . p pF , S , pm E 9 0 d e g +/ - , * 1 1 nr
F, S , R , l b M , r
F, v S , R, st e l l a r
1 4 . p F, m E
1 4 . p vF , S , R, bM * , p o f 2
1 5 . p eF , v S , R
13.2
F , S, lE , 1 s t o f 3
1 5 . p F, v S , R, sb M N = 13
ee F , eS , R , cb M
12.6
pF , S , lE , p s l b M
9. 8 cB , v L , p m E , s b M B r N ; = M 1 0 9
1 5 . p v F , p S , E, 3 st nr
12.7
p B , v S , 2n d o f 3
12.6
F, p L , iR , b M , 3r d o f 3
1 5 . p eF , S , R, bM
1 4 . p vF , p L , R , 2 s t f
1 4 . p p F , v S , E 2 5 d e g , be t 2 s t
F, S , R , g v l b M
vF , s t e l l , * 1 0 nr
10.6
c B , p S , R, vg , s m b M
1 5 . p vF , v S , l E , *8 2' f , 4 0 0 5 i s s f
1 4 . p vF , v S , R , n o f 2
1 5 . p vF , v S , R , s o f 2
1 5 . p S, R , 7 ' n p 40 1 0
1 4 . p F, v S , R, *1 2 n e a r
1 4 . p pF , v S , m b M , * 7 n p 2 '
1 4 . p F, S , R , b M , * 1 1 nf ; = I C 2 9 8 3
eF , v S ; = 40 0 5
12.0
pB , p S , E , p s b M , * i n v n
eF
1 5 . p vF , S
vF , e S
1 5 . p vF , v S , * 1 2 np
40 1 6
40 1 2
40 1 3
40 2 4
40 1 0
40 1 4
I 74 9
40 1 5
40 1 7
40 1 8
40 1 9
40 2 0
I 75 0
I 75 1
40 2 1
40 2 2
40 2 3
I2 9 8 4
40 2 5
I 75 3
I2 9 8 5
I 75 2
40 2 6
I 75 4
40 2 7
I2 9 8 6
40 2 8
40 2 9
40 3 0
40 3 1
40 3 5
40 3 2
40 3 3
I 75 5
40 3 6
40 3 7
40 3 4
40 3 8
40 3 9
40 5 2
40 4 0
40 4 1
40 4 2
40 4 3
40 4 4
40 4 5
40 4 6
40 4 7
40 4 8
40 5 0
40 4 9
I 75 6
40 5 1
40 5 3
40 5 4
I 75 7
I2 9 8 7
40 5 5
I2 9 8 8
40 5 8
40 5 9
40 5 6
40 6 8
40 6 0
40 6 1
40 6 2
40 6 3
40 6 4
40 6 5
40 6 6
40 6 7
40 6 9
40 7 0
40 7 1
I 75 8
40 7 2
40 7 3
40 7 4
40 7 6
40 8 1
40 7 5
40 7 7
I2 9 8 9
I2 9 9 0
40 7 8
40 7 9
40 8 0
I2 9 9 1
I 75 9
I2 9 9 2
I2 9 9 3
40 5 7
40 8 2
40 8 3
40 8 4
40 8 5
40 8 6
40 9 0
I2 9 9 4
40 8 7
40 8 8
40 8 9
40 9 1
I2 9 9 5
I2 9 9 7
40 9 2
40 9 3
40 9 4
I 76 0
I2 9 9 6
I2 9 9 8
I2 9 9 9
40 9 5
40 9 6
I 76 1
40 9 7
40 9 8
40 9 9
I3 0 0 0
41 0 0
41 0 1
I3 0 0 1
41 0 2
41 0 4
41 0 3
41 0 5
41 0 7
41 0 6
41 0 8
41 0 9
41 1 0
120
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
11
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
58 . 4
58 . 5
58 . 5
58 . 5
58 . 6
58 . 6
58 . 6
58 . 7
58 . 7
58 . 7
58 . 9
58 . 9
58 . 9
58 . 9
59 . 0
59 . 0
59 . 1
59 . 1
59 . 2
59 . 2
59 . 2
59 . 3
59 . 4
59 . 4
59 . 5
59 . 8
59 . 9
00 . 1
00 . 4
00 . 5
00 . 5
00 . 6
00 . 6
01 . 2
01 . 4
01 . 4
01 . 5
01 . 9
01 . 9
01 . 9
02 . 2
02 . 2
02 . 4
02 . 4
02 . 5
02 . 7
02 . 8
02 . 9
02 . 9
02 . 9
03 . 0
03 . 0
03 . 2
03 . 2
03 . 2
03 . 4
03 . 4
03 . 7
03 . 7
03 . 8
03 . 9
04 . 0
04 . 0
04 . 1
04 . 1
04 . 1
04 . 1
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 3
04 . 5
04 . 6
04 . 6
04 . 6
04 . 7
04 . 7
04 . 7
04 . 7
04 . 8
04 . 8
05 . 0
05 . 1
05 . 2
05 . 2
05 . 2
05 . 3
05 . 3
05 . 3
05 . 3
05 . 4
05 . 5
05 . 5
05 . 5
05 . 6
05 . 6
05 . 6
05 . 7
05 . 8
05 . 8
05 . 9
05 . 9
05 . 9
05 . 9
05 . 9
05 . 9
05 . 9
06 . 0
06 . 0
06 . 0
06 . 1
06 . 1
06 . 1
06 . 1
06 . 2
06 . 2
06 . 2
06 . 4
06 . 6
06 . 7
06 . 7
06 . 7
06 . 8
06 . 8
06 . 9
07 . 1
+2 7
+1 0
+4 3
- 18
+4 7
+1 6
+4 2
+2 5
+2 7
+2 5
+1 4
+3 0
+4 2
+4 2
+2 5
+2 5
+2 5
+3 0
+3 7
- 00
+3 0
+4 2
+5 0
- 01
- 19
+3 0
+1 6
+0 8
- 01
+3 1
- 15
+2 0
- 17
+1 4
+6 1
+1 3
+6 9
- 18
- 18
- 63
+1 7
+6 2
+2 0
+0 4
- 00
+0 1
+0 1
+4 8
+1 8
- 16
+1 8
+0 4
+4 4
+1 9
+5 7
+5 2
+3 8
+2 1
+0 3
+0 3
+2 1
+2 0
+5 2
+2 0
+2 0
+3 1
+0 1
+1 8
+2 0
+2 0
+1 0
+2 0
+2 0
- 67
+6 2
+2 0
+0 1
+2 0
+2 0
+6 4
+0 2
+0 1
+0 1
+1 1
+1 0
- 02
+2 7
+1 0
+2 0
+3 0
+3 2
+2 0
+1 0
+1 0
+2 1
+5 0
+2 0
+2 0
+1 2
- 26
+5 0
+2 0
+2 0
- 27
+2 0
+2 0
+2 0
- 14
- 29
- 30
+2 0
+3 1
+2 0
+4 7
- 12
+3 6
+2 0
+2 0
- 29
+4 9
+2 5
+3 3
+5 2
+2 8
- 61
- 29
+1 0
- 29
+6 7
+4 3
+1 8
31
02
57
21
16
11
44
03
26
20
13
25
43
34
06
14
00
42
48
30
44
33
58
38
16
52
14
12
06
57
57
04
51
06
54
24
19
52
53
12
50
08
09
21
11
59
45
38
01
22
46
50
32
44
54
39
49
04
24
34
19
19
35
21
13
54
52
27
13
22
51
20
26
18
30
13
54
20
12
26
05
48
47
02
36
23
00
37
15
21
52
19
41
37
14
21
15
19
41
33
33
34
34
56
17
30
33
32
18
00
45
21
35
29
40
52
37
39
41
35
34
31
43
10
15
46
36
46
10
00
32
s
r
s
s
s
r
s
r
s
r
r
s
s
v
r
r
r
d
s
u
d
z
s
u
s
m
r
r
s
r
v
s
s
v
s
s
r
s
s
s
r
s
r
r
r
s
r
s
r
s
r
u
s
r
r
x
v
r
d
r
r
r
s
r
s
s
r
s
s
r
s
r
r
s
s
r
s
r
r
s
r
r
u
m
r
s
r
d
d
d
d
r
r
r
r
s
r
r
z
r
s
r
r
s
d
r
r
s
c
m
d
z
r
s
m
r
r
r
d
s
r
m
s
s
s
s
D
s
s
s
r
Le o
Vi r
UM a
Cr v
UM a
Co m
UM a
Co m
Co m
Co m
Co m
UM a
UM a
UM a
Co m
Co m
Co m
UM a
UM a
Vi r
UM a
UM a
UM a
Vi r
Cr v
UM a
Co m
Vi r
Vi r
UM a
Cr v
Co m
Cr v
Co m
UM a
Co m
Dr a
Cr v
Cr v
Cr u
Co m
UM a
Co m
Vi r
Vi r
Vi r
Vi r
UM a
Co m
Cr v
Co m
Vi r
UM a
Co m
UM a
UM a
UM a
Co m
Vi r
Vi r
Co m
Co m
UM a
Co m
Co m
UM a
Vi r
Co m
Co m
Co m
Vi r
Co m
Co m
Mu s
UM a
Co m
Vi r
Co m
Co m
UM a
Vi r
Vi r
Vi r
Vi r
Vi r
Vi r
Co m
Vi r
Co m
UM a
UM a
Co m
Vi r
Vi r
Co m
UM a
Co m
Co m
Vi r
Hy a
UM a
Co m
Co m
Hy a
Co m
Co m
Co m
Cr v
Hy a
Hy a
Co m
UM a
Co m
UM a
Cr v
UM a
Co m
Co m
Hy a
UM a
Co m
UM a
UM a
Co m
Cr u
Hy a
Vi r
Hy a
Dr a
CV n
Co m
1. 5
5. 2
2. 3
4. 2
2. 5
1. 8
2. 1
2. 9
1. 5
15 .
14 .
12 .
13 .
13 .
13 .
12 . 2
14 .
13 .
14 .
p
p
p
p
p
p
p
p
p
13 . p
11 . 8
15 . p
14 . p
14 . p
3. 3
0. 6
15 . p
14 . p
5. 1
0. 9
3. 0
0. 6
15 .
12 .
14 .
11 . 1
15 .
4. 3
1. 4
2. 1
2. 5
2. 7
4. 5
2. 7
2. 6
3. 2
8.
p
p
p
p
14 . p
12 . p
14 . p
13 . p
13 . p
10 . 6
13 . p
2. 8
10 . 7
13 . p
9. p
15 . p
11 . 1
2. 8
14 . p
14 . p
11 . 8
1. 5
3. 1
2. 1
5. 0
13 .
14 .
12 .
14 .
15 .
10 . 3
14 .
15 .
13 .
p
p
p
p
p
p
p
p
14 . p
3. 2
1. 5
4. 3
4. 5
1. 5
1. 5
13 .
15 .
14 .
11 . 2
15 .
11 . 5
14 .
14 .
13 .
p
p
p
p
p
p
p
14 . p
1. 3
2. 0
2. 5
1. 8
1. 1
0. 6
2. 4
2. 8
5. 8
3. 1
4. 2
1. 6
0. 8
6. 5
0. 6
5. 2
0. 7
3. 2
3. 0
7.
2. 4
1. 9
1. 9
0. 8
13 .
15 .
13 .
15 .
14 .
14 .
14 .
14 .
14 .
15 .
14 .
14 .
14 .
15 .
15 .
15 .
12 . 3
15 .
15 .
16 .
13 .
10 . 5
15 .
15 .
13 .
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
14 . p
15 . p
12 . p
14 . p
16 .
14 .
10 . 6
15 .
14 .
14 .
p
p
p
p
p
12 .
14 .
15 .
12 .
14 .
7.
12 .
p
p
p
p
p
p
p
11 . 4
13 . p
15 . p
14 . p
vF
vF , S, lE
B, cL , mE 62 d e g , vs v m b M *1 0
F, vS , iF , bM
F, pL , mE , vg l b M
pB , pS , R, ps b M
pB , L, R, lb M
F, vS , E, mb M
F, L, E, gb f M
mE np sf , 2 st s
eF , *9 sf 5'
pB , pL , E 20 d e g , bi N
pB , L, lE 35 d e g , bM
pF , pL , lE 45 d e g , mb M
F, S, vl E
pF , vS , st e l l a r
pF , pL , di f
F, cS , R, vl b M
eF , pL , R
pB , vS , R, vm b M , *1 1 nf
pF , S, di f
vF , S, iR , *1 3 nf 1' . 5
vB , cL , mE 17 6 d e g , vs v m b M B N
F, S, R, sb M
gl o b . cl . , pF , pL , R, rr , st 16
F, vS , R, N, r
vF , vS , vl E , r
vF , vS , lE , st e l l a r N
cB , L, vl E , ps m b M , B st nr
eF , vS , *1 7 vn r so u t h
eF , pL , *9 45 d e g +/ pF , pL , R, gb M , *1 2 nf
pB , S, lE , bM
ee F , S, E, be t 2 st
vB , vL , E
eF , pL , R, r
eF , S, iF , gv l b M
pB , cL , R, vg b M
pF , pL
Cl , pR i , lC
eF , pS , R, 3 st nr
B, cL , R, g, ps v m b M r N
vF , vS ; = 40 3 2 ?
pF , S, R, ps b M , ** f 30 s
cF , cS , R, bM
pF , L, R, sb M , * sf
F, pS , tr i a n g l e 2 F st ; = 40 4 5 ?
pB , pS , R
vF , vS , R, ps b M
F, cL , iR , lb M
eF , pS , R, gl b M
vF , pL
B, vL , E, vg v s m b M *1 1
F, vS , vl E , al m st e l l
eF , S
su s p , cl o s e to *1 2
F, S, N, di f
pB (d e c l ve r y do u b t f u l )
eF , r, *1 1 . 5 sf 2' . 7
vF , pS , R, bM
pB (d e c l ve r y do u b t f u l )
eF , vS
pF , S, st e l l a r
eF
vF , S, R, p of Dn e b , po s 80 d e g
pB , vL , mE 97 d e g , vg b M
eF , vS , B pt s in v
B, E, gb M
pF , R, f of Dn e b
pB
F, pS , R, gb M
vF , vS
F, vS
vF , vS , R, bM * , am st
ee F , pS , R, be t 2 di s t a n t st
eF , sf 40 6 1 , 40 6 2 , 40 6 5
F, pS , R, pg b M , np of 2
eF , vS
vF , vS
F, S, mE , D* nr
F, S, R
cF , cS , vl E , bM , sf of 2
vF , S, bM or 2 or 3 eF st in v
eF , R, po s s PN
F, vS , R, gl b M
F, L, R, *1 0 n 1'
cF , pS , E, gb M
eF , S, E 10 d e g , be t 40 8 2 an d 83
pB , pL , E pf
F, S, R, gb M N , r
F, S, N, di f , r
pB (d e c l ve r y do u b t f u l )
vF , vS , lE , lb M
eF , vS
F, S
B, pL , pm E 78 d e g , vs b M
F, pS , R
vF , vS , *1 5 f 1' ; = IC 29 9 7
eF , R, bM
pB , S, R, bM
B, cL , E 55 d e g , lb M
vF , S, R, p of 2
vF , S, R, f of 2
vF , L, cE 12 0 d e g , *8 f
eF , *1 2 sf 2' ; = 40 9 0 ?
F, pS , R, *1 1 np
eF , vS
eF , L, pm E , vg b M , 2 st 11 nr
F, S, R, bM , E 15 0 d e g ?
F, vS , E 20 d e g , * sp
vF , ot h e r s ne a r
vF , vS , N
vF , vS
pB , vL , mE 32 d e g
ne b *1 4
eF , vS , R, st e l l a r , *1 0 sp 2'
eF , eS , R, bM
eF , eS
F, in d i s t i n c t (d e f e c t ? )
pB , vL , vm E 16 1 d e g , vg v l b M
eF , vS , R, vg b M
F, S, R, gb M
B, pS , R, bM B N , *1 2 sp , vn r
pB , pS , lE , bM
Cl , pL , pC , iR , st 10 . . . 1 4
pF , pS , R, ps b M , r, p of 2
pB , S, lE , *1 0 - 11 np
pF , pS , R, pg b M , f of 2
B, S, R, gb M
vF , 41 1 1 nn f 6'
F, S
41 1 1
4112
I300 2
I300 3
41 1 3
41 1 4
41 1 5
41 2 2
I300 4
I300 5
I300 6
I300 7
4116
41 1 7
41 1 8
4119
41 2 1
I301 0
I300 8
I300 9
41 2 5
I 762
41 2 3
41 2 4
I 763
I301 1
41 2 7
41 2 0
4128
I301 2
I301 3
I301 4
41 3 3
4126
4131
4129
41 3 0
41 3 2
I301 5
41 3 4
41 3 5
4136
4137
I301 6
I301 7
I301 9
41 3 8
4142
I301 8
4139
4143
I302 0
4140
4141
I302 2
41 4 4
4145
I302 1
4147
4148
I302 3
I 764
41 4 6
I302 4
4149
I302 5
4151
I 765
I302 7
I302 8
4150
41 5 2
I302 6
4154
41 5 9
41 5 3
41 5 5
41 5 6
I302 9
I 766
41 5 7
I 767
I303 0
I303 1
I303 2
I303 3
41 5 8
4161
41 6 0
41 6 2
I 768
I303 4
41 6 4
41 6 3
41 6 5
41 6 6
41 6 7
4169
4172
I303 5
I303 6
4168
41 7 0
41 7 1
4173
41 7 4
I303 7
4175
I 769
I303 9
I303 8
41 7 6
I304 0
I304 1
41 7 7
41 7 8
I304 2
I304 3
I304 4
41 7 9
I 770
I304 5
41 8 0
I304 6
41 8 3
I304 7
4181
4182
41 8 5
4187
I304 8
G x 1 2 07 . 1
Gx 1 2 0 7 . 1
G x 1 2 07 . 1
1 2 07 . 1
- 1 2 07 . 2
G x 1 2 07 . 2
- 1 2 07 . 2
G x 1 2 07 . 2
G x 1 2 07 . 2
G x 1 2 07 . 2
1 2 07 . 4
G x 1 2 07 . 4
Gx 1 2 0 7 . 6
G x 1 2 07 . 8
G x 1 2 07 . 9
- 12 07.9
G x 1 2 07 . 9
G x 1 2 07 . 9
G x 1 2 08 . 0
? 1 2 08 . 0
G x 1 2 08 . 1
G x 1 2 08 . 1
G x 1 2 08 . 2
G x 1 2 08 . 2
G x 1 2 08 . 2
G x 1 2 08 . 2
G x 1 2 08 . 4
G x 1 2 08 . 5
Gx 1 2 0 8 . 5
G x 1 2 08 . 5
G x 1 2 08 . 5
G x 1 2 08 . 5
G x 1 2 08 . 6
Gx 1 2 0 8 . 7
Gx 1 2 0 8 . 7
Gx 1 2 0 8 . 9
- 1 2 08 . 9
G x 1 2 09 . 0
G x 1 2 09 . 0
G x 1 2 09 . 2
G x 1 2 09 . 2
Gx 1 2 0 9 . 3
Gx 1 2 0 9 . 3
G x 1 2 09 . 4
1 2 09 . 4
G x 1 2 09 . 4
G x 1 2 09 . 5
Gx 1 2 0 9 . 5
? 1 2 09 . 5
- 12 09.6
Gx 1 2 0 9 . 6
1 2 09 . 6
- 12 09.7
Gx 1 2 0 9 . 7
G x 1 2 09 . 9
G x 1 2 10 . 0
Gx 1 2 1 0 . 0
G x 1 2 10 . 0
Gb 1 2 1 0 . 1
Gx 1 2 1 0 . 1
1 2 10 . 1
G x 1 2 10 . 2
G x 1 2 10 . 3
G x 1 2 10 . 3
Gx 1 2 1 0 . 4
G x 1 2 10 . 4
Gx 1 2 1 0 . 5
D * 1 2 10 . 5
? 1 2 10 . 5
1 2 10 . 5
Gx 1 2 1 0 . 6
G x 1 2 10 . 6
* 1 2 10 . 6
* 12 10.7
G x 1 2 10 . 7
- 1 2 10 . 8
G x 1 2 10 . 8
G x 1 2 10 . 8
G x 1 2 10 . 8
G x 1 2 10 . 9
G x 1 2 11 . 1
G x 1 2 11 . 1
1 2 11 . 1
1 2 11 . 1
G x 1 2 11 . 1
G x 1 2 11 . 1
G x 1 2 11 . 2
Gx 1 2 1 1 . 4
- 1 2 11 . 6
G x 1 2 11 . 9
G x 1 2 11 . 9
1 2 11 . 9
G x 1 2 12 . 1
G x 1 2 12 . 2
G x 1 2 12 . 2
G x 1 2 12 . 2
- 1 2 12 . 2
Gx 1 2 1 2 . 2
Gx 1 2 1 2 . 2
1 2 12 . 2
G x 1 2 12 . 2
Gx 1 2 1 2 . 3
G x 1 2 12 . 3
G x 1 2 12 . 3
Gx 1 2 1 2 . 3
G x 1 2 12 . 4
G x 1 2 12 . 4
Gx 1 2 1 2 . 5
G x 1 2 12 . 5
G x 1 2 12 . 5
G x 1 2 12 . 6
G x 1 2 12 . 7
G x 1 2 12 . 7
1 2 12 . 7
G x 1 2 12 . 8
G x 1 2 12 . 8
1 2 12 . 8
1 2 12 . 8
G x 1 2 12 . 8
G x 1 2 12 . 9
1 2 13 . 0
? 1 2 13 . 0
G x 1 2 13 . 1
G x 1 2 13 . 1
G x 1 2 13 . 3
1 2 13 . 3
Gx 1 2 1 3 . 4
- 12 13.4
G x 1 2 13 . 4
Gx 1 2 1 3 . 4
D * 1 2 13 . 4
+43
- 40
+33
+32
+34
- 14
+14
+33
+13
- 30
+12
+31
+0 2
+43
+43
+0 9
+65
- 30
+13
+12
+65
+25
+02
+10
+25
+10
+76
+69
+6 8
+11
+10
+38
+74
+1 6
+2 9
- 09
- 04
+29
- 31
+29
+44
+2 9
+4 4
+11
+13
+14
+43
+5 3
+14
+0 1
+4 2
+14
+0 1
+5 8
+38
+46
+3 9
+13
+1 8
+3 5
+14
- 29
+26
+12
+5 8
+10
+3 9
+16
+14
+11
+3 0
+16
- 29
+5 8
+76
+18
+19
+39
+13
- 12
+50
+12
+14
+13
+14
+13
+20
+5 7
+43
+24
+12
+14
+13
+36
+13
+17
+36
+2 9
+5 6
+13
+12
+1 3
+29
+29
+2 9
+29
+09
+2 9
+12
+12
+11
- 09
+11
+12
- 14
+10
+10
+10
+13
+01
- 04
+12
+07
+12
+43
+12
+5 0
+0 4
+28
+5 0
+13
04
11
22
51
00
11
25
00
14
01
59
21
42
08
07
33
07
20
33
39
11
45
53
23
49
22
48
33
46
10
01
49
56
09
18
02
00
14
31
11
00
56
06
25
36
00
41
06
04
49
32
13
48
51
43
27
53
01
33
52
21
44
26
18
19
11
24
08
11
45
24
02
56
21
09
22
03
28
19
40
29
05
08
18
16
35
11
44
45
07
08
11
12
10
15
46
31
10
11
15
28
12
12
12
11
08
59
09
07
18
20
08
04
44
00
52
52
00
59
18
33
47
02
55
42
58
46
03
31
44
04
s
r
m
d
r
s
r
r
m
c
d
z
s
s
s
r
s
c
m
x
s
m
s
s
m
t
s
s
s
z
m
u
r
r
s
s
r
s
c
r
s
s
s
z
d
x
s
s
x
r
s
d
r
r
m
s
s
u
s
s
d
s
s
u
r
m
s
x
x
d
s
s
x
r
r
r
r
s
u
m
s
m
d
d
z
u
s
r
r
s
u
d
r
s
s
r
r
s
r
x
u
s
D
u
s
s
z
s
s
m
z
r
m
d
r
s
x
d
v
s
d
x
s
u
s
d
r
r
r
r
x
CVn
Ce n
CVn
Com
CVn
Crv
Com
Com
Vir
Hya
Vir
Com
Vi r
CVn
CVn
Vi r
Dra
Hya
Com
Vir
Dra
Com
Vir
Vir
Com
Vir
Cam
Dra
Dr a
Vir
Vir
CVn
Dra
Co m
Co m
Vi r
Vir
Com
Hya
Com
CVn
Co m
CV n
Vir
Com
Com
CVn
UM a
Com
Vi r
CV n
Com
Vi r
UM a
CVn
UMa
CV n
Vir
Co m
CV n
Com
Hya
Com
Vir
UM a
Vir
CV n
Com
Com
Vir
Co m
Com
Hya
UM a
Dra
Com
Com
CVn
Com
Crv
UMa
Vir
Com
Vir
Com
Com
Com
UM a
CVn
Com
Vir
Com
Vir
CVn
Vir
Com
CVn
Co m
UM a
Vir
Vir
Vi r
Com
Com
Co m
Com
Vir
Co m
Vir
Vir
Vir
Vir
Vir
Vir
Crv
Vir
Vir
Vir
Com
Vir
Vir
Vir
Vir
Vir
CVn
Vir
CV n
Vi r
Com
CV n
Vir
4.8
0.5
2.3
0.9
2.2
3.8
2.8
0.9
0.6
1.9
0.8
5.1
0.6
4.5
4.6
0.8
3.8
2.3
1.9
2.8
0.8
1.1
1.6
2.6
1.1
3.0
1.0
4.1
1.2
2.9
2.3
2.9
0.2
5.9
5.8
1.8
4.0
1.8
4.8
1.6
1.2
0.4
5.9
2.5
2.3
1.5
1.5
1.2
6.9
0.6
1.2
2.0
2.5
1.6
1.9
1.5
2.1
1.8
2.8
5.1
4.8
0.8
2.0
2.5
1.0
0.6
5.0
2.1
4.2
1.8
1.2
5.0
10.8
vB , p S , m E 1 5 1 d e g
F , S, vl E , gl b M , 3 B st n r
1 5 . p F, c S , R, gb M , r
F, S , d i f , N , r
eF ; n o n e x i s t e n t ?
1 3 . p cF , S , iR , g b M
eF , s u s p e c t e d
1 5 . p eF , v S , R , m b M
1 6 . p R, b M , ma g 1 5
F, S , e E 1 6 0 d e g , s t e l l N
R, b M , ma g 1 5
1 5 . p vF , v S , d i f f i c
11.9
v F , E (h o o k s h a p e ) , s p of 2
1 4 . p vF , v S
1 6 . p eF , v S , 1 ' s o f 4 1 1 7
lE; none x i s t e n t ?
1 4 . p F, v S , lE , r
eF , c S , R , 2 s t 1 0 s f 8'
1 5 . p R, b M , ma g 1 3 . 5
pB , c S
9. 8 pB , p L , c E , mb M
1 5 . p pB , S , R, N = 1 2 m
11.2
cF , v L , E 90 d e g + / - , bM N
1 2 . p pB , p L , m E 1 1 8 d e g , bM , r ; = I C 30 1 1
1 5 . p F, v S , N = 1 3 m
1 2 . p pF , p S , E 11 0 d e g ; = 4 1 2 4
1 3 . p F, p L , vl E , gl b M
1 4 . p eF , v S , E
1 3 . p c B , l E , bM
1 5 . p R, P N ? , m a g 1 5
1 5 . p bM , m a g 1 5
1 4 . p pB , c S , R , g b M , r
1 3 . p pB , c L , R , g m b M
1 4 . p v F , S , R , p s l b M , b e t 2 vS st
14. p cF, S, R, 1st of 3
12.6
F , pL , p m E 95 d e g + / - , vg l b M
pE , l b M , * 1 3 p 5'
1 5 . p cF , S , iR , 2 n d of 3
pB , m E 45 d e g , *1 0 . 5 s f 1 '
1 4 . p pF , p L , l E , 3r d o f 3
1 5 . p vF , p S , R , 2 F st i n v
1 2 . p F , vL , v g m b M
1 5 . p v F , p S , R, l fa i n t e r th a n 41 3 5
1 6 . p S, R , b M
R, b M , di f , ma g 1 4 . 5
R, b M , di f , ma g 1 4 . 5
1 2 . p B, p L , lE , v g b M , * n p
1 4 . p v F , S , i F , vg l b M , er
R, l b M , m a g 13 . 5
F , S, di f f i c , p of D n e b
1 2 . p c B , R , v g , vs b M N
R, b M , ma g 1 4
F , S, di f f i c , f of D n e b
1 4 . p v F , p S , lE , g b M , r
1 4 . p pB , p S , g b M
1 2 . p pF , c L , v m E 10 9 d e g , v g b M
11.0
B , vL , v g l b M
1 5 . p R, b M , v d i f , m a g 1 4 . 5
10.3
g l o b . cl . , v B , pL , R , gb M , rr r
1 5 . p F , S, *1 2 s f
R, b M , di f , ma g 1 5
1 2 . p eF , p L , E ns , l b M
1 4 . p vF , p S
1 5 . p R, b M , ma g 1 3 . 5
1 4 . p F , S, E
1 5 . p S, E , b M
10.4
v B , S , R , v s m b M B N , p of 2
vF , s u s p 6 ' n o f 41 5 2
bM , m a g 1 4
bM , m a g 1 5
11.7
B , S, R, p g m b M
12.0
pB , p L , R , p g m b M , r
vF , v S , m E 4 0 d e g , b e t 2 st
vF, S, E 90de g +/1 4 . p eF , p S , R , t r i a n g l e 2 st
B, p L , E, bM
1 4 . p eF , v S
13.0
pF , S , E, vg b M , f o f 2
1 5 . p E 35 d e g , ma g 1 3 . 5
1 4 . p pB , E n s , sb M N = 14 m
1 2 . p pF , c L , v m E 60 d e g + / - ( d o u b l e ? )
1 5 . p F, v S , st e l l , N = 1 4 m
R, b M , ma g 1 4
vF , w i s p a t 35 d e g
1 5 . p R, b M , ma g 1 3 . 5
1 5 . p bM , w i s p s ns 0 ' . 5 , m a g 1 3 . 5
1 3 . p F, p S , lE , b M , pB * s f
1 3 . p F , S, R
ne b * 1 3
11.5
B, L , i E , bM
1 5 . p vF , p S , R , g b M
vF , E , bM
1 5 . p vF , 2 ' - 3' s of 41 6 5
1 3 . p vF , p L , v l E , r
13.6
eF , * 1 0 n p , 41 6 8 f; = IC 30 3 5
1 4 . p vF , S
F, p L , R, vg b M , * * s; = 41 6 3 ?
1 3 . p F , S, 1s t o f 4
1 4 . p F , S, lE , g b M
F, c S ; = 4 1 6 5
1 5 . p vF , s p i r
11.3
p B , p L , iF , p s b M , r, * in v
1 3 . p eF , v n r 4 1 6 9 , 4 1 7 3 - 5
1 4 . p eF , v n r 4 1 6 9 , 4 1 7 3 - 5
1 3 . p F , S, 2n d o f 4
1 4 . p F, S , 3 r d of 4
1 5 . p R, P N ? , m a g 1 6
1 4 . p F , eS , 4 t h of 4
1 3 . p vF , p S , v l b M
1 5 . p S, R , b M
1 6 . p R, b M , PN ?, m a g 16
eF , v S , R , s l b M , *1 0
1 6 . p R, P N ? , m a g 1 6
S, E
1 3 . p vF , p L , R , v g b M
11.4
vF , v L , E 45 d e g + / - , *7 f; = IC 3 0 4 2
pF , c L ; = 41 7 8
cS , E n s , ma g 1 5
F, s t e l l
10.9
pB , p S , p m E 13 5 d e g + / - , bM N
vF , v S , R , * 1 3 . 5 n 1 '
pF , c S , N s = 1 0 . 5 m
1 3 . p pF , S , lE 0d e g +/ - , r
1 5 . p vF , p S , s p i r
1 3 . p vF , c L , m E 1 7 0 d e g + / R, b M , ma g 1 4 . 5
14. p eF, S, stel l a r
v S (v S C l ? )
1 3 . p cF , L , R, gb M
14. p pB, S, lE
F, S ; * 1 3 ?
I3 0 4 9
41 8 4
41 9 0
I3 0 5 0
41 8 9
41 9 2
41 9 1
41 9 3
I3 0 5 1
I3 0 5 2
I3 0 5 3
41 8 6
41 8 8
41 9 4
41 9 5
41 9 8
I3 0 5 4
41 9 6
I3 0 5 5
41 9 7
I3 0 5 6
42 0 1
41 9 9
42 0 0
42 0 5
I3 0 5 8
I3 0 5 9
I3 0 5 7
I3 0 6 0
42 0 3
I3 0 6 1
I3 0 6 2
I3 0 6 3
42 0 4
I 77 1
I 77 2
I3 0 6 4
I3 0 6 5
I3 0 6 7
42 0 6
42 1 0
I3 0 6 6
42 0 8
I3 0 6 8
I3 0 6 9
I3 0 7 0
42 0 7
42 0 9
I3 0 7 1
42 1 1
42 1 4
I3 0 7 2
I3 0 7 3
42 1 2
42 1 3
I3 0 7 4
42 1 7
42 1 8
I3 0 7 5
42 1 5
42 1 6
42 2 1
I3 0 7 6
I3 0 7 7
I3 0 7 8
I3 0 7 9
42 2 0
I3 0 8 0
I3 0 8 1
I3 0 8 2
I3 0 8 4
42 1 9
42 2 2
42 2 6
I3 0 8 3
I3 0 8 5
I3 0 8 9
42 2 3
42 2 7
I3 0 8 6
I3 0 8 7
I3 0 8 8
I3 0 9 0
42 2 4
42 2 8
I3 0 9 1
I3 0 9 2
42 2 5
42 2 9
42 3 6
I3 0 9 3
42 3 1
42 3 2
42 3 8
I3 0 9 4
I3 0 9 5
I3 0 9 6
I3 0 9 7
42 3 3
I3 0 9 9
42 3 4
42 3 5
42 3 7
I3 0 9 8
I3 1 0 0
42 3 0
42 3 9
I3 1 0 1
42 4 0
42 4 1
42 5 0
I3 1 0 2
42 4 2
42 4 4
I3 1 0 3
42 4 3
42 4 5
I3 1 0 5
I3 1 1 0
42 4 8
I3 1 0 6
I3 1 0 7
I3 1 0 8
I3 1 0 9
I3 1 1 1
I3 1 1 2
I3 1 1 4
42 4 6
42 4 7
42 4 9
I3 1 1 3
121
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
*
Gx
?
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Nb
Gx
Gx
Nb
Gx
Gx
Gx
Gx
?
*
Gx
Gx
?
D*
*
D*
Gx
D*
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
13 . 5
13 . 6
13 . 7
13 . 7
13 . 8
13 . 8
13 . 9
13 . 9
13 . 9
13 . 9
14 . 0
14 . 1
14 . 2
14 . 2
14 . 2
14 . 3
14 . 3
14 . 4
14 . 4
14 . 6
14 . 6
14 . 7
14 . 8
14 . 8
14 . 9
14 . 9
14 . 9
15 . 0
15 . 0
15 . 1
15 . 1
15 . 1
15 . 1
15 . 2
15 . 2
15 . 2
15 . 2
15 . 2
15 . 2
15 . 3
15 . 3
15 . 3
15 . 4
15 . 4
15 . 4
15 . 4
15 . 5
15 . 5
15 . 5
15 . 6
15 . 6
15 . 6
15 . 6
15 . 7
15 . 7
15 . 7
15 . 8
15 . 8
15 . 8
15 . 9
15 . 9
16 . 0
16 . 1
16 . 1
16 . 1
16 . 1
16 . 2
16 . 2
16 . 2
16 . 2
16 . 3
16 . 4
16 . 4
16 . 4
16 . 4
16 . 4
16 . 4
16 . 5
16 . 5
16 . 5
16 . 5
16 . 5
16 . 5
16 . 6
16 . 6
16 . 6
16 . 6
16 . 7
16 . 7
16 . 7
16 . 7
16 . 8
16 . 8
16 . 9
16 . 9
16 . 9
16 . 9
17 . 0
17 . 1
17 . 1
17 . 2
17 . 2
17 . 2
17 . 2
17 . 2
17 . 3
17 . 3
17 . 3
17 . 4
17 . 4
17 . 4
17 . 4
17 . 5
17 . 5
17 . 5
17 . 6
17 . 6
17 . 6
17 . 7
17 . 8
17 . 8
17 . 8
17 . 8
17 . 8
17 . 8
17 . 8
17 . 9
18 . 0
18 . 0
18 . 0
18 . 0
+1 4
- 62
+3 6
+1 3
+1 3
+1 4
+0 7
+1 3
+1 3
+1 2
+1 4
+1 4
- 12
+5 4
+5 9
+5 6
+1 3
+2 8
+1 2
+0 5
+1 3
- 11
+5 9
+1 2
+6 3
+1 4
+1 3
- 44
+1 2
+3 3
+1 4
+1 3
+1 2
+2 0
+1 3
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+1 3
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+1 3
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+2 3
+1 0
+4 7
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+2 3
+0 6
+1 3
+6 6
+0 9
+1 4
+1 2
+1 1
+4 7
+1 4
+1 2
+2 3
+2 3
- 43
+1 3
+4 7
+1 2
+0 9
+2 3
+0 6
+3 3
+0 9
+1 3
+0 9
+0 9
+0 7
+3 6
+1 3
+1 0
- 12
+3 3
+6 9
+1 4
+4 7
+4 7
+6 3
+1 3
+2 3
+1 4
+0 9
+0 7
+1 2
+0 3
+0 7
+1 5
+0 7
+1 2
- 55
+1 6
+1 1
- 09
+0 6
+7 0
+0 6
+4 5
+3 7
+0 9
- 11
+2 9
+1 2
+3 7
+4 7
+0 9
+1 0
+1 3
+1 3
+0 8
+2 6
+0 9
+0 7
+0 7
+0 5
+0 7
29
42
38
26
26
54
12
10
10
40
12
44
33
32
37
01
31
25
04
48
47
34
54
11
48
04
28
29
31
12
02
35
00
39
11
57
01
26
57
02
59
28
54
30
10
02
35
31
33
11
20
33
36
54
59
41
06
08
35
24
09
14
05
24
39
31
53
13
40
51
54
20
19
02
35
28
49
42
31
01
17
28
26
28
20
59
03
18
34
28
17
27
26
25
37
56
31
24
37
27
41
11
19
12
15
08
32
56
56
41
48
41
37
49
22
19
36
23
23
25
37
50
21
08
26
01
08
11
16
36
11
u
r
s
t
s
s
r
s
x
d
d
s
r
s
r
r
d
s
d
s
x
r
r
r
r
d
v
d
m
s
s
m
u
s
z
z
t
x
z
s
s
u
D
d
d
x
s
r
x
s
s
x
u
s
r
s
s
s
m
s
s
s
x
x
d
z
s
x
d
d
m
s
s
s
x
x
m
r
s
x
x
x
x
s
r
x
d
r
r
s
x
s
s
s
u
m
x
z
s
u
s
s
s
x
d
s
r
z
r
s
s
x
s
s
x
r
s
u
d
s
d
u
d
d
z
v
x
s
s
r
x
Co m
Cr u
CV n
Co m
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Co m
Co m
Cr v
UM a
UM a
UM a
Co m
Co m
Vi r
Vi r
Co m
Vi r
UM a
Vi r
Dr a
Co m
Co m
Ce n
Vi r
Co m
Co m
Co m
Vi r
Co m
Vi r
Co m
Vi r
Co m
Co m
Vi r
Dr a
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Co m
Vi r
Co m
CV n
Vi r
Co m
Co m
Co m
Vi r
CV n
CV n
Co m
Vi r
Vi r
Dr a
Vi r
Co m
Vi r
Vi r
CV n
Co m
Vi r
Co m
Co m
Ce n
Co m
CV n
Vi r
Vi r
Co m
Vi r
CV n
Vi r
Vi r
Vi r
Vi r
Vi r
CV n
Co m
Vi r
Cr v
CV n
Dr a
Co m
CV n
CV n
Dr a
Co m
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Vi r
Co m
Vi r
Vi r
Ce n
Co m
Vi r
Vi r
Vi r
Dr a
Vi r
CV n
CV n
Vi r
Vi r
Co m
Vi r
CV n
CV n
Vi r
Vi r
Co m
Vi r
Vi r
Co m
Vi r
Vi r
Vi r
Vi r
Vi r
1. 1
1. 7
2. 0
2. 5
9. 5
2. 3
1. 4
2. 5
1. 6
3. 5
1. 7
0. 3
3. 6
2. 3
1. 0
1. 0
4. 2
5. 3
0. 5
5. 2
2. 2
1. 0
1. 8
1. 4
7. 9
1. 0
3. 0
2. 3
5. 5
1. 2
0. 7
1. 9
8. 3
2. 3
0. 2
4. 1
0. 3
0. 4
4. 5
3. 3
1. 3
0. 4
1. 8
2. 4
18 . 6
1. 4
1. 5
1. 9
0. 6
0. 5
1.
2. 3
2. 1
1. 3
4. 3
2. 3
6.
2. 5
2. 7
4. 8
16 . 2
3. 3
1. 8
3. 0
1. 5
1. 3
2. 5
0. 7
16 . p R, PN ?, ma g 16
Cl , mC , st eS
13 . p cF , pS , R, vg l b M , r
13 . p pB , cL , gb M ; = 41 8 9
11 . 7
F, L, lE , vg l b M , r; = IC 30 5 0
10 . 1
B, vL , vm E 15 2 d e g , vs v m b M ; = M9 8
14 . p cF , R, bM , ne a r S*
12 . 4
vF , pL , E, vg b M ; = IC 30 5 1
pB , pS ; = 41 9 3
R, PN ?, ma g 16 . 5
R, bM , PN ?, ma g 16
14 . p pF , S, R, sp M9 8
14 . p eF , pS
12 . 4
pB , vS , vs b M *1 2
15 . p eF
14 . p pF , pS , lE , gb M
R, PN ?, ma g 16 . 5
14 . p pB , S, R, vs m b M *
bM , ma g 15
13 . p pF , pm E , vg b M
pL , vm E 50 d e g
14 . p eF , eS , R, bM N
15 . p vF , S
14 . p cF , lE , lb M
14 . p pB , pS , R, *1 2 f, ln
R, PN ?, ma g 16
vF , sp i r , do u b t f u l
cF , S, R (d e f e c t ? )
15 . p vF , S, lE 0d e g ; *1 4 ?
10 . 7
vB , S, R, ps m b M
13 . 6
F, pL , sp i r
15 . p F, S
15 . p bM , ma g 14 . 5
13 . p vF , cL , iR , vg b M
15 . p vF , S, R, * 3' so u t h
15 . p vF , vS , st e l l
13 . p cF , cL , E 5d e g ; = 42 0 6
R, PN ?, ma g 14
15 . p vF , vS , st e l l
12 . 1
F, vm E
13 . p pF , pS , R, vg b M
15 . p pL , E 16 0 d e g , sp i r
no n e x i s t e n t
bM , ma g 16
bM , ma g 15 . 5
vF , vS
13 . p pF , pS , lE , *1 4 np
F, pS
eF , eS
14 . p vF , eS , mb M
9. 7 cB , cL , iE , bi N
eF , eS , ?
16 . p bM , ma g 16
11 . 2
B, L, E 10 7 d e g , g, sb M , r
14 . p cF , vS , R
14 . p cF , pL , E 17 0 d e g
12 . p pF , L, mE 45 d e g , ** n, p of 2
13 . p vF , vS
15 . p F, vS , R, st e l l
13 . p B, pS , E, sb M *1 1
10 . 0
vB , vL , vm E 17 d e g , sb M N
14 . p pB , S, R, ps b M
vF , vS
bM , ma g 15
bM , ma g 14
15 . p bM , ma g 14
12 . p cB , pL , pm E 13 4 d e g , ps b M
bM , ma g 14
bM , ma g 15
vF , vS , di f , *5 n 6'
16 . p F, vS , R, di f
12 . p pF , pL , pm E , vg l b M
14 . p vF , pS , R
14 . p F, S, lE , f of 2
bM , ma g 15
cF , vS , = *1 3
16 . p vF , S, vl b M , di f
pF , pL , R, r; = 42 4 1 ?
14 . p F, vS , vl E , ps b M , sp of 2
eF , vS
F, S, eE 30 d e g , ne b ?
vF , vS , = *1 4
vF , vS
11 . 8
pB , pS , lE , gb M , r
vF , L, R, gb M ; = 42 1 4 ?
bM , ma g 14
bM , ma g 15 . 5
14 . p F, eS , R, * 17 0 d e g , 60 "
14 . p cF , vS , lE , ps b M , nf of 2
9. 7 vF , eL , mE 16 0 d e g +/ - , vg b M
bM , ma g 14
15 . p vF , vS , n of Dn e b
15 . p vF , vS , s of Dn e b
14 . p vF , pS , iR , vg l b M
14 . p F, S, bM
16 . p pF , S, vl E pf , bM , *5 p 35 s , 1' s
bM , ma g 14 . 5
15 . p vF , S, lb M
11 . 9
pF , R, vs b M S N
15 . p vF , pL , lE 0d e g
12 . 9
pB , L, R, gb M
11 . 6
pB , pL , pm E , bM , p of 2
11 . 7
pB , pL , lE , vg b M , r
pF , pS , E 45 d e g ; = 42 3 5
bM , wi s p s 45 d e g ?, ma g 14 . 5
9. p Cl , F, pL , iF , st 13 . . . 1 5
13 . p F, pL , R
15 . p bM , ma g 15
14 . p pB , S, *1 2 sp 0' . 5
12 . 0
vF , L, vg b M , *7 s; = IC 31 0 2
13 . p pB , S, R, pg b M
pF , pS , *? ; = 42 4 1
11 . 0
vF , cL , iR , vg b M , r
10 . 2
pB , vL , eE 43 d e g , vg b M
vF , vS , st e l l
pB , eS , pB * cl o s e p
11 . 4
cB , pL , vl E , sm b M , r
15 . p vF , pS , E 40 d e g
vF , S, di f
12 . 6
vF , S, pm E , ps b M
vF , vS , E 95 d e g
14 . p F, vS , lE , mb M
R, bM , ma g 14
bM , ma g 14
15 . p eF , S?
F, S, iF , N
cF , vS , st e l l
12 . 7
eF
15 . p F, S, R, bM , 6' n of 42 4 6
15 . p F
cF , pL , E; = 42 4 6
I311 5
Gx
I311 6
42 5 1
Gx
I 773 Gx
I311 7
?
I311 9
Gx
4202
Gx
I311 8
Gx
I312 2
Gx
42 5 3
Gx
I312 0
I312 1
I312 3
*
I312 5
42 5 2
Gx
I312 4
*
I312 7
Gx
I312 6
4256
Gx
I312 8
I312 9
*
42 5 4
Gx
M99
I 774
I310 4
Gx
I313 0
?
I313 1
Gx
I313 2
I 775 Gx
I313 3
?
I313 4
Gx
I313 5
I314 1
Gx
42 5 5
Gx
42 5 8
Gx
I 776 Gx
I313 6
Gx
I313 7
I313 8
I313 9
*
I314 0
42 5 7
Gx
I314 2
Nb
I314 3
Gx
I314 4
I314 5
I314 6
I314 7
I314 8
Gx
I314 9
Gx
4259
Gx
42 6 0
Gx
42 6 1
Gx
I 777 Gx
I 778
42 6 2
Gx
I315 0
?
I315 1
4264
Gx
42 7 1
Gx
I315 2
Gx
I315 3
Gx
I315 4
4263
Gx
4265
Gx
42 6 6
Gx
I315 6
Gx
I315 7
Gx
4267
Gx
4268
Gx
4269
Gx
42 7 0
Gx
42 7 2
Gx
42 7 4
Gx
I 779
I315 5
Gx
I315 8
*
42 7 3
Gx
42 7 5
Gx
I 780 Gx
I315 9
I316 6
I316 0
*
I316 1
D*
I316 2
D*
I316 3
D*
I316 5
Gx
42 7 7
Gx
42 7 8
Gx
I 781 Nb
I316 4
42 7 6
Gx
42 8 4
Gx
I316 7
Gx
42 8 3
Gx
42 9 1
Gx
I316 8
Gx
I317 1
Gx
42 7 9
Gx
42 8 0
42 8 1
Gx
4282
Gx
I316 9
I317 0
Gx
I317 2
I317 4
Gx
I317 5
Gx
I318 0
I317 3
Gx
I317 6
4288
Gx
I317 7
I317 8
I317 9
42 8 5
Gx
4286
Gx
I318 1
I318 4
Gx
42 8 7
Gx
42 9 0
Gx
I 3 1 8 2 ** *
I318 3
*
I318 5
I318 6
Gx
I318 7
Gx
I318 8
Gx
I318 9
I319 3
Gx
4289
Gx
I319 0
*
I319 1
?
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
18 . 0
18 . 0
18 . 1
18 . 1
18 . 1
18 . 1
18.2
18 . 2
18 . 3
18 . 4
18 . 4
18 . 4
18 . 4
18 . 4
18 . 5
18 . 5
18 . 5
18 . 6
18.7
18 . 7
18 . 7
18 . 8
+06
+25
+28
+06
+09
+24
- 01
+09
+25
+29
+13
+13
+08
+24
+05
+09
+11
+13
+6 5
+11
+09
+14
39
05
10
08
04
41
04
30
13
49
42
14
04
22
34
35
51
48
54
43
36
25
s
d
s
v
x
z
F
u
u
s
d
d
x
d
s
x
m
d
s
d
x
s
Vir
Com
Com
Vir
Vir
Com
Vi r
Vir
Com
Com
Com
Vir
Vir
Com
Vir
Vir
Vir
Com
Dr a
Vir
Vir
Com
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
18 . 8
18 . 8
18 . 8
18 . 8
18 . 8
18 . 9
18 . 9
18 . 9
18 . 9
18 . 9
19 . 0
19 . 0
19 . 0
19 . 0
19 . 0
19 . 0
19 . 0
19 . 0
19 . 1
19 . 1
19 . 1
19 . 2
19 . 2
19 . 2
19 . 3
19 . 3
19 . 3
19.4
19 . 4
19 . 4
19 . 4
19 . 4
19 . 5
19 . 5
19 . 5
19.6
19 . 6
19 . 6
19 . 6
19 . 6
19.7
19.7
19 . 7
19 . 7
19 . 7
19.8
19.8
19.8
19 . 8
19 . 8
19 . 8
19 . 8
19 . 8
19 . 8
19 . 9
19 . 9
19 . 9
19 . 9
19 . 9
20 . 0
20 . 0
20 . 0
20 . 0
20 . 0
20 . 1
20 . 1
20 . 1
20 . 1
20 . 2
20 . 2
20 . 2
20 . 3
20 . 3
20 . 3
20 . 3
20 . 4
20 . 4
20 . 4
20.4
20 . 4
20 . 4
20 . 4
20 . 4
20 . 4
20 . 4
20 . 5
20 . 5
20.6
20 . 6
20 . 6
20 . 6
20 . 7
20.7
20 . 7
20 . 7
20 . 8
20 . 8
20 . 8
20 . 8
20 . 9
20 . 9
20 . 9
20 . 9
20 . 9
20 . 9
21.0
21 . 0
21 . 1
- 06
- 79
+08
+07
+07
+12
+07
+08
+27
+24
+04
+47
+08
+06
+12
+12
+09
+27
+05
+13
+27
+25
+24
+25
+12
+07
+12
+0 5
+06
+05
+28
+56
+14
+07
+09
+0 5
+56
- 26
+05
+25
- 12
- 12
+05
+09
+12
+1 2
+0 5
+0 6
+05
+30
+29
+29
+06
+09
+05
+27
+25
+11
+60
+09
+09
+09
+09
+27
+05
+29
+14
+24
+07
+58
+09
+29
+75
+27
+25
- 11
- 11
+05
+0 5
+26
+09
+27
+10
+09
+60
+11
+25
+4 6
+14
+26
+26
- 11
+2 9
+29
+24
+05
+58
+12
+06
+25
+24
+11
+11
+25
+27
+0 3
+09
+07
46
44
14
51
52
55
39
58
30
11
48
18
51
11
27
25
08
08
44
59
18
18
18
43
01
52
18
23
06
49
18
00
53
48
24
51
45
09
23
35
15
15
32
09
25
48
17
01
28
20
37
53
00
18
21
37
46
39
42
06
00
00
15
58
21
17
58
57
42
06
32
19
22
55
32
40
41
23
35
36
25
49
14
50
42
20
31
17
07
10
10
39
21
21
55
39
06
44
41
26
40
10
01
26
54
43
34
42
d
c
x
m
x
s
x
z
d
z
r
s
s
v
d
d
x
d
s
x
z
d
d
d
d
m
m
s
s
s
u
d
s
x
d
s
r
c
z
d
D
D
s
m
z
s
s
s
s
z
s
d
v
x
s
s
u
d
d
x
x
x
x
u
s
s
x
d
r
r
z
s
s
z
m
r
r
s
r
d
m
d
z
z
d
z
d
s
d
d
d
r
s
x
z
r
s
x
x
d
m
z
m
d
m
s
x
x
Vir
Cha
Vir
Vir
Vir
Vir
Vir
Vir
Com
Com
Vir
CVn
Vir
Vir
Vir
Vir
Vir
Com
Vir
Com
Com
Com
Com
Com
Vir
Vir
Vir
Vi r
Vir
Vir
Com
UMa
Com
Vir
Vir
Vi r
UMa
Hya
Vir
Com
Cr v
Cr v
Vir
Vir
Vir
Vi r
Vi r
Vi r
Vir
Com
Com
Com
Vir
Vir
Vir
Com
Com
Vir
UMa
Vir
Vir
Vir
Vir
Com
Vir
Com
Com
Com
Vir
UMa
Vir
Com
Dra
Com
Com
Vir
Vir
Vir
Vi r
Com
Vir
Com
Vir
Vir
UMa
Vir
Com
CV n
Com
Com
Com
Vir
Co m
Com
Com
Vir
UMa
Vir
Vir
Com
Com
Vir
Vir
Com
Com
Vi r
Vir
Vir
1.7
4.2
1.8
1.6
1.5
1.1
1.5
0.6
4.6
5.4
13.1
vF , p L , E
vF , c S , R , b M
1 2 . p vB , S , E, vs v m b M N , * 6 - 7 f 9 0 s
F, v S , di f , 2 v F st in v
eF , S , E 3 0 d e g
1 5 . p pF , c S , R , b M
1 4 . p F , ir r , co m e t a r y , F* 1' n f
1 5 . p vF , c S , l E , di f
1 5 . p pF , p L , E 15 0 d e g , p L N
1 4 . p vF , v S , R
R, b M , ma g 1 4 . 5
eF , l E , m a g 15
ne b , or *
F, S , R , b M
1 5 . p F, E
cF , S , = *1 3
1 6 . p R, b M , ma g 1 6
R, b M , ma g 1 5
1 2 . p p B , L , c E 3 8 d e g , bM B N
lE , D ? , m a g 14 . 5
vF , e S , = * 1 4
9. 8 !! B , L , R , gb M , r, 3- br a n c h e d
4.7
0.6
15. p
1.4
13.3
15. p
18.2
2.1
1.2
1.2
16. p
13. p
8. 3
14. p
15. p
16. p
0.8
0.5
1.1
2.6
3.9
1.3
15. p
16. p
13.6
11.8
10.3
14. p
2.2
11.5
1.1
12.9
13. p
2.0
15. p
2.1
0.6
3.5
1.6
1.5
2.2
6.9
14.
14.
15.
15.
15.
10.9
12.7
14.
12.2
14.
10.4
p
p
p
p
p
p
p
1.1
2.3
1.0
1.3
11.9
13. p
14. p
2.0
0.9
3.6
1.
15. p
13.5
10.2
1.4
2.2
0.3
3.1
0.4
14.
14.
15.
12.0
12.
16.
15.
14.
p
p
p
p
p
p
p
11.3
14. p
15. p
16. p
15. p
16. p
2.3
13. p
1.9
14. p
15. p
2.5
16. p
15. p
12. p
0.4
0.4
15. p
16. p
15. p
0.8
3.9
16. p
14. p
spir a l ;
F, v S , R, gb M
ee F , cS , o r vS Cl , * 1 2 s p 0 ' . 5
eF , p S , m E 1 4 0 d e g , ?
vF , S
vF , S , st e l l ; = I C 3 1 3 1
vF , S , st e l l , N
eF , S , di f
vF , v S , E 0d e g
vF , S , iF
F, S , R , b M
S, p m b M
vB , v L , v m E 0d e g , s b M B N ; = M 1 0 6
F, p L , R
F
pL , E 4 5 d e g
R, b M , ma g 1 5 . 5
eF , v S
vF , p S , i F , di f
vF , p S , R , * 1 8 s 2'
R, b M , ma g 1 4 . 5
vF , S , R
vF , S , R, bM
F, S , R , b M
eF , S , iF
vF , v S , s t e l l
vF , S
vF , v S
F , pS , R
pB , E , ps b M
pB , p S , R , g b M
vF
eF , p S , r , b e t 2 st
B, S , R , r
vF , S
R, b M , ma g 1 3 . 5
F , pS , R , g b M
pB , p L , i F
pB , S , R, 4 st sf , * 8 np
vF , S , 42 7 3 f
F, S , R , b M
v F , p L , iF ; = 4 2 6 5
vF, pS, R
pF
vF , v S
R, b M , ma g 1 4
p B , v S , R, vs m b M
p F , S , 2 n d of 6 ne b
p F , S , R , * 9 f 1 s .7 , n 8 5 "
pB , S , R
cF , S , iR , g m b M
vB , v L , E 90 d e g , m b M N
F
cF , S , sb M ; vF st i n v ?
eF , c S , ? ?
pB , L , E, gb M
F, S , v l E , g b M , * 1 5 nr
pB , S , R, N = 1 2 . 5 m
R, m b M , m a g 15
ee F , S, p of 2
eF , c S
eF , v S , * ? , co n n w f o n e
eF , v S , * ? , co n n w p o n e
ne b o r *?
F, c S , iF , l b M
vF , e S
vB , p L , R , m b M , r , 1 s t o f 3
vF , S , di f
eF , S , iF ; D * ?
pF , p L
cF , l E , p of 2
vF , v S , l E 6 5 d e g , b M
B, S , R , b M , 2 n d of 3
pB , v S , R , l b M , 3 s t f
F, c S , E 4 5 d e g , bM
pB , S , R, bM
ee F , vS , R
eF , v S , R
B, v L , R, pg b M
pF
vF , v S , R , b M
F, S , R , b M
vF , S , iF
eF , v S , * 1 3 at t s p
R, b M , ma g 1 3
vF , p L , R , * 7 . 5 s , f o f 2
R, b M , ma g 1 3
vF , v S , R , b M
v F , p S , R, vg b M , r
L, v m E 45 d e g , 2' . 5 l
F, v S , iF , N
F, v S , iF , N
ee F , pS , R
v F , 3 r d of 3; = IC 3 1 8 1
pF , p L , l E 1 5 0 d e g ; = 42 8 6
pF , c S , E 40 d e g , b M
pF
pB , L , R, gm b M
vF , S , bi N
vF , c S , s t ?
F, v S , R, bM
pB , S , R, bM
vl E , bM , m a g 1 4 . 5
R, b M , ma g 1 3 . 5
F, v S , R, bM
F, S , i F ; D* ?
vF, S, *8.5 12s f
eF , e S
vF , v S , R
=
I3 1 9 2
42 9 3
42 9 5
I3 1 9 4
42 9 2
42 9 4
I3 1 9 5
I3 1 9 7
42 9 6
42 9 7
42 9 8
I3 1 9 6
I3 1 9 8
43 0 1
I 78 2
I 78 3
I3 2 0 0
42 9 9
43 0 0
43 0 2
43 1 9
I3 1 9 9
I3 2 0 1
I3 2 0 2
I3 2 0 3
I3 2 0 4
I3 2 0 5
I3 2 0 6
43 0 3
43 0 8
I3 2 0 7
I3 2 0 8
I3 2 1 0
43 0 5
43 0 6
43 0 7
I3 2 0 9
I3 2 1 1
I3 2 1 2
I3 2 1 3
I3 2 1 5
43 0 4
43 0 9
I3 2 1 4
I3 2 1 6
I3 2 1 7
I3 2 1 8
I3 2 1 9
I3 2 2 1
I3 2 2 2
43 1 0
43 1 1
43 3 1
I3 2 2 0
43 1 2
I3 2 2 3
43 1 3
43 1 4
43 1 7
I 78 4
I3 2 2 4
I3 2 2 5
I3 2 2 6
I3 2 2 7
43 1 5
43 1 8
43 4 5
I3 2 2 8
I3 2 2 9
I3 2 3 0
I3 2 3 1
43 1 6
43 3 2
I3 2 3 2
43 2 1
43 2 3
I3 2 3 3
I3 2 3 4
43 2 2
43 3 5
I 78 5
I3 2 3 5
I3 2 3 6
I3 2 3 7
43 2 0
43 2 4
43 3 8
I3 2 3 8
I3 2 3 9
I3 2 4 1
43 2 5
43 2 6
43 2 7
I 78 6
I3 2 4 0
I3 2 4 2
I3 2 4 3
I3 2 4 4
43 2 8
43 3 0
I3 2 4 5
I3 2 4 6
I3 2 4 7
I3 2 4 8
I3 2 4 9
I3 2 5 0
I3 2 5 1
43 2 9
43 3 3
43 3 4
I3 2 5 2
43 4 6
43 6 3
I3 2 5 4
43 3 6
43 3 9
43 4 0
43 4 2
43 4 4
I3 2 5 5
43 4 3
I3 2 5 3
I3 2 5 6
I3 2 5 7
I3 2 5 8
I3 2 5 9
I3 2 6 2
I3 2 6 3
43 3 7
43 4 7
43 4 8
122
12 21 . 1
Gx 12 21 . 2
Gx 12 21 . 2
12 21 . 2
Gx 12 21 . 3
Gx 12 21 . 3
12 21 . 3
12 21 . 4
Gx 12 21 . 5
Gx 12 21 . 5
Gx 12 21 . 5
12 21 . 5
12 21 . 5
Gx 12 21 . 6
Gx 12 21 . 6
Gx 12 21 . 6
12 21 . 6
Gx 12 21 . 7
Gx 12 21 . 7
Gx 12 21 . 7
Gx 12 21 . 7
Gx 12 21 . 7
12 21 . 7
12 21 . 7
Gx 12 21 . 7
12 21 . 8
12 21 . 8
12 21 . 8
Gx 12 21 . 9
Gx 12 21 . 9
12 21 . 9
12 22 . 0
Gx 12 22 . 0
Gx 12 22 . 1
Gx 12 22 . 1
Gx 12 22 . 1
Gx 12 22 . 1
Gx 12 22 . 1
Gx 12 22 . 1
Gx 12 22 . 1
Gx 12 22 . 1
Gx 12 22 . 2
Gx 12 22 . 2
12 22 . 2
12 22 . 2
12 22 . 2
Gx 12 22 . 2
12 22 . 3
12 22 . 3
Gx 12 22 . 3
Gx 12 22 . 4
Gx 12 22 . 4
Gx 12 22 . 4
12 22 . 4
Gx 12 22 . 5
* 12 22 . 5
Gx 12 22 . 6
Gx 12 22 . 6
* 12 22 . 6
12 22 . 6
12 22 . 6
12 22 . 6
12 22 . 6
12 22 . 6
- 12 22 . 7
Gx 12 22 . 7
* 12 22 . 7
12 22 . 7
12 22 . 7
12 22 . 7
12 22 . 7
Gx 12 22 . 8
Gx 12 22 . 8
12 22 . 8
Gx 12 22 . 9
- 12 22 . 9
12 22 . 9
12 22 . 9
Gx 12 23 . 0
Gx 12 23 . 0
Gx 12 23 . 0
12 23 . 0
12 23 . 0
12 23 . 0
Gx 12 23 . 1
Gx 12 23 . 1
Gx 12 23 . 1
Gx 12 23 . 1
Gx 12 23 . 1
12 23 . 1
Gx 12 23 . 2
Gx 12 23 . 2
- 12 23 . 2
Gx 12 23 . 2
12 23 . 2
12 23 . 2
Gx 12 23 . 2
Gx 12 23 . 2
Gx 12 23 . 3
Gx 12 23 . 3
? 12 23 . 3
12 23 . 3
Gx 12 23 . 3
12 23 . 3
12 23 . 3
12 23 . 3
12 23 . 3
Gx 12 23 . 4
Gx 12 23 . 4
Gx 12 23 . 4
OC 12 23 . 4
Gx 12 23 . 5
Gx 12 23 . 5
12 23 . 5
Gx 12 23 . 6
Gx 12 23 . 6
Gx 12 23 . 6
Gx 12 23 . 6
Gx 12 23 . 6
Gx 12 23 . 6
Gx 12 23 . 7
Gx 12 23 . 7
Gx 12 23 . 7
? 12 23 . 7
Gx 12 23 . 7
Gx 12 23 . 8
OC 12 23 . 8
Gx 12 23 . 8
OC 12 23 . 9
- 12 23 . 9
Gx 12 23 . 9
+1 1
+1 8
+2 8
+2 5
+0 4
+1 1
+2 5
+2 5
+0 6
+0 6
+1 4
+1 1
+2 6
+0 4
+0 5
+1 5
+2 6
+1 1
+0 5
+1 4
+7 5
+1 0
+2 5
+2 7
+2 5
+2 4
+2 6
+2 6
+0 4
+3 0
+2 4
+1 1
+2 8
+1 2
+1 2
+0 9
+1 1
+0 8
+2 8
+2 3
+2 6
- 33
+0 7
+2 7
+2 5
+2 6
+0 6
+2 5
+2 5
+2 8
+2 9
+2 9
+7 6
+1 0
+1 5
+0 9
+1 1
+2 9
+3 1
- 04
+1 2
+0 6
+2 6
+2 4
+0 9
+0 8
+7 5
+2 4
+0 6
+2 7
+2 4
+0 9
+6 5
+2 4
+1 5
+1 5
+1 2
+2 8
+1 5
+5 8
- 13
+1 3
+1 0
+2 8
+1 0
+0 5
+2 8
+1 4
+1 1
+2 6
+1 0
+0 6
+1 5
- 13
+1 0
+2 6
+2 7
+1 4
+1 5
+1 1
+0 9
+1 3
+2 8
+2 5
+2 5
+2 5
+2 5
- 12
+0 6
+0 7
+2 8
+4 7
+7 4
+1 9
+1 9
+0 6
+1 6
+0 7
+1 7
+0 9
+0 6
- 34
+0 7
+0 7
+1 2
+0 7
+2 7
+2 8
- 58
- 03
- 03
44
23
09
08
36
31
48
27
40
40
36
44
22
47
45
45
46
30
23
36
19
36
43
03
53
15
20
22
28
03
21
57
26
44
47
02
45
59
11
52
03
29
09
14
17
23
55
57
17
50
12
12
11
35
32
29
48
53
03
39
09
41
04
05
19
12
20
20
41
45
49
21
51
26
49
54
34
07
54
27
14
32
05
30
33
15
55
25
43
54
38
04
47
13
20
15
45
23
48
23
07
03
53
33
27
38
39
34
02
28
37
00
57
27
27
05
43
03
32
37
57
38
03
16
28
11
24
12
08
14
27
d
s
v
d
s
s
d
d
r
r
s
d
d
s
m
s
d
s
r
s
s
u
d
d
u
d
d
d
s
s
d
d
z
s
s
s
z
u
z
z
u
s
s
d
d
d
m
d
d
u
s
u
s
d
s
x
s
s
r
D
d
d
d
d
r
s
r
d
d
d
d
r
s
d
s
r
d
d
s
s
m
d
d
d
r
s
r
m
z
d
r
s
r
m
d
d
z
v
s
r
x
d
u
d
d
d
d
s
s
s
x
s
s
x
r
s
s
t
s
z
s
s
s
x
s
s
x
m
s
r
s
Vi r
Co m
Co m
Co m
Vi r
Vi r
Co m
Co m
Vi r
Vi r
Co m
Vi r
Co m
Vi r
Vi r
Co m
Co m
Vi r
Vi r
Co m
Dr a
Vi r
Co m
Co m
Co m
Co m
Co m
Co m
Vi r
Co m
Co m
Vi r
Co m
Vi r
Vi r
Vi r
Vi r
Vi r
Co m
Co m
Co m
Hy a
Vi r
Co m
Co m
Co m
Vi r
Co m
Co m
Co m
Co m
Co m
Dr a
Vi r
Co m
Vi r
Vi r
Co m
Co m
Vi r
Vi r
Vi r
Co m
Co m
Vi r
Vi r
Dr a
Co m
Vi r
Co m
Co m
Vi r
Dr a
Co m
Co m
Co m
Vi r
Co m
Co m
UM a
Cr v
Co m
Vi r
Co m
Vi r
Vi r
Co m
Co m
Vi r
Co m
Vi r
Vi r
Co m
Cr v
Vi r
Co m
Co m
Co m
Co m
Vi r
Vi r
Vi r
Co m
Co m
Co m
Co m
Co m
Cr v
Vi r
Vi r
Co m
CV n
Dr a
Co m
Co m
Vi r
Co m
Vi r
Co m
Vi r
Vi r
Ce n
Vi r
Vi r
Vi r
Vi r
Co m
Co m
Cr u
Vi r
Vi r
6. 0
2. 1
3. 1
3. 2
1. 4
0. 6
1. 5
1. 7
5. 2
3. 1
1. 1
1. 5
6. 0
1. 0
2. 2
1. 6
3. 7
1. 1
2. 0
2. 4
2. 0
0. 6
1. 1
2. 6
2. 3
2. 0
4. 7
3. 9
4. 8
0. 9
2. 3
6. 9
1. 3
2. 2
0. 8
2. 5
0. 6
1. 7
1. 0
0. 7
1. 5
2. 4
1. 2
1. 1
2. 4
3. 5
1. 5
2. 3
4. 1
1. 1
1. 9
2. 8
3. 3
1. 4
1. 9
1. 8
0. 6
4.
3. 5
lb M , PN ?, ma g 15
11 . p F, vL , E, lb M , r
vF , S
F, vS , R, bM
14 . p F, S, R, vg l b M , *9 np 72 "
12 . 1
F, L, mE 13 5 d e g +/ - , bi N , p of 2
vF , S, iF
F, vS , R, bM
14 . p vF , vS
14 . p eF , eS
11 . 4
F, L, E, vg b M , p of 2
bM , ma g 14
eF , S, iF
15 . p F, E, 10 ' nf 42 9 2
15 . p eF , S, R
13 . 6
eF , S, R
vF , S, iF , N
12 . 5
F, L, lE , vg b M , f of 2
14 . p F, lE , vg b M
11 . 6
L, vm E 17 7 d e g , f of 2
12 . p pB , pS , vl E , sb M
15 . p R, bM , ma g 14
vF , S, R, bM
eF , S, iF
16 . p pF , S, E 15 0 d e g
F, S, E
cF , S, iF , N
cF , S, iF , N
9. 7 vB , vL , vs b M * , bi N ; = M6 1
14 . p vF , S, vF st in v , np 43 1 4
F, S, E 10 0 d e g
F, pL , vm E 70 d e g
15 . p F, S, R, bM , sp i r
12 . 6
vF , R
14 . p vF , pL , R, 43 0 5 sp
13 . p pF , L, mE , 3 kn o t s
15 . p pL , E 14 0 d e g , sb M *, sp i r
15 . p eF , S
16 . p F, S, R, gl b M
16 . p pF , S, R, bM , *1 2 at t np
16 . p vF , pS , E 95 d e g , bM
12 . 0
vF , vL , R, vg v l b M , r
14 . p F, S, *1 1 f 12 s
vF , vS , R, bM
F, vS , R, bM
cF , S, R, bM , sp i r
16 . p vF , pL , bi N ?
eF , vS , R, bM , sp i r
eF , S, iF , v di f f i c
16 . p F, cS , di f
13 . p F, cL , lE , n of 2
13 . p F, s of 2
15 . p eF , E 0d e g +/ R, bM , ma g 14 . 5
11 . 8
pB , cL , E, gb M
vF , pS , am 3 vF st
13 . p vF , L, E 13 5 d e g +/ - , r
10 . 5
cB , L, E 15 0 d e g +/ - , sb M , * np
F, S
vF , pL , mE , pB * s
R, bM , ma g 14 . 5
F, S; st ?
vF , vS , bM *, sp i r
F, S, iF
vF , vS
14 . p eF , *8 n 5'
F, pL , gb M
F, vS , E 15 0 d e g , bM
eF , cS , di f , ?
F, vS , iF
pF , S, iF , bM
14 . p vF , S, mE , 2 kn o t s
13 . p pF , S, vl E , vg b M
F, eS , ne b *
9. 4 !! pF , vL , R, vg , ps b M r N , 2- br sp i r ;
2n d of 2, vF , n of M1 0 0 ; = 43 2 2 ?
R, bM , ma g 15
F, S, R, bM
13 . 9
1s t of 2, vF , n of M1 0 0
14 . p pB , S, E, gb M
15 . p F, vS , R, st e l l
lE , bM , ma g 15
R, bM , ma g 14
F, cS , iF , eF N , at t *1 4 sp
15 . p F, vS , sp of 2
13 . p pB , R or lE , bM
15 . p vF , lE , co m ; = IC 32 4 7
15 . p R, bM , 14 m
16 . p E, lb M , ma g 15
F, vS , R, bM
15 . p vF , vS , iR , nf of 2
14 . p vF , S, R, bM , 1s t of 3
vF , s of 43 2 8
15 . p vF , eS , R, st e l l
R, bM , ma g 15
vF , S, iF
16 . p F, S, iF , di f
R, bM , ma g 14
13 . 5
F, S, R, r
14 . p vF , L, mE
vF , pL , bM ; de f e c t ?
eF , pL , vm E 14 5 d e g , ?
16 . p pF , pS , E 17 0 d e g , bM
ee F , S, R, bM
ee F , S, iF
ee F , S, R, bM
ee F , S, R, bM
14 . p vF , vS , R, bM N
14 . p F, pS , R, bM , 2n d of 3
14 . p pF , S, R, * vn r
F, S, iF ; Cl ?
12 . p vF , S, mE 10 0 d e g +/ - , vs m b M B N
15 . p eF , pL , iF
B, S, R, PN ; = 43 3 6
13 . p vF , pL , iR , bi N ?
11 . 4
B, pL , R, bM , 3r d of 3
11 . 0
pB , S, R, ps b M
14 . p eF , vS , R; = IC 32 5 6
13 . p vF , pS , R, vg l b M , tr i a n g l e 2 st
15 . p R, bM , ma g 13
12 . 1
pF , S, E; D?
12 . p eF , vL , mE 20 d e g , lb M
12 . 6
*1 2 in S ne b (= 43 4 1 or 42 ? )
eF
14 . p cF , cS , R, ex c N s
13 . 6
F, cS , R, bM
F, S, iF , Cl ?
15 . p pF , S, R, bM , sp i r , 2n d sp at t
8. 9 Cl , pR i , lC , st 12 . . . 1 4
no de s c r i p t i o n
13 . p F, pL , E 70 d e g +/ - , vl b M
= M1 0 0
I326 0
G x 1 2 23 . 9
I326 1
1 2 23 . 9
I326 4
1 2 23 . 9
43 4 1
G x 1 2 24 . 0
43 5 0
G x 1 2 24 . 0
43 5 1
G x 1 2 24 . 0
43 5 3
G x 1 2 24 . 0
4357
Gx 1 2 2 4 . 0
4358
Gx 1 2 2 4 . 0
43 6 4
G x 1 2 24 . 0
I326 5
? 1 2 24 . 0
I326 6
1 2 24 . 0
43 5 2
G x 1 2 24 . 1
43 5 4
- 1 2 24 . 1
I326 7
G x 1 2 24 . 1
I326 8
G x 1 2 24 . 1
I326 9
1 2 24 . 1
I327 0
1 2 24 . 1
43 5 5
- 1 2 24 . 2
43 5 9
G x 1 2 24 . 2
43 6 2
G x 1 2 24 . 2
I327 1
G x 1 2 24 . 2
I327 2
1 2 24 . 2
I327 6
1 2 24 . 2
4356
Gx 1 2 2 4 . 3
4360
Gx 1 2 2 4 . 3
I327 3
1 2 24 . 3
I327 4
G x 1 2 24 . 3
I327 5
1 2 24 . 3
I327 7
1 2 24 . 3
I327 8
1 2 24 . 3
I327 9
* 1 2 24 . 4
I328 0
G x 1 2 24 . 4
4349
OC 1 2 2 4 . 5
4361
Pl 1 2 2 4 . 5
43 6 5
G x 1 2 24 . 5
4386
Gx 1 2 2 4 . 5
I328 1
? 1 2 24 . 5
I328 2
1 2 24 . 5
I328 3
1 2 24 . 5
43 6 7
- 1 2 24 . 6
43 6 9
G x 1 2 24 . 6
I328 4
1 2 24 . 6
I328 5
1 2 24 . 6
I328 6
1 2 24 . 6
I328 7
1 2 24 . 6
4368
- 12 24.7
I328 8
1 2 24 . 7
I329 2
G x 1 2 24 . 8
I329 4
1 2 24 . 8
I329 5
1 2 24 . 8
43 7 0
G x 1 2 24 . 9
43 7 1
G x 1 2 24 . 9
I329 1
1 2 24 . 9
I329 3
1 2 24 . 9
4366
? 12 25.0
4375
Gx 1 2 2 5 . 0
I328 9
G x 1 2 25 . 0
I329 6
G x 1 2 25 . 0
I329 7
1 2 25 . 0
I329 8
1 2 25 . 0
I330 0
G x 1 2 25 . 0
43 7 4
G x 1 2 25 . 1
43 8 1
- 1 2 25 . 1
I329 9
1 2 25 . 1
43 7 7
G x 1 2 25 . 2
43 7 9
G x 1 2 25 . 2
43 8 4
G x 1 2 25 . 2
43 9 2
G x 1 2 25 . 2
I329 0
G x 1 2 25 . 2
I330 1
1 2 25 . 2
I330 2
1 2 25 . 2
I330 3
G x 1 2 25 . 2
I330 4
1 2 25 . 2
I330 5
G x 1 2 25 . 2
I330 6
1 2 25 . 2
43 7 3
G x 1 2 25 . 3
43 7 6
G x 1 2 25 . 3
43 7 8
G x 1 2 25 . 3
43 9 1
G x 1 2 25 . 3
I330 8
G x 1 2 25 . 3
43 8 0
G x 1 2 25 . 4
43 8 2
G x 1 2 25 . 4
4383
Gx 1 2 2 5 . 4
I330 7
* 1 2 25 . 4
I330 9
G x 1 2 25 . 4
I 7 8 7 G x 1 2 25 . 5
I331 0
* 1 2 25 . 5
I331 1
G x 1 2 25 . 5
I331 2
1 2 25 . 5
I331 3
1 2 25 . 5
I331 4
1 2 25 . 5
43 8 9
G x 1 2 25 . 6
I331 6
1 2 25 . 6
I331 7
1 2 25 . 6
43 8 5
G x 1 2 25 . 7
43 8 7
G x 1 2 25 . 7
I331 5
1 2 25 . 7
4372
Gb 1 2 2 5 . 8
4388
Gx 1 2 2 5 . 8
43 9 0
G x 1 2 25 . 8
4393
Gx 1 2 2 5 . 8
43 9 5
G x 1 2 25 . 8
I331 8
* 1 2 25 . 8
I331 9
1 2 25 . 8
I332 0
1 2 25 . 8
I332 1
1 2 25 . 8
I332 3
G x 1 2 25 . 8
I332 4
1 2 25 . 8
I332 5
1 2 25 . 8
43 9 4
G x 1 2 25 . 9
4399
- 12 25.9
44 0 0
- 1 2 25 . 9
44 0 1
- 1 2 25 . 9
I332 2
G x 1 2 25 . 9
I332 6
1 2 25 . 9
I332 8
G x 1 2 25 . 9
I332 9
1 2 25 . 9
I333 0
G x 1 2 25 . 9
43 9 6
G x 1 2 26 . 0
43 9 7 ** * 1 2 26 . 0
I332 7
G x 1 2 26 . 0
I333 1
G x 1 2 26 . 0
43 9 8
* 1 2 26 . 1
44 0 2
G x 1 2 26 . 1
44 0 5
G x 1 2 26 . 1
I 788
1 2 26 . 1
I333 2
1 2 26 . 1
44 0 6
G x 1 2 26 . 2
44 0 8
G x 1 2 26 . 2
I333 3
* 1 2 26 . 2
+07
+11
+25
+07
+16
+12
+07
+4 8
+5 8
+58
+07
+07
+11
+12
+07
+06
+27
+27
- 01
+31
+58
+07
+23
+25
+0 8
+0 9
+08
+09
+10
+25
+27
+12
+13
- 61
- 18
+07
+7 5
+07
+25
+27
+12
+39
+10
+24
+23
+24
+1 0
+24
+18
+25
+28
+07
+11
+12
+17
+0 7
+2 8
- 26
+24
+26
+17
+25
+12
+48
+27
+14
+15
+54
+45
- 39
+14
+25
+12
+25
+11
+27
- 39
+04
+04
+64
+26
+10
+18
+1 6
+14
+28
+16
+15
+12
+23
+15
+23
+45
+26
+25
+00
+12
+12
- 72
+1 2
+10
+2 7
+33
+09
+10
+10
+26
+27
+26
+23
+18
+3 3
+33
+33
+07
+23
+10
+27
+30
+15
+18
+14
+11
+10
+13
+16
+16
+25
+12
+27
+13
07
28
34
07
42
12
47
46
24
24
48
47
13
12
03
36
26
35
00
31
22
57
18
49
33
17
32
17
25
34
25
51
14
54
48
19
32
49
40
13
11
23
49
52
45
36
36
57
11
36
42
27
42
00
26
27
33
02
23
46
02
57
53
50
23
46
36
30
52
47
09
53
43
25
50
24
45
56
55
56
42
01
11
28
09
23
06
40
15
35
50
35
41
10
21
34
49
18
40
40
27
33
33
46
23
27
05
33
44
54
13
34
34
31
33
46
03
34
51
40
19
52
48
42
07
11
12
17
57
53
08
s
d
d
r
s
s
s
s
r
r
x
x
s
r
s
s
d
d
r
s
r
u
d
d
r
s
x
u
d
d
d
x
m
s
s
s
s
x
d
d
r
s
d
d
d
d
r
d
z
d
d
s
s
d
d
A
s
m
z
d
d
u
s
r
d
s
s
s
r
c
d
d
v
d
u
d
s
r
s
s
u
s
s
s
x
u
m
x
u
d
d
d
s
d
d
s
s
d
s
s
s
s
s
x
x
x
d
t
d
d
s
r
r
r
v
d
m
d
v
s
r
z
m
r
s
s
x
d
s
r
x
Vir
Vir
Com
Vir
Com
Vir
Vir
CV n
UM a
UMa
Vir
Vir
Vir
Vir
Vir
Vir
Com
Com
Vir
Com
UMa
Vir
Com
Com
Vi r
Vi r
Vir
Vir
Vir
Com
Com
Vir
Vir
Cr u
Cr v
Vir
Dr a
Vir
Com
Com
Vir
CVn
Vir
Com
Com
Com
Vi r
Com
Com
Com
Com
Vir
Vir
Vir
Com
Vi r
Co m
Hya
Com
Com
Com
Com
Vir
CVn
Com
Com
Com
UMa
CVn
Cen
Com
Com
Vir
Com
Vir
Com
Cen
Vir
Vir
Dra
Com
Vir
Com
Co m
Com
Com
Com
Com
Vir
Com
Com
Com
CVn
Com
Com
Vir
Vir
Vir
Mu s
Vi r
Vir
Co m
CVn
Vir
Vir
Vir
Com
Com
Com
Com
Com
CV n
CVn
CVn
Vir
Com
Vir
Com
Com
Com
Com
Com
Vir
Vir
Vir
Com
Com
Com
Vir
Com
Vir
1.9
3.2
2.0
1.3
3.8
13.3
14.
11.1
12.7
14.
14.
14.
14.
p
p
p
p
p
1.9
12.7
1.1
0.7
13.5
14. p
3.5
1.1
13. p
15. p
15. p
1.7
14. p
13. p
1.4
14. p
0.7
16 .
1.8
6.2
3.0
2.5
15.
7.4
10.
11.
12.
p
p
p
p
12. p
15. p
1.6
3.9
14. p
10.8
1.6
0.8
14. p
14. p
16. p
1.1
5.0
15. p
9. 3
1.8
2.1
1.5
11.8
11.7
13. p
14. p
1.6
1.4
1.1
15. p
3.2
3.3
1.4
1.5
3.7
7.1
2.2
11.1
14.
12.
14.
15.
12.
9. 2
13.
1.4
1.0
16. p
15. p
2.1
15. p
2.7
12. p
2.3
1.9
12.4
12.0
p
p
p
p
p
p
18 . 6
5.1
1.8
3.3
12.9
7.8
11.1
13. p
13. p
10.2
3.1
13. p
3.9
10.9
2.5
0.6
15. p
1.4
3.5
13. p
0.2
15. p
15. p
4.1
2.0
11.7
13. p
7.4
9. 2
15. p
F, c S , R, bM
pS , F * M, sp i r , d o u b t f u l
vF , S , R, bM
eF , v S , R ; = I C 3 2 6 0
cB , v S , m E , vs b M
F, p L , iR , b M
no d e s c r i p t i o n ; = I C 3 2 6 6
F , pS , g b M ; = 4 3 8 1 ?
c F , c S , lE
cF , c S , R
pF , S , N; *?
cF , S , bi N , st ? ; = 4 3 5 3
cF , c S , l E
ee F , pL , v d i f f i c ; = 4 3 5 1 ?
pF , c S , R
pB , * ?
eF , S , iF
vF , v S , i F
eF , S , R
cF , p m E 9 0 d e g , v l b M
vF , c S , R , r
eF , p S , d i f , ? ?
vF , S , iF , * 1 3 at t n
vF , v S , R , b M
v F ; = IC 3 2 7 3
F , F s t in v , *9 . 5 np
cF , p L , E 48 d e g , * 1 0 . 5 i n v ; = 4 3 5 6
eF , v S , ?
R, b M , ma g 1 4 . 5
eF , c S , d i f
vF , S , iF , N
pF , S ; 2 s t ?
S, R , b M , ma g 1 5 . 5
C l , v B , vL , l C , st 1 2 . . . 1 4
vB, L, R, vsmb M N , r
cB , p L , v l E , g l , sm b M
p B , c L , lE , p s m b M
pB , p S , N , s t e l l
eF , v S , R , b M
vF , S , R, bM , s p i r
vF , S , R
cB , S , R, mb M N , r
vS , R , bM , m a g 14
vF , v S , R , b M , in d i f ne b E 2 5 d e g
S, p R
eF , c S , i F , in di f n e b y
vF, vS
vF , v S , R , b M
F, v S , R, bM
eF , c S , d i f
cF , S , R, bM
pF , p S , l E , bM
B, p S , R, gb M
R, b M , ma g 1 4
F, e S , R, PN
e F ; e v i d e n t l y n o t 43 7 0
F , S, R, b M , * n f 90 "
eF , v S , R , v d i f f i c , * 7 n f , * 8 n p
cF , n e b * 1 3 , * 1 3 sp
vF , p L , R , b M , sp i r
S, E 15 0 d e g , b M
pF , p S , E 80 d e g , b M
vB , p L , R , p s b M , r; = M8 4
F, S ; = 4 3 5 7 ?
vF , v S , R , b M , sp i r
B, S , R , s m b M
pS , R , ps b M N
cF , S , iR
cF , S , R, vg b M
pF , v S , R , * a t t , 4 3 7 3 f
vF , v S , R
eF , v S , i F
vF , v S
eF , S , R
vl E , bM , m a g 1 5
vF , v S , i F , N
pB , S , R, pg v m b M
F, S
B, S , * 8 - 9 s f 3 '
cF , S , R, sb M , ** * sp
F, c S , E 7 0 d e g , bM
vF , p L , R , l b M
vB , p L , R , b M , * np ; = M 8 5
e S , s t e l l a r o r n e b * 1 1 - 12
R, b M , ma g 1 5
F, p S , R, bM , s p i r
eF , p S , R , B * n , 44 0 5 f
vF , S , di f , sb M
vF , c S , m E 1 3 5 d e g
eF , S , R, bM , v d i f f i c
F, v S , R, PN , IC 3 3 1 0 s s p
vF , S , R, bM
pB , p L , i E , vg l b M
eF , v S , b M ; ne b ?
eF , S , E
vF , v S , a l m st e l l
pF , v S , R , * 1 3 90 " n p , n p o f 2
E, b M , ma g 1 5
g l o b . cl . , p F , L, R , s t 1 2 . . . 1 6
vF, E, sf of 2
vF , p L , R ; = I C 3 3 1 9 - 2 0
v F , v L , iF , B * p ; = I C 33 2 3 , I C 3 3 2 9
eF , v L , n p o f D n e b
pB , S ; = * 1 0 . 5
pF , p S ; = 43 9 0
pF , p S , i F , FN ; = 4 3 9 0
vF , v S , R ; D * ?
cF , v S , R , b M , ne b * at t
cF , v S , R , b M , sp i r
F, S
pB , l E , b M
v F , f o r m s t r a p e z i u m w i t h 4 3 9 5 , 44 0 0 ,
vF
vF , v L , p s l b M , sf o f D n e b
cF , p S , m E 1 3 0 d e g
F, S , i F
vF , v S , b M
vF , S , iF , a t t 43 9 3
F, c S , E p f , g b M
vF , p L , m E
vF , S , 43 9 4 sp
bM , m a g 1 5
eF , c S , E 78 d e g , b M
F, p S , 43 9 0 p 1 4 s , 14 ' s
F, L , m E 9 0 d e g
pF , S , R, vs b M , r ; = I C 7 8 8 ?
pB , p L , R , 4 4 0 5 s o u t h ; = 44 0 5 ?
vF , v S , i F , N
vB , L , R, gb M N , r ; = M 8 6
F, S , r
vF , v S ; * 1 4 ?
4401
I3 3 3 4
44 0 3
44 0 7
I 78 9
I3 3 3 5
I3 3 3 6
44 0 4
44 1 4
I3 3 3 7
I3 3 3 8
I3 3 4 1
44 0 9
44 1 0
44 1 1
44 1 3
I 79 0
I3 3 3 9
I3 3 4 0
I3 3 4 2
I3 3 4 4
I3 3 4 5
44 1 2
44 1 5
I3 3 4 3
I3 3 4 8
I3 3 4 6
I3 3 4 7
I3 3 4 9
I3 3 5 1
I3 3 5 3
44 1 6
44 1 7
I3 3 5 0
I3 3 5 2
I3 3 5 5
I3 3 5 6
I3 3 5 7
I3 3 6 0
44 1 8
44 1 9
I3 3 5 4
I3 3 5 8
I3 3 5 9
I3 3 6 2
44 2 0
44 2 1
I 79 1
I3 3 6 1
I3 3 6 3
44 2 3
I 79 2
I3 3 6 4
I3 3 6 5
44 2 4
44 2 5
44 2 6
44 2 7
I3 3 6 7
44 2 2
44 4 1
I3 3 6 6
I3 3 6 8
I3 3 6 9
I3 3 7 1
44 2 9
44 3 0
I3 3 7 2
44 2 8
44 3 1
44 3 4
I3 3 7 3
I3 3 7 4
44 3 2
44 3 3
I3 3 7 0
44 3 5
44 3 6
I3 3 7 5
44 3 8
44 5 6
I3 3 7 6
44 4 0
I3 3 7 7
I 79 3
44 4 2
44 4 3
I 79 4
I3 3 7 8
I3 3 7 9
I3 3 8 0
44 4 6
44 4 8
44 4 9
I3 3 8 2
I3 3 8 3
I3 3 8 4
I3 3 8 5
44 4 5
44 4 7
I3 3 8 1
I3 3 8 7
44 3 9
I3 3 8 6
I3 3 8 8
I3 3 8 9
I3 3 9 1
44 5 0
I 79 5
I3 3 9 0
44 4 4
44 5 1
44 5 2
44 5 3
44 5 5
I3 3 9 2
I3 3 9 3
I3 3 9 5
I3 3 9 6
44 5 4
44 6 0
I3 3 9 4
I3 3 9 7
44 8 4
I3 3 9 9
44 5 7
44 5 8
44 5 9
44 6 1
I3 3 9 8
I3 4 0 0
I3 4 0 1
123
12 26 . 2
Gx 12 26 . 3
- 12 26 . 3
Gx 12 26 . 3
12 26 . 3
Gx 12 26 . 3
Gx 12 26 . 4
Gx 12 26 . 4
12 26 . 4
12 26 . 4
12 26 . 4
- 12 26 . 5
Gx 12 26 . 5
Gx 12 26 . 5
Gx 12 26 . 5
Gx 12 26 . 5
12 26 . 5
Gx 12 26 . 5
12 26 . 5
Gx 12 26 . 5
12 26 . 5
Gx 12 26 . 6
Gx 12 26 . 6
? 12 26 . 6
12 26 . 6
12 26 . 7
12 26 . 7
Gx 12 26 . 7
12 26 . 7
12 26 . 7
Gx 12 26 . 8
Gx 12 26 . 8
* 12 26 . 8
? 12 26 . 8
Gx 12 26 . 8
Gx 12 26 . 8
Gx 12 26 . 8
12 26 . 8
Gx 12 26 . 9
Gx 12 26 . 9
* 12 26 . 9
Gx 12 26 . 9
12 26 . 9
12 26 . 9
Gx 12 27 . 0
Gx 12 27 . 0
Gx 12 27 . 0
12 27 . 0
Gx 12 27 . 0
Gx 12 27 . 1
Gx 12 27 . 1
12 27 . 1
Gx 12 27 . 1
Gx 12 27 . 2
Gx 12 27 . 2
D* 12 27 . 2
D* 12 27 . 2
Gx 12 27 . 2
Gx 12 27 . 3
Gx 12 27 . 3
? 12 27 . 3
12 27 . 3
12 27 . 3
Gx 12 27 . 3
Gx 12 27 . 4
Gx 12 27 . 4
12 27 . 4
Gx 12 27 . 5
Gx 12 27 . 5
Gx 12 27 . 5
12 27 . 5
Gx 12 27 . 5
Gx 12 27 . 6
Gx 12 27 . 6
Gx 12 27 . 6
Gx 12 27 . 7
Gx 12 27 . 7
12 27 . 7
Gx 12 27 . 8
Gx 12 27 . 8
Gx 12 27 . 8
Gx 12 27 . 9
12 27 . 9
12 28 . 0
Gx 12 28 . 1
* 12 28 . 1
Gx 12 28 . 1
12 28 . 1
12 28 . 1
12 28 . 1
Gx 12 28 . 2
Gx 12 28 . 2
Gx 12 28 . 2
Gx 12 28 . 2
Gx 12 28 . 2
12 28 . 2
12 28 . 2
Gx 12 28 . 3
Gx 12 28 . 3
Gx 12 28 . 3
12 28 . 3
OC 12 28 . 4
12 28 . 4
Gx 12 28 . 4
12 28 . 4
Gx 12 28 . 4
Gx 12 28 . 5
Gx 12 28 . 5
12 28 . 5
Gx 12 28 . 6
Gx 12 28 . 7
Gx 12 28 . 7
Gx 12 28 . 7
Gx 12 28 . 7
Gx 12 28 . 7
Gx 12 28 . 7
12 28 . 7
12 28 . 7
Gx 12 28 . 8
Gx 12 28 . 8
Gx 12 28 . 8
12 28 . 8
Gx 12 28 . 9
12 28 . 9
Gx 12 29 . 0
Gx 12 29 . 0
Gx 12 29 . 0
Gx 12 29 . 0
* 12 29 . 0
? 12 29 . 0
12 29 . 0
+2 8
- 07
+1 2
+0 7
+2 6
+2 6
- 07
+3 1
+2 5
+2 5
+2 7
+0 2
+0 9
+0 8
+1 2
+0 9
+0 8
+1 6
+2 7
+1 3
+2 4
+0 3
+0 8
+0 8
+2 5
+1 1
+1 0
+1 2
+2 7
+2 7
+0 7
+0 9
+0 9
+0 8
+1 3
+1 1
+0 9
+2 6
- 00
+1 5
+1 2
+1 1
+2 3
+2 6
+0 2
+1 5
+2 2
+1 0
+1 2
+0 5
+1 6
+2 5
+1 5
+0 9
+1 2
+2 7
+2 7
+2 6
- 05
+6 4
+0 9
+1 6
+1 6
+1 0
+1 1
+0 6
+2 5
- 08
+1 2
+0 8
+2 5
+0 9
+0 6
- 08
- 39
+1 3
+1 2
+2 7
+1 3
- 30
+2 6
+1 2
+2 4
+0 9
+0 9
+1 3
+1 2
+1 7
+1 7
+2 6
+1 3
+2 8
+4 4
+1 3
+1 0
+2 5
+2 5
+0 9
+1 3
+1 1
+2 8
- 60
+1 3
+1 2
+2 7
+1 8
+1 7
+2 3
+2 4
- 43
+0 9
+1 1
+0 6
+2 2
+1 5
+1 2
+2 5
+2 5
- 01
+4 4
+2 6
+2 5
- 11
+2 5
+0 3
+1 3
+1 3
+1 3
+1 3
+0 9
+2 6
28
41
39
27
08
49
41
13
19
53
45
30
01
52
37
01
52
50
08
34
22
58
25
53
37
21
53
27
36
55
56
35
27
45
11
34
45
03
51
03
06
39
30
41
30
28
38
38
33
52
20
34
54
25
44
51
51
57
49
48
25
25
02
52
07
15
17
10
18
09
27
59
14
17
20
05
19
22
01
07
59
18
56
26
48
08
06
18
18
40
55
37
06
33
17
05
26
26
54
47
00
06
11
49
51
24
05
18
49
16
16
45
30
49
00
55
02
03
56
52
47
44
39
42
34
15
59
11
34
24
28
d
r
r
x
d
z
r
s
d
d
d
r
s
s
s
m
x
m
d
m
d
s
s
x
d
d
d
z
d
d
r
s
x
x
v
t
z
d
r
s
x
u
d
d
s
s
u
d
z
s
u
d
s
s
s
r
r
z
r
s
x
d
d
u
s
s
d
s
s
s
d
z
r
s
s
s
s
d
s
r
u
s
d
x
s
r
v
d
d
d
r
s
s
u
m
d
d
s
r
v
d
s
d
z
d
u
s
z
d
t
s
s
v
s
v
v
d
d
s
s
m
d
r
d
s
s
s
s
x
x
d
Co m
Vi r
Vi r
Vi r
Co m
Co m
Vi r
Co m
Co m
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Vi r
Vi r
Co m
Co m
Co m
Co m
Vi r
Vi r
Vi r
Co m
Vi r
Vi r
Vi r
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Vi r
Vi r
Vi r
Co m
Vi r
Co m
Vi r
Vi r
Co m
Co m
Vi r
Co m
Co m
Vi r
Vi r
Vi r
Co m
Co m
Co m
Vi r
Vi r
Co m
Co m
Co m
Vi r
Dr a
Vi r
Co m
Co m
Vi r
Vi r
Vi r
Co m
Vi r
Vi r
Vi r
Co m
Vi r
Vi r
Vi r
Ce n
Vi r
Vi r
Co m
Vi r
Hy a
Co m
Vi r
Co m
Vi r
Vi r
Vi r
Vi r
Co m
Co m
Co m
Co m
Co m
CV n
Co m
Vi r
Co m
Co m
Vi r
Co m
Vi r
Co m
Cr u
Vi r
Vi r
Co m
Co m
Co m
Co m
Co m
Ce n
Vi r
Vi r
Vi r
Co m
Co m
Vi r
Co m
Co m
Vi r
CV n
Co m
Co m
Vi r
Co m
Vi r
Vi r
Co m
Vi r
Co m
Vi r
Co m
3. 6
1. 3
2. 2
2. 5
0. 5
0. 7
0. 5
1. 5
1. 5
3. 6
1. 3
1. 4
3. 4
1. 2
2. 2
2. 7
1. 2
2. 3
1. 8
1. 9
3. 7
3. 4
4. 7
1. 9
5. 5
2. 7
1. 9
2. 0
1. 6
2. 3
2. 8
3. 0
1. 9
9. 3
1. 8
2. 0
4. 6
1. 7
4. 0
5. 1
1. 0
0. 7
2. 8
1. 5
4.
1. 1
4. 8
1. 6
1. 5
2. 4
0. 6
2. 8
2. 4
1. 4
2. 2
4. 4
0. 4
3. 0
1. 9
3. 8
3. 7
vF , pS , R, bM
14 . p vF , vS , E
f of 2 ne b ; = 44 1 3 ?
15 . p F, vS , R, N = 14 m , vF * cl o s e
eF , vS , R, bM ; ne b ?
15 . p pB , vS , R, bM
14 . p vF , vS , E
10 . 3
vB , L, E, g, vs m b M *
eF , vS , R, bM , sp i r
F, vS , R, bM , sp i r
vF , cS , di f
vF , pS , r; = 44 2 0 ?
14 . p pF , vL , R, gb M
12 . 8
vF , L, 2' . 5 ; = IC 33 3 9
13 . p cF , S, gb M , 2 st n, np
15 . p vF , vS , f 44 1 0
*1 1 wi t h ne b nf ; = 44 1 1
15 . p vS , E 20 0 d e g
vF , vS , R, sp i r , sb M *
15 . p R, bM , ma g 14 . 5
eF , S, iF
13 . p F, pL , R, gb M , r
14 . p eF , pS
eF , vS , ??
eF , vS , iF
eS , R, bM , ma g 15 . 5
R, bM , ma g 15
15 . p vS , R, lb M , ma g 15
eF , S, iF
eF , S, iF
13 . p vF , L, R, *7 sp 5'
11 . 2
F, pL , E, lb p
*1 0 . 5 wi t h ne b sp
F, pS , E
eF , pS , E 16 8 d e g
15 . p R, bM , ma g 16
15 . p R, bM , ma g 15
eF , vS , iF
14 . p F or vF , S or cL , R or mE , * nr
11 . 1
B, pm E 13 5 d e g +/ - , sb M
eF , S, ?
15 . p vF , S
F, S, iF , N, *1 4 np
F, vS , bM , sp i r
13 . p F, pL , lE , r; = 44 0 9 ?
11 . 6
pB , pL , pg b M , B* np
14 . p BN = 12 m
R, bM , ma g 15 . 5
15 . p E, bM , ma g 15
14 . p vF , vS , E
15 . p F, S, gb M
vF , vS , R, bM
14 . p pL , vm E 24 0 d e g
11 . 6
F, pL , iR , bM
11 . 9
pF , S, R, bM
Cl , F, S
vF ; 2 or 3 F st in ne b ?
16 . p F, vS , R, at t 2n d np
14 . p F, vS , R, ps b M , 2 S st nr
14 . p pB , S, iR , bM
vF , vS
vS , vl E , PN
vF , bM , ma g 14
15 . p F, pL , vm E 22 5 d e g
10 . 2
B, L, cE , ps b M , *1 0 nf
12 . p cF , L, R, gb M
vF , vS , bM , sp i r
13 . p vF , pL
12 . 8
vF , vS , cE , gb M
13 . p pF , vS
F, cS , iF
16 . p R, bM , ma g 15 . 5
15 . p 2 st in eF ne b
13 . p pF , pL , lE
11 . 1
pB , pL , R, *8 . 5 p 4'
10 . 9
vB , cL , R, np of 2
13 . 1
cF , S, gb M
F, vS , R, at t *1 4 sp
10 . 1
B, cL , vl E , r, sf of 2
15 . p ee F , vS , *1 3 at t
14 . p pB , S, R, bM
11 . 8
B, pS , R, bM , r
pF , vS , R, bM
eF , S, mE , 3 ot h e r s in fi e l d ; = 44 4 5
10 . 5
vB , pL , R, sm b M
F, S
F, S, E pF , bM
1s t of 2 ne b , 1' a p a r t , ma g 15 . 5
2n d of 2 ne b , 1' a p a r t , ma g 15 . 5
F, vS , bM , sp i r
15 . p ee F , pS , R
11 . 1
B, L, E 90 d e g , sb M
9. 4 vB , cL , mE , D or bi f i d , rr r , *9 f 5'
16 . p F, pS , mE 15 0 d e g
15 . p R, bM , ma g 15
eF , vS , iF
eF , pS , R, bM , di f
12 . 8
vF , pL , mE ; = IC 79 3
15 . p ee F , pS , R
eF , vS , st e l l
vF , S, vi F
8. 4 Cl , S, st 11 . . . 1 2
vF , cS , E 90 d e g
15 . p vS , R, lb M , ma g 15
vF , S, iF
14 . p cS , vl E , sb M F * ; sp i r ?
10 . 1
B, L, R, gv m b M *, r, B* sp
15 . p pB , S, st e l l a r , 13 m
vF , vS , R, bM
eF , L, R, vg b M
12 . 5
pB , pS , R, bM , *1 3 s
12 . 4
pB , S, vm E
F, pS , bM , r
13 . p F, L, E, gb M , 2 B st nf
B, L, mE 22 5 d e g , mb M
S, E 12 5 d e g , bM , ma g 14
vF , vS , R, bM
vF , vS , R, bM , ot h e r s n
12 . 1
F, L, R, gb M , er
12 . p B, pL , E 12 3 d e g , ps b M
16 . p F, S, bM , sp i r
F, S, v iF
14 . p pF , S, R, gb M
vF , vS , R, bM
10 . 8
cB , pS , R, sm b M N
12 . 1
pB , S, R, bM , p of 2
10 . 4
pB , pL , iR , bM , r, *8 sf 2'
11 . 2
pF , S, R, bM , f of 2
cF , vS
cB , cS , = *1 0
vF , vS , R
I340 2
I340 3
I340 5
I340 7
I340 6
I341 0
I340 4
I341 1
4462
I340 8
I341 2
44 6 4
44 6 5
I 796
I340 9
I341 3
I341 4
I341 5
44 6 6
4467
4468
44 6 9
44 7 0
I341 6
I342 1
44 7 1
I341 7
I341 8
I341 9
I342 0
I342 2
I342 4
44 7 2
44 7 3
44 7 5
44 8 1
I342 3
44 7 4
I342 5
4463
44 7 6
4477
I342 6
I342 7
I342 8
I342 9
44 8 2
I343 0
44 7 8
44 7 9
44 8 0
I343 1
I343 2
I343 3
4485
I343 4
I343 6
4490
I343 5
44 8 3
44 8 6
44 8 9
I343 7
4488
44 9 1
44 9 2
I343 8
I343 9
4487
I344 0
4493
I344 1
I344 4
44 9 5
I344 2
I344 3
I344 5
I344 6
4494
45 0 0
I344 7
I344 8
I344 9
I345 0
I345 1
44 9 7
I345 2
I345 3
4496
I345 4
44 9 8
4510
I345 5
I345 6
I345 8
45 2 9
I346 0
45 1 3
I 797
I345 7
I345 9
45 0 1
I346 1
I346 2
I346 4
44 9 9
4502
45 0 3
I346 3
45 0 6
45 1 1
I346 5
I346 6
I346 9
4504
4505
I346 7
I346 8
I347 1
I347 2
I347 3
4508
I347 0
4514
I 798
4512
I347 4
I347 7
I347 5
I347 6
I347 8
Gx 12
Gx 12
12
Gx 12
Gx 12
Gx 12
? 12
12
Gx 1 2
* 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 1 2
Gx 1 2
Gx 12
Gx 12
Gx 12
OC 12
Gx 12
* 12
Gx 12
12
* 12
12
12
Gx 12
Gx 12
Gx 12
Gx 12
? 12
Gx 12
Gx 12
OC 1 2
Gx 12
Gx 1 2
* 12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
* 12
Gx 12
12
Gx 1 2
Gx 12
Gx 12
Gx 1 2
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 1 2
Gx 12
Gx 12
12
12
Gx 1 2
12
Gx 1 2
Gx 12
12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 1 2
Gx 12
* 12
12
D* 12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 1 2
Gx 12
Gx 12
Gx 1 2
? 12
12
12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
* 12
Gx 12
Gx 1 2
Gx 12
D* 12
Gx 12
Gx 12
12
12
12
Gx 1 2
- 12
12
Gx 12
Gx 12
12
Gx 12
- 12
Gx 12
Gx 1 2
Gx 12
Gx 1 2
Gx 12
* 12
Gx 12
Gx 12
Gx 12
29 . 0
29 . 0
29 . 0
29 . 0
29 . 1
29 . 1
29 . 2
29 . 2
29.3
29 . 3
29 . 3
29 . 4
29 . 4
29 . 4
29 . 4
29 . 4
29 . 4
29 . 4
29 . 5
29.5
29.5
29 . 5
29 . 6
29 . 6
29 . 6
29 . 7
29 . 7
29 . 7
29 . 7
29 . 7
29 . 7
29 . 7
29 . 8
29 . 8
29 . 8
29 . 8
29 . 8
29 . 9
29 . 9
30.0
30 . 0
30.0
30 . 0
30 . 1
30 . 1
30 . 1
30 . 2
30 . 2
30 . 3
30 . 3
30 . 4
30 . 4
30 . 4
30 . 4
30.5
30 . 5
30 . 5
30.6
30 . 6
30 . 7
30 . 8
30 . 8
30 . 8
30.9
31 . 0
31 . 0
31 . 0
31 . 0
31.1
31 . 1
31.2
31 . 2
31 . 2
31 . 3
31 . 3
31 . 3
31 . 3
31 . 3
31.4
31 . 4
31 . 4
31 . 4
31 . 4
31 . 4
31 . 4
31 . 5
31 . 5
31 . 5
31.6
31 . 6
31 . 7
31.7
31 . 7
31 . 7
31 . 7
31 . 8
31 . 8
31 . 9
31 . 9
31 . 9
31 . 9
32 . 0
32 . 0
32 . 0
32 . 0
32 . 1
32.1
32 . 1
32 . 1
32 . 2
32 . 2
32 . 2
32 . 2
32 . 2
32.3
32.3
32 . 3
32 . 3
32 . 3
32 . 3
32 . 3
32.4
32 . 4
32.5
32 . 5
32.6
32 . 6
32 . 6
32 . 7
32 . 7
32 . 7
+28
+24
+37
+27
+27
+19
+07
+24
- 23
+11
+09
+08
+08
+16
+14
+11
+06
+26
+07
+0 8
+1 4
+08
+07
+10
+26
+07
+07
+11
+15
+13
+14
+24
+08
+13
+27
+64
+13
+14
+10
- 64
+12
+1 3
+13
+10
+23
+23
+10
+09
+12
+13
+04
+11
+14
+17
+4 1
+18
+19
+4 1
+15
+09
+12
+16
+11
+0 8
+11
+08
+08
+25
- 08
+12
+0 0
+28
+27
+29
+14
+12
+12
+11
+2 5
+57
+10
+17
+25
+26
+28
+11
+11
+14
+0 3
+27
+16
+6 4
+25
+28
+28
+20
+27
+66
+15
+12
+12
+14
+11
+15
+26
- 39
+1 6
+11
+12
+13
+56
+12
+11
+25
- 07
+0 3
+11
+10
+16
+24
+18
+0 5
+11
+2 9
+15
+6 3
+02
+26
+12
+14
+14
51
38
44
47
38
00
09
35
10
53
59
10
02
24
46
26
46
46
42
00
03
45
49
47
14
55
52
24
02
27
42
24
00
26
15
03
40
04
36
48
21
38
36
46
40
33
47
04
20
35
15
35
10
18
42
48
39
38
07
01
24
45
20
22
29
05
05
34
03
02
37
51
33
09
07
19
44
29
47
58
40
12
55
48
51
37
37
51
56
30
51
15
47
21
09
30
23
20
07
39
10
25
53
18
00
58
42
11
19
25
29
04
48
48
34
59
47
14
01
44
14
50
15
44
24
54
40
03
46
03
12
u
z
d
u
m
z
x
d
s
x
z
s
r
u
m
v
v
d
s
v
s
s
s
m
x
h
x
v
d
x
d
d
s
s
s
r
x
s
u
s
s
s
x
x
d
d
r
u
s
s
s
x
m
d
s
z
m
s
u
s
s
s
z
s
s
s
x
d
s
d
r
m
d
r
v
m
d
z
s
s
x
d
x
x
m
s
x
s
s
u
s
r
x
d
d
r
d
r
u
v
u
s
m
d
x
r
r
s
x
s
r
d
d
d
s
r
d
x
m
d
u
r
x
r
z
r
v
x
s
s
v
Com
Com
CVn
Com
Com
Com
Vir
Com
Cr v
Vir
Vir
Vir
Vir
Com
Com
Vir
Vir
Com
Vir
Vi r
Co m
Vir
Vir
Vir
Com
Vir
Vir
Vir
Com
Com
Com
Com
Vir
Com
Com
Dra
Com
Com
Vir
Mu s
Vir
Co m
Com
Vir
Com
Com
Vir
Vir
Vir
Com
Vir
Vir
Com
Com
CV n
Com
Com
CV n
Com
Vir
Vir
Com
Vir
Vi r
Vir
Vir
Vir
Com
Vi r
Vir
Vi r
Com
Com
Com
Com
Vir
Vir
Vir
Co m
UMa
Vir
Com
Com
Com
Com
Vir
Vir
Com
Vi r
Com
Com
Dr a
Com
Com
Com
Com
Com
Dra
Com
Vir
Vir
Com
Vir
Com
Com
Cen
Co m
Vir
Vir
Com
UMa
Vir
Vir
Com
Vi r
Vi r
Vir
Vir
Com
Com
Com
Vi r
Vir
Co m
Com
Dr a
Vir
Com
Vir
Com
Com
1.0
1.2
0.5
3.7
1.1
1.4
0.6
1.6
1.7
1.4
0.7
1.5
3.9
1.5
0.1
0.2
1.5
8.9
4.5
2.1
2.3
1.9
5.
1.9
4.0
1.2
2.0
1.8
2.6
0.6
2.4
0.4
5.9
1.2
1.8
7.2
2.2
3.6
1.9
2.0
4.1
0.4
1.5
0.2
4.8
1.9
0.5
2.3
1.2
3.9
1.3
3.2
1.2
1.6
1.2
6.9
0.6
3.5
1.6
4.0
0.7
1.1
2.2
2.6
2.2
1.3
1 6 . p vF ,
1 6 . p cF ,
F,
1 5 . p cF ,
1 6 . p cF ,
1 6 . p bM ,
cB ,
eF ,
12. p pB,
B,
1 5 . p eF ,
12.7
F,
1 5 . p vF ,
1 4 . p F,
1 7 . p bM ,
vF ,
cF ,
F,
1 5 . p vF ,
14.5
vF,
13.0
F,
1 2 . p pF ,
1 3 . p F,
1 5 . p S,
Cl ,
1 5 . p vF ,
eF ,
vF ,
vF ,
vF ,
bM ,
eF ,
8. 4 vB ,
10.2
pB
1 5 . p eF ,
1 5 . p pF ,
vF ,
11.8
pF ,
1 5 . p bM ,
7.2 Cl,
12.3
F,
10.4
pB,
vF ,
1 4 . p F,
F,
vF ,
1 4 . p eF ,
1 5 . p eF ,
11.2
pB ,
12.5
pB ,
12.4
pF ,
vS ,
1 5 . p B,
bM ,
12.0
B,
1 5 . p bM ,
1 5 . p bM ,
9.8 vB,
1 6 . p S,
1 3 . p pB ,
8. 6 vB ,
1 3 . p pF ,
1 5 . p bM ,
13. p vF,
12.5
F,
12.5
pF ,
cF ,
vF ,
11. p F,
eF ,
15. p vF,
1 5 . p F,
vF ,
1 4 . p pF ,
F,
1 6 . p bM ,
F,
1 5 . p bM ,
9.9 vB,
1 3 . p B,
F,
vF ,
eF ,
vF ,
1 5 . p F,
12.6
vF
pF ,
1 5 . p F,
12. p F,
1 6 . p F,
1 3 . p vF ,
14. p Cl,
eF ,
vF ,
F,
1 5 . p eF ,
F,
1 4 . p F,
1 4 . p F,
S,
1 5 . p vF ,
9. 5 B,
1 5 . p vF ,
vF ,
eF ,
vF ,
15. p vF,
11.1
pB ,
vF ,
1 4 . p cF ,
1 4 . p pF ,
bM ,
bM ,
eF ,
12. p pB,
vF,
cS ,
bM ,
1 6 . p F,
eF ,
1 5 . p S,
vS,
bM ,
14. p eF,
1 5 . p vF ,
14. p pB,
pF ,
vF ,
13.3
vF ,
12.7
pF ,
vF ,
c L , E 10 d e g , * np , c o n n ?
S , pR , b M
S, R, vlbM
c S , E 15 0 d e g , b M ; s p i r ?
S , bM , s p i r
mag 15.5
cS, R, mbM
S , iF , n e b y s f
pS, E 130d e g , sbM
s t e l l ; *9 . 5 ?
cS
v S , R, pg b M
v dif
S, E ns, r
mag 15
vS, R, bM
cS, mbM
v S , bM , s p i r ; ne b * ?
pS, iR
v S , lE
cL
p L , m E , bM , r
p L , iR , b M ; = IC 34 1 7
mE 250d e g
F , cS , R , b M
vS
vS, ?*
wisp
R , ma g 1 6
S , R, ??
mag 15
pS, iF
L , R, mb M , r; = M4 9
pL, R
v S , R , * 1 3 at t
vS
R, r
mag 14
P, vlC
S , R , b M , 1 s t of 3
cL
vS
v S , ex c N f
S, R, bM
S , iF , N
p L ; = IC 3 4 2 7
cS, dif
S , R, ps b M , 2 n d of 3
pL
pS, E, bs
R
S, R
mag 14.5
pS , i R , np o f 2
mag 15
mag 14
v L , mE 13 0 d e g , r , sf of
m E 1 3 5 d e g , sb M
pS, R, bM
v L , R , m b M , 3 r d of 3 ; =
cS, R, gbM
mag 15
v S , lE
L, R
p L , v g l b M , 2 st nr ; = I C
S , FN ; = 4 4 9 2
c S , i F , se v N
vL , e r
pS, lE 30de g
v S , iR
S , b M , sp i r
v S , b M , sp i r
cS, R, pslb M
v S , R, lb M
mag 15.5
eS, R
mag 14
p L , R, vs m b M N
c S , E, pg b M , * 9 f 5 0 "
eS, R
vlE
v S , b M , sp i r
v S , s p i r , ? ( 4 4 9 4 sp )
S , b M , sp i r
o r p F ; = IC 34 5 2
p S , E 10 0 d e g ; = 4 4 9 7
S , E 1 6 0 d e g , lb M
cL , b i N or D n e b
S , i F , di f , at t * 1 1 n
pL, E; biN?
v S , st F, m C
S , iF
pS, iF
S , b M , sp i r
L
S, iF
R (v S C l ? )
S, R, gbM
R, lbM
pS, dif
v L , vm E ; = M 8 8
vS
eS, R
v S , b M , sp i r
L , R, vg l b M
S
S , R, gb M
c S , E 40 d e g
p m E 9 0 d e g + / - , gb M , *9
v S , i R , vg b M
mag 16
mag 15
S, E 50de g
c L , iE , g v l b M , e r
c L , r, f of 2; = 44 9 6 ?
v m E 2 5 5 d e g , sb M *
mag 13.5
vS, R
S , iF
R, lbM
R , s b M *1 3
mag 13.5
v S , R, bM
eS, R
S, R, psbM
E s p n f , di f , *1 7 n p , B*
v F , b M , sp i r
pS, R, dif
pL, lbM
vS, bM
2
M87
3438
p 8s
sf
I3 4 7 9
I3 4 8 0
44 3 7
45 1 7
45 1 7
Gx
45 2 1
Gx
I3 4 8 1
Gx
I3 5 6 8
Pl
45 1 5
Gx
I3 4 8 2
45 0 9
Gx
45 1 6
Gx
I3 4 8 4
Gx
I3 4 8 8
Gx
45 1 8
Gx
I3 4 8 3
Gx
I3 4 8 5
*
I3 4 8 6
I3 4 8 7
I3 4 8 9
Gx
I3 4 9 0
Gx
I3 4 9 1
Gx
I3 4 9 2
Gx
I3 4 9 4
Gx
I3 4 9 3
*
45 1 9
Gx
I3 4 9 5
Gx
I3 4 9 6
Gx
I3 4 9 7
I3 4 9 8
*
45 2 2
Gx
I 79 9
I3 4 9 9
Gx
I3 5 0 2
Gx
45 2 0
Gx
45 2 3
Gx
45 2 4
Gx
45 2 5
Gx
45 3 0
I 80 1 Gx
I3 5 0 0
Gx
I3 5 0 1
Gx
I3 5 0 3
I 80 0 Gx
45 2 6
Gx
45 2 7
Gx
45 2 8
Gx
45 3 4
Gx
I3 5 0 4
?
I3 5 0 5
Gx
I3 5 0 7
I3 5 0 8
Gx
I3 5 0 6
I3 5 1 1
?
I3 5 1 2
?
I3 5 1 3
?
45 3 1
Gx
45 3 2
Gx
45 3 5
Gx
I3 5 0 9
Gx
I3 5 1 0
Gx
I3 5 1 4
D*
I3 5 1 5
I3 5 1 6
Gx
45 3 3
Gx
45 3 6
Gx
I3 5 1 7
Gx
I3 5 1 8
Gx
I3 5 1 9
?
I3 5 2 0
Gx
45 3 9
Gx
45 4 5
Gx
I3 5 2 1
Gx
45 3 8
Gx
I3 5 2 3
I3 5 2 4
D*
I3 5 2 6
I3 5 2 7
D*
45 4 0
Gx
45 4 2
Gx
45 4 7
Gx
45 4 9
Gx
I3 5 2 2
Gx
I3 5 2 5
I3 5 2 9
I3 5 3 0
Gx
I3 5 2 8
Gx
I3 5 3 1
Gx
I3 5 3 2
I3 5 3 3
Gx
45 3 7
Gx
45 4 1
Gx
I3 5 3 4
I3 5 3 5
I3 5 3 6
Gx
I3 5 3 8
*
I3 5 3 9
45 4 3
Gx
45 4 8
Gx
I3 5 3 7
D*
I3 5 4 0
Gx
I3 5 4 1
45 4 6
Gx
45 5 0
Gx
45 0 7
Gx
45 4 4
Gx
45 5 1
Gx
45 6 2
Gx
45 5 2
Gx
45 5 4
45 5 5
Gx
I3 5 4 3
Gx
I3 5 4 5
I3 5 4 6
Gx
45 5 6
Gx
45 5 8
Gx
I 80 2 Nb
I3 5 4 2
I3 5 4 4
D*
I3 5 4 7
D*
I3 5 4 9
*
45 6 3
Gx
45 6 6
Gx
45 7 2
Gx
I3 5 4 8
I3 5 5 0
I3 5 5 1
I3 5 5 2
I3 5 5 3
?
I3 5 5 4
I3 5 5 5
124
12 32 . 7
12 32 . 7
12 32 . 8
+2 5 24 d
+2 6 50 d
+0 0 07 A
Co m
Co m
Vi r
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
+0 0
+6 3
+1 1
+8 2
+1 6
+2 7
+3 2
+1 4
+1 7
+2 6
+0 7
+1 1
+0 9
+1 2
+0 9
+1 2
+1 0
+2 7
+1 2
+2 7
+0 9
+0 8
+2 6
+2 6
+2 5
+2 6
+0 9
- 07
+1 0
+2 6
- 07
+1 5
- 12
+3 0
+4 1
+5 2
+1 3
+1 3
+3 7
+1 5
+0 7
+0 2
+1 1
+3 5
+0 6
+1 5
+2 5
+2 6
+1 2
+2 7
+2 7
+2 7
+1 3
+0 6
+0 8
+1 2
+1 1
+2 6
+2 7
+2 7
+0 2
+0 2
+0 9
+0 9
+1 5
+1 3
+1 8
+6 3
+0 7
+0 3
+1 4
+1 4
+2 5
+2 6
+1 5
+5 0
+5 8
+5 8
+1 5
+1 0
+2 5
+1 7
+1 5
+2 6
+2 5
+2 5
+5 0
- 00
+1 5
+2 5
+2 6
+2 6
+2 3
+0 6
+1 4
+0 7
+1 2
+2 3
- 03
+1 2
- 39
+0 3
+1 2
+2 5
+1 2
+1 1
+2 6
+2 6
+2 6
+2 6
+2 6
+2 7
+7 4
+1 1
+1 4
+2 6
+2 6
+2 6
+5 4
+7 4
+1 0
+2 7
+2 7
+2 8
+2 6
+2 7
+2 8
Vi r
Dr a
Vi r
Ca m
Co m
Co m
CV n
Co m
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Vi r
Vi r
Vi r
Co m
Vi r
Co m
Vi r
Vi r
Co m
Co m
Co m
Co m
Vi r
Vi r
Vi r
Co m
Vi r
Co m
Cr v
Co m
CV n
CV n
Co m
Co m
CV n
Co m
Vi r
Vi r
Vi r
CV n
Vi r
Co m
Co m
Co m
Vi r
Co m
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Vi r
Co m
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Co m
Co m
Co m
Dr a
Vi r
Vi r
Co m
Co m
Co m
Co m
Co m
CV n
UM a
UM a
Co m
Vi r
Co m
Co m
Co m
Co m
Co m
Co m
CV n
Vi r
Co m
Co m
Co m
Co m
Co m
Vi r
Co m
Vi r
Vi r
Co m
Vi r
Vi r
Ce n
Vi r
Vi r
Co m
Vi r
Vi r
Co m
Co m
Co m
Co m
Co m
Co m
Dr a
Vi r
Co m
Co m
Co m
Co m
UM a
Dr a
Vi r
Co m
Co m
Co m
Co m
Co m
Co m
32 . 8
32 . 8
32 . 9
32 . 9
33 . 0
33 . 0
33 . 1
33 . 1
33 . 1
33 . 1
33 . 2
33 . 2
33 . 2
33 . 2
33 . 2
33 . 2
33 . 2
33 . 2
33 . 2
33 . 2
33 . 4
33 . 5
33 . 5
33 . 5
33 . 5
33 . 5
33 . 7
33 . 7
33 . 7
33 . 7
33 . 8
33 . 8
33 . 8
33 . 8
33 . 8
33 . 8
33 . 8
33 . 8
33 . 8
33 . 9
34 . 0
34 . 1
34 . 1
34 . 1
34 . 1
34 . 1
34 . 1
34 . 1
34 . 2
34 . 2
34 . 2
34 . 2
34 . 3
34 . 3
34 . 3
34 . 3
34 . 3
34 . 3
34 . 3
34 . 3
34 . 4
34 . 5
34 . 5
34 . 5
34 . 5
34 . 5
34 . 6
34 . 6
34 . 6
34 . 7
34 . 7
34 . 7
34 . 7
34 . 7
34 . 8
34 . 8
34 . 8
34 . 8
34 . 8
34 . 8
34 . 8
34 . 8
34 . 9
34 . 9
35 . 0
35 . 0
35 . 2
35 . 2
35 . 2
35 . 2
35 . 2
35 . 2
35 . 3
35 . 4
35 . 4
35 . 4
35 . 4
35 . 4
35 . 5
35 . 5
35 . 6
35 . 6
35 . 6
35 . 6
35 . 7
35 . 7
35 . 7
35 . 7
35 . 7
35 . 7
35 . 8
35 . 8
35 . 8
35 . 8
35 . 8
35 . 8
35 . 8
35 . 9
35 . 9
35 . 9
35 . 9
35 . 9
35 . 9
35 . 9
35 . 9
35 . 9
35 . 9
07
57
24
33
15
50
06
34
24
21
51
21
13
52
24
14
55
06
51
35
23
39
47
44
29
44
10
24
59
37
23
10
01
17
21
15
58
19
47
21
42
39
19
31
53
57
22
40
44
21
22
20
05
28
12
04
04
42
52
27
20
11
09
37
34
30
12
31
09
20
01
14
41
09
33
50
56
56
13
10
42
48
34
38
53
46
50
13
00
44
32
14
59
07
30
39
45
58
48
13
55
02
16
51
33
11
31
17
31
13
54
01
15
40
18
20
24
59
13
15
57
56
58
00
12
56
00
s
r
s
s
s
d
s
s
m
x
r
s
x
d
d
m
z
x
s
x
x
s
x
x
d
x
s
x
s
x
s
s
r
s
r
u
z
m
d
v
s
s
s
s
x
m
d
x
d
x
x
x
s
s
s
z
u
x
d
x
s
s
u
u
x
z
s
s
x
r
d
x
d
x
s
r
r
r
v
d
d
z
v
x
d
z
r
s
d
d
x
x
d
r
s
x
m
d
s
s
s
s
s
s
s
r
s
v
x
x
s
r
x
d
x
x
x
r
s
r
d
d
d
d
x
d
d
vF , vS , iF
vF , S, E 90 d e g , bM
F, eE 75 d e g , *1 0 nf , pl a c e
10 . 2
0. 7
0. 1
1. 6
1. 1
1. 9
0. 6
0. 5
0. 6
0. 6
3. 1
3. 7
1. 6
2. 6
2. 9
1. 2
0. 6
1. 7
7. 2
6. 3
1. 8
3. 0
0. 8
3. 0
2. 9
6. 8
1. 1
2. 0
7. 4
1. 5
1. 3
3. 5
2. 8
2. 0
1. 5
0. 7
1. 8
5. 4
0. 4
3. 5
3. 5
2. 3
2. 1
2. 0
2. 5
4. 2
1. 7
1. 1
1. 5
1.
1. 5
th a t
of *; =
10 . 5
cB , vL , vm E 89 d e g , pB * in co n t
13 . p pB , S, pm E , pg b M , *1 0 p 12 s
14 . 0
bM , ma g 13
12 . p PN or ne b *9 . 5 ; *1 3 p 15 "
13 . p F, vS , bM *
vF , S, bM , sp i r
14 . p vF , S, R, lb M
14 . p F, pS , R, r
15 . p S, R, bM
F, S, R, bM
15 . p F, S, R, bM
15 . 0
bM , ma g 14
eF , S; ?
F, S, R, di f
vF , vS
15 . p bM , ma g 13
16 . p vF , S, vm E 24 0 d e g
F, S, iF
15 . p sb M , pr o b sp i r a l
vF , vS , ne b * , *1 5 np
eF , vS
11 . 7
F, pL , R, bM , r
vF , cS , iF , di f f i c
vF , cS , iF , *1 5 np
vF , vS , R, bM
vF , S, iF
13 . p eF , pL , lE , vl b M
eF , eS , R (e F * at t p? ) ; = 45 2 0
13 . 3
cS , E (w i s p s ) 13 0 d e g , bM
eF , S, iF
vF , S, 2 vS st in v
14 . p Cl + ne b , cl o s e to a **
14 . p vF , iF , bM
13 . p F, pL , iR , bM
ne b u l o u s * 4 ma g ?? ? (8 CV n )
15 . p ee F , S, R, * cl o s e n
15 . p S, E 90 d e g , sb M *
15 . p F, S, R, bM N
eF , vS , bM N
F, S, R, gb M
9. 6 vB , vL , mE 12 0 d e g +/ - , ps m b M , be t 2 st 7m
10 . 4
pB , L, pm E 69 d e g , mb M
11 . 7
pF , cS , R, bM , *9 f 30 s
12 . p cF , L, lE , vg l b M , r
eF , vS , nr *1 0
15 . p F, S, E
vF , vS , iF
cF , S, bM , sp i r
vF , R
vF , S, iF , N
vF , S, iF , N
vF , S, iF , N
13 . p F, pL , R, vg b M
11 . 9
pB , pL , pm E , vg b M , r
9. 8 pF , vL , r, sp i r a l ne b
15 . p bM , ma g 14
15 . p eF , bM , ma g 15 , *1 0 nf
vF , vS , bM , sp i r
F, S, iF
vF , S, iF , N
15 . p F, 45 3 6 sf
10 . 4
B, vL , mE 11 0 d e g , sb M , er
15 . p eF , pS , mE 28 d e g ; ?
15 . p cS , mE 21 0 d e g , bM
vF , vS , R
15 . p vF , R
12 . 0
pB , pm E
13 . p F, L, iR , vg b M , S* nf
pF , cS , E 45 d e g , bM
15 . p eF , vS , ne a r l y R
vF , R
cF , S; *1 2 . 5 ?
F, vS , R, bM
F, vS , R, bM *
12 . p F, pS , bM , r
15 . p eF , pL , R
15 . p vF , pS , E, vg b M , *9 f 2' , p of 2
15 . p eF , pS , E, f of 2
vF , S, mE 90 d e g
vF , R
F, vS , R, bM
15 . p F, vS , R
bM , ma g 14
vF , vS , bM , sp i r
vF , vS , bM , sp i r
16 . p pF , vS , R, bM
16 . p ee F , S, R, ne a r l y be t 2 st
14 . p F, S, R, gb M
vF , cS , R
F, vS , R, bM
vF , S, iF
eF , S, iF
eF , S, R, bM , *1 3 sp
14 . p pF , cS , R, bM
10 . 2
B, L, lE , lb M ; = M9 1
vF , S, ?
15 . p vS , R, se v co n d e n s
eF , S, R
10 . 3
vB , cL , pm E 78 d e g , vs m b M N
11 . 6
pB , S, vl E , sp of 2
13 . p pB , S, R, ps m b M *1 6
14 . p vF , S, R, be t 2 st
11 . 9
pB , S, R, bM , nf of 2
14 . p S, sp 45 6 5
9. 8 pB , pS , R, gm b M ; = M8 9
vF
14 . p B, pS , iR , vs m b M *1 2
vF , S, lE 15 0 d e g
pB , S, R, bM ; = 45 5 5
F, S, lE 15 0 d e g
14 . p F, pL
15 . p vF , nf of 2 (o r 3? ) ; = IC 35 5 6
vF , S, st e l l a r
bM , ma g 14 . 5
cF , vS ; *1 2 . 5 ?
vF , vS , iF
vF , vS , bM , sp i r
15 . p F, vS , R, mb M
14 . p pF , S, iR , gb M
15 . p eF , S
vF , eS , R
N in v in 45 5 9
N in v in 45 5 9
N in v in 45 5 9
vF , vS , R, bM
N in v in 45 5 9 (2 s p, 1' . 8 s)
N in v in 45 5 9 (1 s .5 p, 2' . 0 n)
45 5 9
I355 6
4553
4557
45 6 0
45 6 1
I355 7
I355 9
I356 0
I356 1
I356 3
I356 9
I355 8
I356 2
I356 4
I356 5
45 6 5
I356 6
I357 0
I357 1
4564
I356 7
4567
I357 2
I357 3
I357 4
I357 5
I357 9
I358 2
45 6 8
I357 6
I357 7
I357 8
I358 0
I358 1
I358 3
I358 5
45 6 9
I358 4
I358 7
45 7 0
45 7 1
I358 6
I358 8
I359 0
I359 2
I359 4
I358 9
I359 1
I359 3
I359 5
I359 6
45 8 9
I359 7
I359 8
45 7 7
4578
45 7 6
I360 0
45 7 3
4574
4579
I359 9
45 8 0
I360 1
4575
4583
45 8 5
I360 2
45 8 1
45 8 2
I360 3
45 8 4
I360 5
I360 4
I360 6
45 8 6
I360 7
I360 9
4587
I360 8
45 8 8
I361 0
I361 4
I361 5
I361 1
I361 2
I361 3
I361 6
I361 8
4591
45 9 2
I361 9
I362 0
I361 7
I362 3
45 9 0
M68
I362 1
I362 2
I362 6
I362 7
I 803
I362 4
45 9 3
I362 5
I362 8
I362 9
I363 0
I363 1
4595
45 9 6
45 9 4
46 0 5
I363 2
45 9 7
I363 3
I363 4
I363 5
I363 6
45 9 8
I363 7
I363 8
46 0 0
I364 0
I364 1
I364 2
4599
I364 5
I364 6
46 0 2
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
*
*
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
?
Gx
*
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
PD
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
36 . 0
36 . 0
36.1
36.1
36 . 1
36 . 1
36 . 1
36 . 1
36 . 1
36 . 1
36 . 1
36 . 1
36 . 2
36 . 2
36 . 2
36 . 2
36 . 3
36 . 3
36 . 3
36 . 3
36.4
36 . 4
36.5
36 . 5
36 . 5
36 . 5
36 . 5
36 . 5
36 . 5
36 . 6
36 . 6
36 . 6
36 . 6
36 . 6
36 . 6
36 . 7
36 . 7
36 . 8
36 . 8
36 . 8
36 . 9
36 . 9
36 . 9
36 . 9
36 . 9
36 . 9
36 . 9
37 . 0
37 . 0
37 . 0
37 . 1
37 . 3
37 . 4
37 . 4
37 . 4
37 . 5
37.5
37 . 6
37 . 6
37 . 7
37.7
37.7
37 . 7
37 . 8
37 . 8
37.9
38.0
38 . 1
38 . 1
38 . 2
38 . 2
38 . 2
38 . 3
38 . 3
38 . 4
38 . 4
38 . 5
38 . 5
38 . 5
38.6
38 . 6
38 . 8
38 . 8
39 . 0
39 . 0
39 . 1
39 . 1
39 . 1
39 . 2
39 . 2
39.3
39 . 3
39 . 3
39 . 3
39 . 4
39 . 4
39 . 5
+27
+26
- 39
+2 6
+07
+19
+16
+26
+27
+26
+27
+19
+11
+09
+27
+26
+25
+11
+24
+26
+1 1
+13
+1 1
+11
+11
+12
+13
+26
+26
+11
+06
+11
+11
+18
+24
+13
+26
+13
+12
+27
+07
+14
+12
+14
+27
+27
+26
+06
+06
+27
+23
+26
+74
+23
+28
+06
+0 9
+04
+27
- 43
- 35
+1 1
+26
+05
+15
- 40
+3 3
+28
+10
+01
+00
+15
+13
+19
+11
+12
+04
+10
+14
+0 2
+10
+06
+26
+26
+18
+13
+14
+13
+14
+26
+0 6
- 00
+24
+27
+07
+27
- 26
58
58
27
57
41
20
38
59
05
54
56
19
51
55
56
45
59
09
05
05
26
36
15
37
46
24
45
06
12
14
37
54
06
17
24
15
50
10
14
33
15
13
32
13
17
53
07
56
56
46
47
31
12
52
12
04
33
22
08
37
30
49
42
22
12
32
28
57
05
28
11
32
07
31
43
36
19
22
22
40
29
46
52
18
11
22
43
44
44
41
01
32
08
55
58
07
45
s
x
v
r
r
s
m
x
x
x
d
t
d
z
d
x
s
x
d
x
s
z
s
x
d
d
d
x
v
s
s
x
u
d
m
s
v
s
x
u
s
s
m
x
d
u
x
d
d
m
d
x
s
d
v
r
s
s
v
r
r
s
v
s
x
s
r
r
z
r
F
d
s
d
d
d
s
x
z
r
u
r
d
d
u
x
d
d
x
v
r
s
d
v
s
v
s
Com
Com
Ce n
Co m
Vir
Com
Com
Com
Com
Com
Com
Com
Vir
Vir
Com
Com
Com
Vir
Com
Com
Vi r
Com
Vi r
Vir
Vir
Vir
Com
Com
Com
Vir
Vir
Vir
Vir
Com
Com
Vir
Com
Vir
Vir
Com
Vir
Com
Vir
Com
Com
Com
Com
Vir
Vir
Com
Com
Com
Dra
Com
Com
Vir
Vi r
Vir
Com
Cen
Ce n
Vi r
Com
Vir
Com
Ce n
CV n
Com
Vir
Vir
Vir
Com
Vir
Com
Vir
Vir
Vir
Vir
Com
Vi r
Vir
Vir
Com
Com
Com
Com
Com
Com
Com
Com
Vi r
Vir
Com
Com
Vir
Com
Hya
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
39 . 5
39 . 5
39 . 5
39 . 5
39 . 6
39 . 6
39 . 7
39 . 7
39 . 7
39 . 8
39 . 8
39 . 8
39.9
39 . 9
40 . 0
40 . 0
40 . 0
40 . 2
40 . 2
40 . 2
40 . 2
40 . 2
40 . 3
40 . 3
40 . 3
40 . 4
40 . 4
40 . 4
40 . 4
40.5
40 . 5
40 . 5
40 . 6
+15
+15
+25
+27
+16
+11
- 05
+10
+26
+13
+25
+12
+1 5
+10
- 11
+61
+26
- 05
+09
+09
+12
+22
+08
+14
+10
+03
+26
+26
+26
+0 1
+26
+26
- 05
29
25
41
30
36
59
21
58
15
31
26
59
18
11
37
37
41
48
53
50
53
04
23
43
31
08
31
31
44
11
32
31
08
d
d
z
d
m
d
s
d
d
d
d
x
s
s
s
s
d
s
z
d
u
d
r
z
m
r
d
d
d
r
v
v
s
Com
Com
Com
Com
Com
Vir
Vir
Vir
Com
Com
Com
Vir
Co m
Vir
Vir
UMa
Com
Vir
Vir
Vir
Vir
Com
Vir
Com
Vir
Vir
Com
Com
Com
Vi r
Com
Com
Vir
10.5
9. 9
2.1
15. p
1.5
0.7
1.3
13. p
15. p
13. p
16. p
16.2
3.1
9. 6
3.0
11.1
15. p
11.3
0.5
4.6
3.0
10.8
14. p
1.0
15. p
0.4
2.2
1.4
9.5
15. p
14. p
1.5
4.1
3.8
0.6
16. p
10.9
11.3
15. p
1.3
15. p
0.4
15. p
3.0
12. p
9. 5
1.7
3.6
1.4
0.6
11.4
13.5
5.4
9.8
2.4
13. p
2.2
13.
14.
14.
15.
13.
1.5
14. p
4.4
11.6
3.5
15.
14.
15.
15.
p
p
p
p
p
p
p
p
p
1.3
15. p
4.6
14. p
12. p
1.1
15. p
12.0
0.7
4.0
1.8
3.9
8.9
5.5
3.6
1.2
0.6
0.7
1.3
3.6
8. 2
vB , v L , m E 1 5 0 d e g , gb M , 3 st f
F, S , R , b M
F , vl E , gl b M
nebu l o u s *
cB , p L , R , g b M
pB , p L , v l E , l b M , r ; = I C 3 5 6 9
bM , m a g 1 5 . 5
vF , v S , R , b M
vF , v S , R , b M
cF , v S , R , b M *
N in v i n 4 5 5 9
cS , s p i r , 2 br , F * M , F* in v ; = 45 6 1
D; F , R , d i s t 1 2 " n & s
E 22 0 d e g
N in v i n 4 5 5 9
vF , S , E 1 4 8 d e g ; s t ?
B, e L , eE 13 5 d e g , v s b M N = *1 0 - 1 1
co m , R wi t h ta i l 1' at 1 1 0 d e g
eF , S , iF , * 1 3 np
eF , S , iF , o t h e r s n r
p B , S , l E , ps b M
F, v S , R, bM
v F , L , n p o f Dn e b (4 5 6 8 a t 1 6 0 d e g + / - )
eF , v S , ? ?
F, v S , R
vF , v S ; * 1 4 ?
vF , v S , R
eF , S , iF , o t h e r s n r
F, v S , co m , bM , o t h e r s n r
vF , L , sf of D n e b
F, p S , di f
vF , p S , d i f , * 1 3 in v n f
S, E 12 5 d e g
F, v S , R
pB , S , E 5 0 d e g , bM
vm E , *1 3 a t t s f , 2 s t 12 nr
cF , S , ne b *
pL , b M N ; = M 9 0
vF , v S ; * 1 4 ?
vF , S , lE 12 0 d e g , * 1 5 n f
cB , p S , m E 0 d e g + / - , sb M r N
vF , L , E, vg b M , * 9 n f nr ; = I C 3 5 8 8
vF , c S , d i f
cF , p L , l b M
vF , S , vi F
pF , S , lE 14 0 d e g
eF , v S , i F
vF , S , R, st e l l
F, p S , nr *1 4
pF , S , iF , N
eF , S , iF
vF , S , iF , n r D *
cB , L , lE , p g m b M
eF , S , R
pF , v S , s b M *, *1 5 n f 10 0 "
vF , v S ; = 45 4 3 ?
p F , p S , R, sb M N , * n p
F, * 7 s f
F, v S , ne b *
vF , S , *1 0 n 3 0 "
v F , L , l E , vg l b M
B , L, iR , v m b M , r; = M5 8
cF , S , R, bM
pB , L , vg b M
bM , m a g 1 5
F , S, pm E , 2 st p
c F , S , l E , bM
vF , e S
F, e S , R, lb M
F, S , b M , st e l l N
*1 2 i n F n e b
eF , b M , m a g 15
vF , S , R
vF , v S , R
F, v S , R, lb M
F, v l E
pB , L , E, ps b M
F, e S , R
B, v S , R; PN ?
F , pS , m b M
vS , R , wi s p s p f , 1' ea c h
vF , e S
eF , S , vi F
eF , p S , g b M , s p i r
S, E 18 5 d e g , b M
pF , c S , E 13 0 d e g
B, v S , R; PN ?
F, e S , R, lb M
bM , m a g 1 4
F, v S , R, bM
vF, cS
F, L , E 9 0 d e g + / - , vg b M
vF , c S , E 16 0 d e g , b M
F, S , i F , bM , s e v n e b st nr
vF , S
cF , S , R, bM
gl o b . c l . , L, eR i , vC , i R , r r r , s t 1 2 ; =
bM ,
vF ,
1 6 . p vF ,
F,
1 5 . p eF ,
F,
1 2 . p pB ,
vF ,
eF ,
S,
vF ,
1 4 . p bM ,
13. p pF,
10.5
B,
8. 3 !,
1 1 . p B,
eF ,
1 2 . p F,
1 5 . p vS ,
vF ,
1 5 . p F,
eF ,
1 4 . p eF ,
1 6 . p vF ,
1 5 . p B,
1 3 . p F,
vF ,
F,
vF ,
13. p vF,
F,
F,
1 2 . p F,
mag 14
S, R
S , bM , s p i r
S, iF, N
S, v diff i c
S, E 180d e g
cL, E, sbMN = *
R
S, R
m E 2 4 5 d e g , lb M
v S , l E ; D* ?
mag 13
p L , R, gb M
p S , R, gm b M , r , 3 s t f
v B , vL , e E 9 2 d e g , vs m b M N ;
L , v m E 11 8 d e g , g l b M
cS, iF
v L , bM
PN , lbM
R , di f
v S , R, bM
v S , E 0d e g , bM
L , R, vl b M
vS, R, dif
S, R, lbM
S, R, 2 st 8 f
R n e b 30 " n p IC 36 4 1
S , b M , sp i r
c S , i F , di f
vS
v S , R, bM
S, E 65de g , bM
L, E, vglb M
= M1 0 4
I3 6 4 4
46 0 4
I3 6 4 3
I3 6 5 0
46 0 1
I3 6 4 9
I3 6 5 1
46 0 3
I3 6 3 9
I3 6 4 7
I3 6 4 8
46 0 6
I3 6 5 2
46 1 7
46 0 7
46 0 8
I3 6 5 3
I3 6 5 4
I3 6 5 5
I3 6 5 6
I 80 4
I 80 5
I3 6 5 7
I3 6 5 8
46 1 0
46 1 3
46 1 4
46 1 1
46 1 2
46 1 5
46 1 8
I3 6 5 9
I3 6 6 7
I3 6 6 8
I3 6 6 0
I3 6 6 1
I3 6 6 2
I3 6 6 9
46 1 9
I3 6 6 3
I3 6 6 4
46 4 8
I3 6 6 5
I3 6 7 1
46 2 5
I 80 8
I3 6 6 6
I3 6 7 0
I3 6 7 5
46 2 0
46 2 1
46 2 7
I3 6 8 0
I3 6 8 1
46 3 1
I 80 9
I 81 0
I3 6 7 2
I3 6 7 3
I3 6 7 4
I3 6 8 7
46 2 3
I 80 6
I3 6 7 6
I3 6 7 7
I3 6 7 8
I3 6 7 9
46 0 9
46 1 6
46 2 4
I 80 7
I3 6 8 2
I3 6 8 3
46 2 6
46 2 8
I3 6 8 4
46 3 0
46 3 2
I3 6 8 5
46 2 2
46 2 9
46 3 3
46 3 5
I3 6 8 6
I3 6 8 8
I3 6 8 9
46 3 4
46 4 4
46 3 6
46 3 8
I3 6 9 0
I3 6 9 1
46 3 7
46 3 9
46 4 6
I3 6 9 2
I3 6 9 3
I3 6 9 7
46 4 0
I3 6 9 4
I3 6 9 5
46 4 1
I3 6 9 6
46 4 2
46 4 3
46 5 2
I3 6 9 8
I3 6 9 9
I3 7 0 0
I3 7 0 3
46 4 7
I3 7 0 1
I3 7 0 2
I3 7 0 7
46 5 5
46 4 9
46 5 1
I3 7 0 4
I3 7 0 5
I3 7 0 6
46 5 3
I3 7 0 8
46 5 4
46 5 6
I3 7 0 9
I3 7 1 0
I3 7 1 3
46 4 5
46 5 7
I3 7 1 1
46 5 0
125
12
- 12
12
Gx 12
Gx 12
12
Gx 12
Gx 12
Gx 12
? 12
? 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
12
Gx 12
12
12
Gx 12
- 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
12
12
12
Gx 12
12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
Gx 12
OC 12
12
12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
* 12
12
12
12
OC 12
Gx 12
- 12
Gx 12
12
12
Gx 12
Gx 12
12
Gx 12
Gx 12
12
Gx 12
D* 12
Gx 12
Gx 12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 12
Gx 12
12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
12
Gx 12
12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
12
* 12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
Gx 12
40 . 6
40 . 7
40 . 7
40 . 7
40 . 8
40 . 8
40 . 8
40 . 9
40 . 9
40 . 9
40 . 9
41 . 0
41 . 0
41 . 1
41 . 2
41 . 2
41 . 2
41 . 2
41 . 2
41 . 2
41 . 3
41 . 3
41 . 3
41 . 3
41 . 4
41 . 4
41 . 4
41 . 5
41 . 5
41 . 5
41 . 5
41 . 5
41 . 5
41 . 5
41 . 6
41 . 6
41 . 6
41 . 6
41 . 7
41 . 7
41 . 7
41 . 8
41 . 8
41 . 8
41 . 9
41 . 9
41 . 9
41 . 9
41 . 9
42 . 0
42 . 0
42 . 0
42 . 0
42 . 0
42 . 1
42 . 1
42 . 1
42 . 1
42 . 1
42 . 1
42 . 1
42 . 2
42 . 2
42 . 2
42 . 2
42 . 2
42 . 2
42 . 3
42 . 3
42 . 3
42 . 3
42 . 3
42 . 3
42 . 4
42 . 4
42 . 4
42 . 5
42 . 5
42 . 5
42 . 6
42 . 6
42 . 6
42 . 6
42 . 6
42 . 6
42 . 6
42 . 7
42 . 7
42 . 8
42 . 8
42 . 8
42 . 8
42 . 9
42 . 9
42 . 9
42 . 9
43 . 0
43 . 0
43 . 1
43 . 1
43 . 1
43 . 2
43 . 2
43 . 3
43 . 3
43 . 3
43 . 3
43 . 3
43 . 3
43 . 4
43 . 5
43 . 5
43 . 5
43 . 5
43 . 6
43 . 7
43 . 7
43 . 7
43 . 7
43 . 8
43 . 9
43 . 9
44 . 0
44 . 0
44 . 0
44 . 1
44 . 1
44 . 2
44 . 2
44 . 2
44 . 3
+2 6
- 05
+1 2
+2 6
- 40
+2 1
+2 6
- 40
- 36
+1 0
+1 2
+1 1
+1 1
+5 0
+1 1
+1 0
+1 1
+2 2
+2 0
+2 2
- 05
+1 3
+2 1
+1 4
+0 7
+2 6
+2 6
+1 3
+0 7
+2 6
+4 1
+2 2
+4 1
+4 1
+2 1
+2 2
+2 3
+4 1
+3 5
+1 2
+1 9
+7 4
+1 1
+2 3
+4 1
+1 9
+0 7
+1 1
+4 1
+1 2
+1 1
+3 2
+3 9
+3 9
+3 2
+1 1
+1 2
+1 1
+2 1
+2 2
+3 8
+0 7
- 17
+1 3
+2 0
+2 0
+2 2
- 62
- 40
+0 3
- 17
+2 0
+2 0
- 07
- 06
+1 1
+0 3
- 00
+0 6
- 40
- 01
+1 4
+1 9
+1 0
+1 4
+2 0
+1 4
+5 5
+0 2
+1 1
+1 0
+2 2
+1 1
+1 3
+5 4
+2 1
+1 0
+3 9
+1 2
+1 1
+2 2
+1 1
+1 9
- 00
+0 1
+5 8
+1 1
+1 9
+1 9
+3 7
+1 1
+1 1
+1 0
+3 7
+4 1
+1 1
+1 6
+1 0
+1 9
+0 9
- 00
+1 3
+1 3
+3 2
+0 9
+1 2
+4 1
- 41
+3 2
+1 1
- 40
30
09
24
30
54
06
44
59
45
28
59
55
11
26
53
09
24
35
40
36
01
44
41
42
43
05
02
44
19
04
09
56
09
08
06
30
25
08
04
14
57
25
30
31
16
57
51
45
17
57
39
34
06
05
32
45
36
45
08
31
30
41
20
33
53
53
49
58
39
04
22
52
52
02
57
43
58
05
52
45
21
21
57
34
22
51
18
09
41
26
22
47
26
15
51
00
40
50
18
13
45
03
56
39
59
58
13
00
16
59
35
02
53
59
02
33
24
47
20
14
34
08
08
10
04
08
10
45
12
10
44
d
r
d
m
v
d
v
s
c
x
x
s
u
s
s
s
x
d
d
d
x
x
d
z
r
r
r
r
s
r
s
d
d
d
d
d
m
d
s
d
d
s
u
m
s
x
d
d
t
s
s
s
d
d
s
u
u
x
d
d
s
s
m
x
d
d
d
s
s
r
m
d
d
r
r
d
s
s
d
s
F
s
s
m
x
d
s
s
s
s
u
d
s
s
s
u
d
m
r
m
d
r
d
s
s
r
m
d
d
d
s
d
z
d
r
s
s
u
d
x
s
x
s
s
z
x
m
s
v
d
s
Co m
Vi r
Vi r
Co m
Ce n
Co m
Co m
Ce n
Ce n
Vi r
Vi r
Vi r
Vi r
CV n
Vi r
Vi r
Vi r
Co m
Co m
Co m
Vi r
Co m
Co m
Co m
Vi r
Co m
Co m
Co m
Vi r
Co m
CV n
Co m
CV n
CV n
Co m
Co m
Co m
CV n
CV n
Vi r
Co m
Dr a
Vi r
Co m
CV n
Co m
Vi r
Vi r
CV n
Vi r
Vi r
CV n
CV n
CV n
CV n
Vi r
Vi r
Vi r
Co m
Co m
CV n
Vi r
Cr v
Co m
Co m
Co m
Co m
Cr u
Ce n
Vi r
Cr v
Co m
Co m
Vi r
Vi r
Vi r
Vi r
Vi r
Vi r
Ce n
Vi r
Co m
Co m
Vi r
Co m
Co m
Co m
UM a
Vi r
Vi r
Vi r
Co m
Vi r
Vi r
UM a
Co m
Vi r
CV n
Vi r
Vi r
Co m
Vi r
Co m
Vi r
Vi r
UM a
Vi r
Co m
Co m
CV n
Vi r
Vi r
Vi r
CV n
CV n
Vi r
Co m
Vi r
Co m
Vi r
Vi r
Vi r
Vi r
CV n
Vi r
Vi r
CV n
Ce n
CV n
Vi r
Ce n
0. 8
2. 2
1. 3
3. 8
1. 4
2. 8
1. 0
3. 1
3. 2
3. 2
15 . p
12 . p
11 . 9
15 . p
14 . p
12 . 9
11 . 1
15 . p
15 . p
4. 4
15 .
14 .
15 .
13 .
14 .
10 . 8
0. 6
15 . p
1. 5
14 . p
2. 2
1. 0
0. 5
2. 4
13 . p
15 . p
15 . p
12 . 3
2. 0
2. 0
5. 1
2. 7
13 . p
13 . p
9. 8
12 . 3
15 . 1
1. 1
1. 7
9. 3
15 . p
15 . p
3. 5
2. 6
0. 6
13 . p
13 . p
15 . p
5.
1. 6
6. 9
0. 3
15 . p
2. 2
p
p
p
p
p
14 . p
14 . p
1. 7
3. 2
13 . p
12 . p
2. 1
2. 1
2. 0
1. 5
13 . 2
13 . p
16 . p
2. 4
1. 8
6. 2
2. 8
1. 3
12 . 4
14 . 0
9. 6
11 . 3
15 . p
1. 5
2. 9
0. 7
1. 0
15 . p
11 . 5
14 . p
15 . p
0. 7
17 . p
15 . p
15 . p
0. 7
15 . p
2. 0
3. 4
0. 5
14 . p
10 . 6
15 . p
15 . p
3. 0
11 . 4
15 . p
7. 2
3. 8
1. 3
15 . p
8. 8
10 . 7
15 . p
2. 6
12 . 3
4. 7
13 . 8
10 . 5
10 . 4
15 . p
0. 6
2. 2
1. 2
15 . p
13 . p
vF , S, iF
no de s c r i p t i o n
F, vl E
eF , vS , bM , sp i r
eF , L, R, ps l b M , p of 2
F, vS , iF , N
pF , cS , R, sp i r
F, L, R, vg b M , r
pF , pS , *1 2 . 5 ss p
F, cS , mE 13 5 d e g
eF , S; ??
vF , pS , E, 2 or 3 vS st in v
S, R, mb M
pF , S, iR , er
F, mE , 3' or 4' f 46 0 6
pB , pL , R, ps b M , r, *1 2 np 1'
bM , ma g 13
F, S, iF , N
vF , vS , iF , *1 6 in v , ot h e r ne b nr
F, S, iF , N
vF , vS , R
vF , pL , R, 2 st n & nf ; = 46 1 1
vF , vS , N; ne b * ?
F, S, E 24 0 d e g
F, vL ; = 44 7 0 ?
vF , S, lE , 1s t of 3
F, S, R, *1 2 np , 2n d of 3
eF , S, lE , be t 2 vF st ; = IC 80 5
pB , S, R, ps m b M
F, pL , E, 3r d of 3
B, L, E, mb M , cu r v e d br a n c h n
cF , S, E 50 d e g
cB , pL , E 55 d e g , bM
pF , pS , iF , N
F, vS , iF , N
cF , S, iF , N
F, S, R, bM , sp i r
F, pS , iF , N
F, pS , R, lb M , *8 - 9 f
F, S, R, di f
vF , vS , iF , N
pB , cS , R, gb M , ** p
F, S, R, di f
cF , cS , lE 23 0 d e g , bM
pF , S, R
S ne b s Cl
eF , vS , ?
vS , R, bM
pB , pL , iF , N; = 46 2 5
vF , S, R, vg b M
B, pL , lE , vs v m b M , 2 st p; = M5 9
F, S, R, np of 2
F, S, iF , N
cF , vS , E 13 5 d e g , bM , *1 3 sp
!, vB , vL , eE 70 d e g +/ - , bM N , *1 2 at t n
eF , pS , R, M5 9 s
eF , pS , mE
vF , vS , R, st e l l ; IC 80 9 n
F, vS , iF , N
pF , S, ex c N, *1 1 sp
vF , cL , di f , se v N
cF , pL , E, ps l b M , r
eF , eS , R, *1 2 cl o s e
vF , vS ; *1 3 ?
F, vS , iF , N
vF , vS , iF , N
F, S, iF , N
Cl , pL , pC , cE , st 10
eF , vS , R, * at t nf , p of 2
B, E; = 46 3 6 ?
pF , vS , R, gb M
F, vS , iF , N
F, vS , iF , N
vF , cS , lE , gl b M
cF , S, E, gb M
vF , vS , R
cF , S, R, lb M
pB , L, E 45 d e g +/ vF , pL
pF , S, R, ps l b M , f of 2
pB , pL , E, lb M ; bi N ?
ee F , pS , F* cl o s e p, 46 3 4 s; = IC 36 8 8
vF , L, vg l b M
F, S, R
cF , pS ; = 46 3 3
F, vS , iF , N
vF , L, mE 13 5 d e g +/ - , vg b M
vF , S, R, gb M
B, L, iR , vg v m b M , r
F, R, gb M
B, vS , R
F, S, iF , N
cB , S, li k e a *1 0 ; ma k e s a Dn e b wi t h 46 3 8 ?
pB , S, E, r, *1 2 sf 1'
F, S, 4 vS st sp
pF , S, bM , sp i r
F, vS , R, lb M
vF , S, N; ne b * ?
eF , pL , lE , * nr p
bM , ma g 13 . 5
vF , vS , iF , N
eF , pL , R, F* nr f
vF , vS , iF , N
vF , cS , E
cB , pS , lE , mb M
pF , pL , gb M , 2 B st 6' np
S, R, mb M
F, S, iF , N, 3 st n, np
F, S, di f
F, vS , iF , N, 2 st 11 sf
pF , pL , lE 11 5 d e g +/ - , np of Dn e b
F, vS , R, di f
B, vS , R
pF , vS , bM *
vF , vS , st e l l a r , *1 5 f
vB , pL , R, f of Dn e b ; = M6 0
cB , L, E 90 d e g , gb M , r
F, pL , mE 22 5 d e g
eF , S, iF
vF , cS , di f
vF , pL
pB , cL , E; = 46 5 4
F, vL , pm E (D ? ) , 3 st nr ; = IC 37 0 8
!, pB , L, vm E 34 d e g , sp of 2
vF , cS , di f
vF , cS , R, di f
F, pS , di f , *1 3 sf 1'
pB , S, ps b M
!, pF , L, E 90 d e g +/ - , nf of 2
vF , vS , R, di f
vF , R, bM , r
I371 2
I371 4
I371 5
I371 7
46 5 9
46 6 0
46 6 2
I372 3
4658
I372 6
46 6 3
46 6 9
I 811
I371 6
I371 8
I371 9
I372 0
I372 1
I 812
I372 2
I372 4
I372 5
I372 9
46 6 4
4665
46 6 6
I372 7
I372 8
I373 0
4661
I 813
I373 1
I373 2
I373 4
46 6 7
46 7 0
I373 3
I373 5
I373 6
I373 7
I373 8
46 6 8
I373 9
I374 0
I374 2
46 7 3
46 7 5
I 814
I374 1
I374 5
I374 6
I374 7
I375 1
I374 3
I374 4
46 7 1
I374 8
I374 9
I375 8
I375 0
I375 7
4674
46 7 6
I375 2
I375 3
I375 5
I375 4
46 7 2
I375 6
I375 9
I 815
I376 0
I376 1
I 818
I376 2
I376 5
4678
46 8 6
I 816
I376 8
I376 3
I376 9
46 8 0
I 817
I376 6
I377 1
I377 4
4677
I376 4
I376 7
I377 8
46 8 5
46 9 3
I377 2
I378 0
I 819
I 820
I377 3
I377 6
46 8 2
46 8 4
I377 0
I377 5
I377 9
I378 2
4687
I 821
I377 7
I378 1
I378 3
4679
46 8 1
46 9 5
I379 1
I378 6
46 8 3
I378 7
46 8 8
4689
I 822
I 823
46 9 0
46 9 2
I378 4
I378 5
I378 8
I378 9
I379 5
46 9 1
46 9 4
I379 0
? 12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 1 2
Gx 12
Gx 12
Gx 12
12
12
Gx 12
12
Gx 12
12
12
* 12
Gx 12
12
Gx 12
12
Gx 1 2
Gx 12
Gx 12
12
Gx 12
Gx 1 2
Gx 12
12
12
12
- 12
Gx 12
12
Gx 12
Gx 12
12
12
Gx 12
? 12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
Gx 12
Gx 12
12
Gx 12
* 12
12
Gx 12
12
12
Gx 12
12
12
Gx 1 2
Gx 12
12
12
12
Gx 12
Gx 12
Gx 12
12
Gx 12
12
12
Gx 12
12
12
- 12
Gx 12
Gx 12
12
12
12
Gx 12
Gx 12
12
12
Gx 12
Gx 1 2
12
12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
12
Gx 12
12
Gx 12
Gx 12
12
12
Gx 12
12
Gx 1 2
Gx 12
12
12
Gx 12
Gx 1 2
Gx 12
Gx 12
12
12
Gx 12
12
Gx 12
Gx 1 2
Gx 12
? 12
Gx 12
Gx 12
12
12
Gx 12
12
Gx 12
Gx 12
Gx 12
* 12
44 . 3
44 . 4
44 . 4
44 . 4
44 . 5
44 . 5
44 . 5
44 . 5
44.6
44 . 7
44 . 8
44 . 8
44 . 8
44 . 8
44 . 8
44 . 8
44 . 8
44 . 8
44 . 9
44 . 9
44 . 9
44 . 9
44 . 9
45 . 1
45.1
45 . 1
45 . 1
45 . 1
45 . 1
45.2
45 . 2
45 . 2
45 . 2
45 . 2
45 . 3
45 . 3
45 . 3
45 . 3
45 . 3
45 . 3
45 . 4
45 . 5
45 . 5
45 . 5
45 . 5
45 . 6
45 . 6
45 . 6
45 . 6
45 . 6
45 . 6
45 . 6
45 . 6
45 . 7
45 . 7
45 . 8
45 . 8
45 . 9
45 . 9
46 . 0
46 . 0
46.1
46 . 1
46 . 1
46 . 1
46 . 1
46 . 2
46 . 3
46 . 3
46 . 3
46 . 4
46 . 4
46 . 5
46 . 6
46 . 6
46 . 6
46.7
46 . 7
46 . 7
46 . 7
46 . 8
46 . 8
46 . 9
46 . 9
46 . 9
46 . 9
46 . 9
47.0
47 . 0
47 . 0
47 . 0
47 . 1
47 . 1
47 . 1
47 . 1
47 . 2
47 . 2
47 . 2
47 . 2
47 . 3
47 . 3
47 . 3
47 . 3
47 . 3
47 . 3
47.4
47 . 4
47 . 4
47 . 4
47 . 4
47.5
47 . 5
47 . 5
47 . 5
47 . 6
47 . 7
47 . 7
47 . 8
47.8
47 . 8
47 . 8
47 . 9
47 . 9
47 . 9
47 . 9
48 . 1
48 . 1
48 . 1
48 . 2
48 . 2
48 . 2
+10
+10
+19
+39
+13
+11
+37
+40
- 10
+40
- 10
+54
- 10
+08
+12
+08
+12
+18
- 04
+11
+10
+18
+39
+03
+0 3
- 00
+10
+20
+21
- 40
+23
+12
+10
+23
+11
+27
+06
+13
+21
+21
+19
- 00
+13
+20
+13
+27
+54
- 08
+19
+19
+37
+37
+37
+11
+19
- 07
+19
+19
+40
+19
+38
- 08
+30
+19
+19
+19
+08
- 41
+11
+20
+11
+11
+20
+29
+22
+38
- 04
+54
+09
+40
+21
+40
- 11
+09
+19
+39
+36
- 41
+09
+10
+40
+19
+71
+36
+40
+30
+30
+10
+22
- 10
- 02
+09
+11
+12
+40
+3 5
+29
+09
+22
+40
- 39
- 43
+54
+54
+39
- 41
+40
+04
+1 3
+30
+27
- 01
+27
+19
+19
+18
+20
+40
- 03
+10
+11
22
11
51
30
31
11
07
44
05
42
12
53
12
06
21
06
04
45
26
47
17
45
20
03
03
28
54
58
11
49
03
25
18
02
26
08
58
42
31
58
14
32
00
49
20
04
44
06
12
10
49
58
49
06
30
04
26
32
47
06
31
39
44
01
07
09
21
43
53
47
53
52
17
44
15
34
35
33
51
36
59
28
37
52
07
10
17
35
51
10
37
28
12
34
14
44
43
13
29
04
43
12
44
10
23
21
48
09
34
34
34
20
23
27
03
32
37
20
46
05
12
38
13
23
17
52
12
43
20
59
07
x
m
d
m
s
s
s
v
s
u
s
s
x
d
v
d
v
d
d
x
z
x
m
A
s
s
u
d
v
c
u
d
d
d
r
s
d
m
m
d
d
s
x
z
v
s
s
d
d
m
z
d
z
x
d
r
d
d
z
d
d
s
s
d
d
d
u
v
m
d
m
x
d
v
d
d
r
s
u
d
d
d
r
m
d
d
u
s
x
d
z
r
r
m
d
d
x
u
d
s
s
d
d
z
d
s
v
d
d
m
s
r
s
d
d
s
d
s
s
m
x
r
s
d
d
m
d
m
s
s
x
Vir
Vir
Com
CVn
Com
Vir
CVn
CVn
Vi r
CVn
Vir
UMa
Vir
Vir
Vir
Vir
Vir
Com
Vir
Vir
Vir
Com
CVn
Vir
Vi r
Vir
Vir
Com
Com
Ce n
Com
Vir
Vir
Com
Vir
Com
Vir
Com
Com
Com
Com
Vir
Vir
Com
Com
Com
UMa
Vir
Com
Com
CVn
CVn
CVn
Vir
Com
Vir
Com
Com
CVn
Com
CVn
Vi r
Com
Com
Com
Com
Vir
Cen
Vir
Com
Vir
Vir
Com
Com
Com
CVn
Vi r
UMa
Vir
CVn
Com
CVn
Vir
Vir
Com
CVn
CVn
Ce n
Vir
Vir
CVn
Com
Dra
CVn
CVn
Com
Com
Vir
Com
Vir
Vir
Vir
Vir
Vir
CVn
CV n
Com
Vir
Com
CVn
Ce n
Cen
UMa
UMa
CVn
Cen
CVn
Vir
Co m
Com
Com
Vir
Com
Com
Com
Com
Com
CVn
Vir
Vir
Vir
0.8
0.6
1.8
2.8
2.5
0.4
2.2
1.7
1.4
1.7
3.0
2.8
0.2
4.2
4.5
1.6
0.4
1.1
1.1
1.8
0.4
0.5
1.4
1.9
1.2
1.6
0.3
1.9
2.8
1.4
1.9
0.3
0.4
1.3
2.3
1.0
0.3
1.1
2.9
0.6
2.1
2.8
2.9
1.2
1.4
0.6
2.3
1.3
2.1
3.3
4.0
0.4
1.4
0.5
0.5
3.2
3.6
vF , p S , E 42 d e g ; ?
1 6 . p S, R
vF , v S , i F , N
1 6 . p F, c S , E 1 5 0 d e g , b M , *1 5 n p
1 3 . p F, c S , R, bM , r
11.0
vB , S , vs v m b M N
1 4 . p pF , p L , R , g b M , r
pF , v S , R , b M
13. p vF, L, E, *16 att, *9 p
1 6 . p F, c S , E 1 4 5 d e g , b M
1 4 . p vF , S , *1 3 - 1 4 f ; = I C 81 1
1 5 . p F, E ; r ?
ne b s *1 3 , sf 4 6 5 8 ; = 4 6 6 3
vF , v S , s p o f 2
F, p S , E 9 0 d e g
eF , v S , ? ? , nf of 2
eF , S , di f
bM , m a g 1 3 . 5
pB , S , R, N = 1 3 m
vF , v S , = * 1 3
1 6 . p S, R
pF , c S , E , b M ; = IC 37 2 1
1 6 . p F, v S , iF , N , n e b s t n p
pB , 2 S s t i n M , S* p; = 46 6 5
1 2 . p B , pL , i R , mb M , *1 0 s p
10.8
B, v L , mE 45 d e g + / - , ps b M
1 6 . p F, S , R , l b M
vF , v S , i F , N
14.6
pB , v S , R , b M , in d i f ne b
F , pL , R , g b M
1 4 . p F, p S , iR , b M
bM , m a g 1 4 . 5
vS , R
*1 5 i n di f n e b ; I C 8 1 3 f 0' . 5
B, S , R , p s b M ; no n e x i s t e n t ?
12.7
pF , c S , R , b M , r, p of 2
eF , S , = *1 4
1 5 . p F, S , R
1 6 . p pF , v S , E 15 5 d e g , b M
F, v S , iF , N
ne b * 1 5
13.1
vF , S , iF
cF , c S , b i N
1 6 . p pF , c S , E 0d e g , bM
pL , m E 22 5 d e g , b M
1 4 . p F, v S , R, sb M * 1 0 , f o f 2
1 5 . p cF , S , lE
pB , v S , R , r
ne b * 1 6
1 5 . p pF , v S , R , b M
1 6 . p F, S , i F , N
F, v S , iF , N
1 6 . p F, v S , iF , N , n e b * 1 5 p
vF , S
F, v S , iF , N
1 4 . p pF , S , R, ps m b M
vF , v S , i F , N
vF , e S , b M , sp i r
1 5 . p pF , S , ne b *
eF , e S , i F , N
pF , S , iF , * 1 3 in v
1 5 . p v F , c S , R, gl b M
1 4 . p vF , p m E ; b i N ?
vF , v S , i F , ne b * 1 4 np 1 ' , *1 0 n p 1 ' . 5
eF , S , E, *1 4 c o n n p
F, v S , iF , N
1 5 . p F, S
eF , S , R, vg b M
1 5 . p bM , m a g 1 5
vF , v S , i F , N, *1 5 s f 20 "
1 5 . p F, v S , *1 4 i n v
bM , m a g 1 4 ; = I C 81 5
vF , v S , R , b M , *1 2 s p
vS , R , bM , * 1 2 nf 2 ' . 5
vF , S , iF , i n g r of ne b
vF , S , iF , N
eF, eS, R (neb ? ) , * 2s f
1 4 . p pF , v S , v m E , v s m b M
1 5 . p ee F , vS , R , D* nf , n p of 2
vF , S , iF , N
F, S , i F
F, v S , iF , N
1 3 . p eF , S , 1 o r 2 s t in v
1 5 . p ee F , vS , R , sf of 2
vF , v S , R , b M
vF , S , di f
1 6 . p F, c S , iF , N
12.7
e F , l E , vg b M
vF , c S ; = IC 8 1 6
vF , b M , m a g 16
1 6 . p pF , S , R, bM
1 4 . p F, S , R , s b M * , rr
1 4 . p vF , p l E
1 6 . p pF , c S , i F , N
F, v S , bM , s p i r
vF , v S , n p & c o n n w i t h I C 8 2 0
Dn e b wi t h IC 8 1 9 an d b r i g h t e r ; = 4 6 7 6
1 4 . p vF , S , bM
F, S , i F
1 3 . p cF , L , E 4 5 d e g +/ - , g v l b M
1 3 . p B, p L , pm E 2 5 d e g
cF , c S , E 30 d e g ; ?
vF , b M , m a g 16
1 5 . p bM , m a g 1 5
F, v S , R, bM
1 4 . p v F , v S , R, ps b M
R, p L , gl b M , 2 st s s f
F, S
vF , p S , i F , 2 s t n a n d p
1 4 . p pF , S , iF , N
13. p eeF, pL, R
pF , S , R, gb M
1 5 . p eF , p S , v l E , m b M N
ee F , S, c E
vF , S , iF , p d i f
12.9
eF , p S , R , v g b M , S* sp
F, v S , iF , N
1 3 . p eF , p L , * 9 - 1 0 p 1 0 s
10.9
p B , v L , E, vg l b M , r
1 6 . p F, e S , bM
su s p , 2 ' s o f 4 6 9 2
1 4 . p vF , S
1 4 . p F, c S , R, bM ; = I C 8 2 3
F, v S , E 7 0 d e g , bM
vF , v S , i F , N
1 7 . p F, S , R , * 7 sp 2'
F, c S , bM , s p i r , *1 3 s p 0 ' . 5
1 6 . p F, S , i F , N
11.2
pB , p L , E 90 d e g + / - , mb M
1 2 . p pF , S , vl E
eF , v S , ? ?
I3 7 9 3
I3 7 9 2
46 9 8
47 0 7
I3 7 9 4
I3 7 9 6
I3 8 0 0
46 9 7
I3 7 9 7
I3 7 9 8
I3 8 0 2
I3 8 0 5
46 9 6
47 0 4
I3 8 0 4
47 1 1
I3 8 0 6
46 9 9
47 0 2
I3 7 9 9
I3 8 0 1
I3 8 0 8
47 0 0
I3 8 0 3
I3 8 0 9
I3 8 1 0
47 0 1
47 0 3
47 0 5
I3 8 1 1
I3 8 0 7
I3 8 1 4
47 1 0
47 1 2
I3 8 1 5
I3 8 1 6
47 0 8
I 82 4
I3 8 1 7
I3 8 2 0
I3 8 2 3
47 1 5
I3 8 1 8
47 0 6
I3 8 1 2
47 1 3
I3 8 1 3
I3 8 2 1
47 0 9
47 1 9
47 3 2
47 5 0
47 2 1
47 1 4
I 82 5
I3 8 1 9
47 2 5
I3 8 2 2
I3 8 2 8
47 1 6
47 1 8
47 2 8
I3 8 2 4
47 1 7
I3 8 2 5
47 2 0
I3 8 2 6
I3 8 2 7
I3 8 3 2
47 2 4
47 3 6
47 3 7
47 4 1
I3 8 3 0
I3 8 3 5
47 2 7
47 3 1
47 3 5
47 2 3
47 3 3
47 3 8
I3 8 3 6
47 3 4
47 4 9
I 83 0
47 4 5
I 82 6
I3 8 3 1
47 2 2
47 2 6
47 4 0
I3 8 3 3
I3 8 3 4
I3 8 3 7
47 3 9
I3 8 4 2
I3 8 4 3
47 2 9
47 4 2
47 4 7
I3 8 3 9
I3 8 4 0
I3 8 4 1
47 4 6
47 3 0
I 82 7
I3 8 3 8
I3 8 4 4
47 4 8
I3 8 2 9
I3 8 4 5
47 4 3
47 5 2
47 5 4
I 82 8
47 4 4
47 5 3
I 82 9
I3 8 4 7
I3 8 4 9
47 5 8
I 83 1
I3 8 4 6
I3 8 4 8
I3 8 5 0
47 5 7
47 5 1
47 5 6
47 6 2
47 5 9
47 6 0
126
12 48 . 2
? 12 48 . 3
Gx 12 48 . 4
Gx 12 48 . 4
12 48 . 4
12 48 . 5
12 48 . 5
Gx 12 48 . 6
? 12 48 . 6
12 48 . 7
12 48 . 7
12 48 . 7
Gx 12 48 . 8
Gx 12 48 . 8
Gx 12 48 . 8
Gx 12 48 . 9
Gx 12 48 . 9
Gx 12 49 . 0
Gx 12 49 . 0
Gx 12 49 . 0
? 12 49 . 0
Gx 12 49 . 0
Gx 12 49 . 1
12 49 . 1
12 49 . 1
12 49 . 1
Gx 12 49 . 2
Gx 12 49 . 3
Gx 12 49 . 4
12 49 . 4
12 49 . 5
12 49 . 5
Gx 12 49 . 6
Gx 12 49 . 6
12 49 . 6
Gx 12 49 . 6
Gx 12 49 . 7
Gx 12 49 . 7
12 49 . 7
12 49 . 7
12 49 . 7
Gx 12 49 . 8
12 49 . 8
Gx 12 49 . 9
Gx 12 49 . 9
Gx 12 50 . 0
Gx 12 50 . 0
12 50 . 0
Gx 12 50 . 1
Gx 12 50 . 1
Gx 12 50 . 1
Gx 12 50 . 1
Gx 12 50 . 2
Gx 12 50 . 3
12 50 . 3
12 50 . 3
Gx 12 50 . 4
Gx 12 50 . 4
D* 12 50 . 4
Gx 12 50 . 5
Gx 12 50 . 5
Gx 12 50 . 5
12 50 . 5
Gx 12 50 . 6
12 50 . 6
Gx 12 50 . 7
Gx 12 50 . 7
Gx 12 50 . 8
12 50 . 8
Gx 12 50 . 9
Gx 12 50 . 9
Gx 12 50 . 9
Gx 12 50 . 9
12 50 . 9
12 50 . 9
Gx 12 51 . 0
Gx 12 51 . 0
Gx 12 51 . 0
Gx 12 51 . 1
Gx 12 51 . 1
Gx 12 51 . 1
12 51 . 1
Gx 12 51 . 2
Gx 12 51 . 2
Gx 12 51 . 2
Gx 12 51 . 3
Gx 12 51 . 3
Gx 12 51 . 3
Gx 12 51 . 5
Gx 12 51 . 5
Gx 12 51 . 5
Gx 12 51 . 5
Gx 12 51 . 5
12 51 . 5
Gx 12 51 . 6
12 51 . 6
12 51 . 7
Gx 12 51 . 8
Gx 12 51 . 8
Gx 12 51 . 8
12 51 . 8
12 51 . 8
12 51 . 8
Gx 12 51 . 9
Gx 12 52 . 0
Gx 12 52 . 0
12 52 . 0
12 52 . 1
Gx 12 52 . 2
Gx 12 52 . 2
12 52 . 2
Gx 12 52 . 3
* 12 52 . 3
Gx 12 52 . 3
12 52 . 3
Gx 12 52 . 4
Gx 12 52 . 4
Gx 12 52 . 4
12 52 . 6
12 52 . 6
Gx 12 52 . 7
Gx 12 52 . 7
12 52 . 7
12 52 . 7
Gx 12 52 . 7
Gx 12 52 . 8
Gx 12 52 . 9
Gx 12 52 . 9
Gx 12 52 . 9
Gx 12 53 . 1
Gx 12 53 . 1
+1 9
+1 1
+0 8
+5 1
+1 9
+2 0
+3 6
- 05
+1 1
+0 9
+3 8
+3 8
- 41
+4 1
+3 5
+3 5
+1 4
- 08
+2 7
- 14
+1 0
+4 0
- 11
+1 0
+3 6
+4 0
+0 3
- 09
- 05
+2 1
- 04
+2 0
+1 5
+2 5
+1 9
+3 7
- 11
- 04
+2 2
+3 7
+4 0
+2 7
+2 1
- 41
- 06
+0 5
- 25
+2 0
- 41
+3 3
+5 2
+7 2
+2 7
- 13
- 05
- 14
+2 5
- 14
+3 7
- 09
- 05
+2 7
- 14
- 09
- 14
- 04
- 09
- 14
+3 9
- 14
+4 1
+3 4
+4 7
+1 9
+4 0
- 14
- 06
+2 8
- 13
+1 0
+2 8
+4 0
+0 4
+7 1
+5 3
+2 7
+3 1
- 14
- 13
- 14
- 14
- 13
- 14
+1 9
- 08
+4 0
+3 9
- 41
- 10
+2 5
+2 0
+2 1
+2 2
+1 2
- 41
+1 6
- 14
+3 9
- 13
- 29
+3 8
- 41
+1 3
+1 1
- 08
- 41
- 01
- 15
+2 2
+4 0
+1 5
+2 6
+1 3
+2 1
+4 0
- 10
- 42
- 15
+1 1
- 09
- 10
09
05
29
10
10
02
35
48
36
14
15
15
19
55
20
21
54
40
11
23
57
36
25
38
29
39
23
07
12
28
24
03
10
28
16
15
06
34
50
07
53
49
45
17
42
19
55
58
23
09
52
52
20
18
23
23
30
19
57
26
17
26
26
26
30
07
00
29
49
20
07
09
40
50
12
20
24
56
15
55
48
11
52
38
41
26
04
34
19
13
13
19
13
43
25
22
00
08
27
47
25
44
21
05
09
17
28
49
24
50
37
24
29
19
08
04
12
31
04
46
51
29
39
25
06
19
40
25
14
11
30
d
x
s
s
d
d
d
s
x
d
d
d
s
s
v
r
v
s
r
m
x
m
s
d
d
d
s
s
s
d
d
d
s
s
d
m
s
m
d
d
d
s
d
s
m
s
c
d
s
s
r
s
r
r
d
d
s
m
x
r
s
v
d
r
d
r
m
m
d
s
s
r
r
d
d
s
s
s
r
s
s
d
s
s
m
v
m
m
r
r
D
m
m
d
s
d
d
c
s
s
d
d
d
s
c
u
d
d
r
c
d
s
r
s
d
s
s
m
d
d
s
x
d
d
m
s
r
s
s
r
s
Co m
Vi r
Vi r
CV n
Co m
Co m
CV n
Vi r
Vi r
Vi r
CV n
CV n
Ce n
CV n
CV n
CV n
Co m
Vi r
Co m
Cr v
Vi r
CV n
Vi r
Vi r
CV n
CV n
Vi r
Vi r
Vi r
Co m
Vi r
Co m
Co m
Co m
Co m
CV n
Vi r
Vi r
Co m
CV n
CV n
Co m
Co m
Ce n
Vi r
Vi r
Hy a
Co m
Ce n
CV n
UM a
Dr a
Co m
Cr v
Vi r
Cr v
Co m
Cr v
CV n
Vi r
Vi r
Co m
Cr v
Vi r
Cr v
Vi r
Vi r
Cr v
CV n
Cr v
CV n
CV n
CV n
Co m
CV n
Cr v
Vi r
Co m
Cr v
Vi r
Co m
CV n
Vi r
Dr a
UM a
Co m
Co m
Cr v
Cr v
Cr v
Cr v
Cr v
Cr v
Co m
Vi r
CV n
CV n
Ce n
Vi r
Co m
Co m
Co m
Co m
Vi r
Ce n
Co m
Cr v
CV n
Cr v
Hy a
CV n
Ce n
Co m
Vi r
Vi r
Ce n
Vi r
Cr v
Co m
CV n
Co m
Co m
Co m
Co m
CV n
Vi r
Ce n
Cr v
Vi r
Vi r
Vi r
4. 3
2. 3
6. 0
3. 5
1. 2
1. 6
1. 7
3. 5
2. 5
0. 6
3. 0
3. 0
2. 8
3. 0
5. 1
2. 6
0. 5
1. 6
0. 5
2. 0
2. 2
0. 8
2. 8
1. 5
2. 7
1. 8
2. 3
11 . 0
1. 1
2. 1
1. 1
0. 6
0. 8
1. 5
11 . 0
1. 6
6. 5
0. 7
2. 3
2. 3
1. 2
1. 9
0. 8
0. 7
0. 6
1. 4
1. 8
0. 7
1. 7
1. 3
2. 3
3. 6
2. 5
1. 2
1. 0
2. 3
4. 7
5. 4
0. 4
3. 2
0. 9
1. 8
2. 0
8. 7
1. 8
vF , vS , iF , N
vF , S
10 . 7
cB , pL , iR , bM , r
14 . p S, st e l l a r
F, sp i r , sb M *
vF , eS , R, bM , D* 13 np
F, S, iF , N
9. 3 vB , L, lE 45 d e g +/ - , sm b M N
F, pS , vm E , lb M
F, S
F, vS , R bM
gr of eF ne b an d st
10 . 7
pB , L, R, gb M , r
15 . p cF , S, R, gb M
pF , pL , E 40 d e g , bM ; = 47 1 1
14 . p F, S, E, gl b M , er ; = IC 38 0 4
vS , R, bM , ma g 13 . 5
9. 6 vB , R, vm b M r N , r
15 . p pF , S, vi F
14 . p vF , pL , vm E 21 0 d e g , 1s t of 7
cB , pS , st e l l
15 . p pF , S, iF , N, *1 4 f 0' . 5
12 . p F, L, mE 40 d e g , vl b M , B* p
eF , pL , ?
pF , S, iF , N
cF , cS , iF , N
12 . 4
F, S
15 . p eF , cS , pm E
14 . p cF , pL , lE
F, eS , iF , N
ee F , L, mE , *7 sf
vF , vS , E 11 0 d e g
11 . 0
cB , pL , vm E 28 d e g , sb M N
13 . 0
vF , pL
vF , vS , R
15 . p pF , vS , R
14 . p eF , S
15 . p pB , pL , E pf , bi N
ne b *1 5
vF , vS , iF , N
vF , vS , iF , N
15 . p F, S, R
vF , S, iF , *1 4 p
12 . 7
vF , vS , R, ps b M
15 . p ee F , eS , cE 15 d e g
11 . 8
pB , L, vl E , gl b M
eF , S, E, *8 nf
vF , vS , iF , N
pB , cS , R, gb M
14 . p vF , st e l l a r
15 . p F, S, vs m b M
12 . p pB , L, R, vg , vs b M
15 . p vF , vS ; r?
14 . p F, pS , R, gb M
ee F , pS , R, ne a r l y be t 2 st
eF , vS , 2n d of 7
9. 2 vB , vL , E, vg , vs v m b M e B N
15 . p eF , vS , 3r d of 7
F, vS , iF ; ne b * ?
15 . p np pa r t of Dn e b , sm b M
15 . p eF , vS , be t 2 st
eF , eS
eF , vS , 4t h of 7
15 . p sf 47 1 6 & fa i n t e r
ee F , vS , *1 4 ? , 5t h of 7
15 . p eF , S, bM
15 . p vF , vS , mb M
14 . p F, vS , R, *1 1 s 0' . 6 ; 6t h of 7
F, S, iF , p di f
15 . p F, vS , R, st e l l a r , np of 2
8. 2 vB , L, iR , vs v m b M B N , r; = M9 4
15 . p eF , vS , pm E
14 . p vF , S, R, ps b M
vF , eS , bM , sp i r
vF , vS , iF , N
13 . p F, pL , R, lb M , sf of 2
11 . p vF , pL , E
15 . p vF , vl b M
15 . p 2n d of 2, vF , vS , f 47 1 4 ; no n e x i s t e n t ?
13 . p cF , pL , lE , r, *1 2 p
15 . p vF , E 30 d e g , vl b M
vF , vS , iF , N
14 . p vF , vS , R
14 . p vF , cL , E 13 5 d e g +/ 14 . p vF , vS , lE , st e l l a r
eF , *6 n
15 . p F, pS , R, gb M
14 . p F, vS , R, bM , 7t h of 7
13 . p vF , vS , f 47 1 4 , wi t h *1 1 4s f; = IC 38 3 3
14 . p vF , 4' n of Dn e b ; = IC 38 3 4
pF , pS , R, mb M ; = 47 2 6
13 . p vF , S, iF , bM
14 . p vF , lb M , *1 3 p 0' . 8
eF , vS , bM , sp i r
14 . p F, pL , lE , pg l b M
vF , cS , di f ; ne b * np 0' . 5
F, vS , mE 16 0 d e g , am 3 st
ne b , 1s t of 3, p & a li t t l e s of 47 4 4
11 . 1
pB , vS , vb M N = *1 1 , *1 0 sf
12 . 4
F, pL , lE
vF , S, bM , sp i r
vF , S, iF , * in v sp
vF , vS , iF , ?
13 . p pB , mE , r
2n d of 3
15 . p vF , S, E pf , di f
vF , S, lb M , *1 3 s 0' . 8
vF , S, iF , N
F, vS , iR , gb M
B, S, lE , *9 sf
vF , S, iF , N
F, R, gb M
vF , S, E, r
10 . 6
B, pL , R, ps b M , p of 2
F, vS , R, N = 13 . 5 m
F, L, E, gb M , 3r d of 3
9. 9 cB , L, vl E , vg l b M
15 . p ne b *1 3
vF . v S , iF , ne b *1 5 sp
vF , vS , iF , N, *1 4 nf
14 . p vF , pL , E?
15 . p F, S, R, bM
B, pS , N = *9 . 2
vF , vS , E 12 0 d e g
15 . p pF , vS , iF , N
15 . p vF
B, pS , R, vg , vs m b M
13 . p vF , pS , r
10 . 2
pB , vm E 31 d e g , 3 B st s, f of 2
15 . p pL , do u b l e , *1 0 2' sp
13 . p pB , R
47 6 1
Gx
47 6 6
Gx
I385 1
I385 2
Gx
47 6 4
Gx
47 6 5
Gx
47 7 4
Gx
I385 3
I385 4
47 6 8
*
47 6 9
D*
4763
Gx
47 7 1
Gx
I385 5
47 7 0
Gx
47 7 2
Gx
47 8 5
Gx
4755
OC
4773
Gx
47 7 5
Gx
47 7 9
Gx
I 832 Gx
I385 6
I386 2
Gx
4767
Gx
I385 7
I385 8
I386 1
I386 3
4777
Gx
47 7 6
47 7 8
4780
Gx
4787
Gx
I386 0
47 8 8
Gx
I386 4
I386 5
4789
Gx
I386 6
OC
I386 7
I386 8
47 8 1
Gx
I385 9
OC
I386 9
I387 0
I387 1
4786
Gx
I387 2
I387 3
I387 8
I387 9
Gx
4782
Gx
47 8 3
Gx
4784
Gx
47 9 3
Gx
48 0 0
Gx
48 0 1
Gx
I387 4
I387 5
I388 5
I388 7
I388 8
Gx
47 9 1
Gx
4809
Gx
oth e r
48 1 0
Gx
I387 6
I387 7
I388 0
I388 1
Gx
I389 0
4790
Gx
47 9 7
I388 2
I388 9
4795
Gx
47 9 8
Gx
I388 4
I388 6
I389 1
47 9 2
Gx
47 9 6
Gx
I389 2
I389 3
47 9 4
Gx
I389 5
4799
Gx
I388 3
I389 7
48 0 5
Gx
48 1 4
Gx
I389 8
4807
Gx
I389 4
I390 2
I390 3
4803
Gx
I389 9
I390 0
Gx
48 0 2
Gx
48 0 8
Gx
I390 6
48 0 4
I390 1
*
I390 4
Gx
I 836 Gx
I390 9
I390 5
I391 0
I391 2
4806
Gx
48 1 6
Gx
48 1 7
I391 1
I390 7
4834
Gx
I391 4
4819
Gx
48 2 1
Gx
I 834
I391 3
Gx
I391 6
Gx
4813
Gx
48 2 4
Gx
I389 6
Gx
48 2 6
Gx
48 2 7
Gx
48 2 8
Gx
I 833
I390 8
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
53 . 1
53 . 1
53 . 1
53 . 1
53 . 2
53 . 2
53 . 2
53 . 2
53 . 2
53 . 3
53 . 3
53.4
53 . 4
53 . 4
53 . 5
53 . 5
53 . 5
53.6
53.6
53 . 8
53 . 8
53 . 8
53 . 8
53 . 8
53.9
53 . 9
53 . 9
53 . 9
53 . 9
54.0
54 . 1
54 . 1
54.1
54.1
54 . 1
54 . 2
54 . 2
54 . 2
54.3
54 . 3
54 . 3
54 . 3
54 . 4
54 . 4
54 . 4
54 . 4
54 . 4
54.5
54 . 5
54 . 5
54 . 5
54 . 5
54.6
54 . 6
54.6
54 . 6
54 . 6
54 . 6
54 . 6
54 . 6
54 . 7
54 . 7
54 . 7
54 . 8
54.8
- 09
- 10
+21
+35
- 09
+04
+36
+38
+40
- 09
- 09
- 17
+01
+36
- 09
+02
- 48
- 60
- 08
- 06
+09
+26
+20
+36
- 39
+19
+20
+38
+38
- 08
- 09
- 09
- 08
+2 7
+19
+27
+18
+18
+2 7
+22
+18
+19
- 10
- 09
+18
+22
+18
- 06
+18
+18
+40
+38
- 12
- 12
- 10
+28
+46
+53
+18
+22
+37
+40
+39
+08
+0 2
11
23
55
47
11
28
49
50
51
32
32
00
16
47
31
10
46
20
38
37
44
27
06
06
43
36
47
17
29
47
13
12
37
04
18
19
57
52
04
22
56
00
32
06
58
23
56
52
58
53
04
38
34
33
37
56
32
06
57
02
09
18
34
03
39
r
s
d
u
r
s
s
d
d
F
F
s
s
d
r
s
r
s
s
s
s
v
d
u
s
d
d
d
d
s
r
r
s
r
d
r
d
d
s
x
d
d
s
x
d
d
d
s
d
d
d
m
s
s
s
s
s
r
d
d
d
d
m
r
s
Vir
Vir
Com
CVn
Vir
Vir
CVn
CVn
CVn
Vir
Vir
Cr v
Vir
CVn
Vir
Vir
Cen
Cr u
Vi r
Vir
Vir
Com
Com
CVn
Ce n
Com
Com
CVn
CVn
Vi r
Vir
Vir
Vi r
Co m
Com
Com
Com
Com
Co m
Com
Com
Com
Vir
Vir
Com
Com
Com
Vi r
Com
Com
CVn
CVn
Cr v
Crv
Vi r
Com
CVn
UMa
Com
Com
CVn
CVn
CVn
Vir
Vi r
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
12
54 . 8
54 . 8
54 . 8
54 . 8
54 . 8
54 . 8
54.9
54 . 9
54 . 9
54 . 9
55.0
55 . 0
55 . 0
55 . 0
55 . 0
55 . 1
55 . 1
55 . 1
55 . 1
55 . 2
55 . 2
55.3
55 . 3
55 . 3
55 . 4
55 . 4
55 . 4
55.5
55 . 5
55 . 6
55 . 6
55.7
55 . 7
55 . 7
55 . 8
55 . 8
55 . 8
55 . 9
55 . 9
55 . 9
56 . 0
56 . 0
56 . 1
56 . 1
56 . 1
56.2
56 . 2
56 . 2
56 . 2
56 . 3
56.4
56 . 4
56.5
56 . 5
56 . 5
56 . 5
56 . 5
56.6
56 . 6
56 . 6
56 . 7
56 . 7
56 . 7
56 . 7
56 . 7
+02
+19
+19
+22
+19
+37
- 10
+27
+22
+36
+0 8
+27
+19
+19
+36
- 12
+08
+39
+38
- 12
+39
+0 2
- 08
+39
+27
+58
+37
+2 7
+19
+36
+40
+0 8
+20
+27
- 12
+04
+40
- 13
+21
+36
+63
+40
+19
+39
+39
- 29
+27
+28
+35
+18
+5 2
+36
+2 6
+26
+26
+27
+38
- 06
+27
- 50
+21
+27
+28
- 06
- 07
38
01
18
30
11
11
15
21
34
01
04
25
41
01
03
30
04
13
34
37
12
54
09
40
57
21
35
31
04
00
24
14
38
15
03
18
28
02
56
18
37
23
51
43
55
30
45
00
38
47
18
22
59
57
20
17
37
48
31
19
41
11
01
44
35
s
d
d
d
s
d
s
r
d
d
s
s
d
d
d
v
r
d
d
s
d
r
d
d
r
s
d
s
d
d
d
r
d
v
s
s
d
r
x
m
u
d
d
d
d
r
s
r
d
d
r
d
s
s
D
m
u
r
r
s
s
s
r
d
d
Vir
Com
Com
Com
Com
CVn
Vi r
Com
Com
CVn
Vi r
Com
Com
Com
CVn
Crv
Vir
CVn
CVn
Crv
CVn
Vi r
Vir
CVn
Com
UMa
CVn
Co m
Com
CVn
CVn
Vi r
Com
Com
Crv
Vir
CVn
Crv
Com
CVn
Dra
CVn
Com
CVn
CVn
Hy a
Com
Com
CVn
Com
CV n
CVn
Co m
Com
Com
Com
CVn
Vi r
Com
Cen
Com
Com
Com
Vir
Vir
1.6
1.4
1.4
0.6
1.7
4.0
3.3
10 .
2.0
2.2
2.3
1.0
2.6
2.3
2.1
1.7
3.5
2.0
0.6
1.5
1.7
1.8
2.9
1.8
0.9
1.9
0.8
3.9
1.8
1.7
1.3
1.1
2.3
3.2
1.2
0.7
2.7
0.5
1.4
1.6
1.2
0.7
0.6
1.1
2.2
9.3
1.7
1 4 . p eF ,
1 5 . p vF
vF ,
1 6 . p F,
1 6 . p eF ,
1 3 . p F,
14.4
eF ,
eF ,
vF ,
vF ,
vF ,
13. p vF,
1 3 . p F,
pF ,
1 4 . p vF ,
1 3 . p pF ,
vF ,
4.2 Cl,
15. p vF,
1 2 . p F,
1 3 . p vF ,
F,
vF ,
1 6 . p vF ,
13. p B,
eF ,
F,
F,
F,
15. p vF,
F,
vF ,
14. p vF,
15. p vF,
vF ,
1 5 . p vF ,
vF ,
vF ,
12.0
F,
vF ,
vF ,
vF ,
1 2 . p cB ,
vF ;
vF ,
vF ,
vF ,
13. p pB,
vF ,
vF ,
vF ,
1 6 . p F,
11.7
pF,
11.8
pF ,
15. p eF,
11.7
pB ,
1 2 . p pB ,
1 5 . p eF ,
vF ,
vF ,
F,
vF ,
1 6 . p F,
1 5 . p eF ,
14. p F,
eS, 1' f Dneb
4759
v S , i F , ?, *1 2 s
p S , E 6 0 d e g , bM
eS, sf Dneb 4759
c S , R, gb M
cS, R, bM
S, p dif
pL, dif, diff i c , *15 f
v S , p 47 7 0 on p a r a l l e l
v S , p 47 7 0 on p a r a l l e l
S, lbM
p L , mE , * 9 p 9 0 d e g
eS, R, bM
vS
pS, R, mbM
S , R, gl b M
v L , st vB ( k a p p a Cr u )
S
c L , R, vg l b M , r
pL, R, r
S, R, bM, D* nf
S , iF , * 1 5 in v p
p S , d i f , * 1 5 at t
pS , l E , mb M
v S , R , b M , 2 eF st n r
v S , R, bM , n e b * 1 4 & * 1 3 s p
e S ; ne b * ?
S , i F , *1 4 a t t
S
S , R , v l b M , p of Dn e b
S , R, vl b M , f o f D n e b
f 47 7 3 an d 4 7 7 7
v S , 47 8 9 f
vS, R, bM
S
v S , i F , *1 4 s 3 0 " ; m a n y o t h e r n e b a b o u t
vS, R, bM
R, *9 a t t 1' n
S , iF , N ; C l ?
S , iF , N
vS, iF, N
vL, mE
e F Cl ?
vS, iF, N
S , iF , p d i f
vS, R, bM
p S , mb M , r
vS, iF, N
vS, iF, N
v S , b M , sp i r
S, R, bM
p S , R, mb M , p of Dn e b
pS, R, mbM, f of Dneb
eS
p S , l E , *8 nf 1 '
c S , R , p s b M , *1 4 p
S , lE
v S , i F , *1 5 s f 2 0 "
S , iF , N , * 1 4 p
S, R, neb*
vS, iF, N
S, lE 60de g , N
v S , l E , vl b M
Dn e b wi t h 48 1 0 , E pe r p e n d i c u l a r t o ea c h
1 5 . p F, D n e b w i t h 4 8 0 9
vF , v S , R , b M
pF , c L , E 20 d e g , b M
vF , S , vi F
1 3 . p vF , v S , R , b M
vF , S , iF , N
1 3 . p p F , p S , iR
F, S , R , l b M ; n o n e x i s t e n t ?
vF , v S , i F , N
vF , S , iF , d i f f i c
1 3 . p p B , p L , R, bM , r
13.1
pF , p S , g b M
F, S , R , b M , * 14 s
vF , S , iF , N
vF , S , iF , d i f f i c
vS , R , 7' nn p o f 47 9 4
1 3 . p eF , e S , a l m st e l l , c l o s e f 47 9 5
F, S , i F
vF , S , iF , N
1 4 . p vF , S , 2 o r 3 s t ne a r
F, c S , iF , N , * 1 5 n f c o n n
1 4 . p c F , S , v S * at t
eF , v S , m E 5 d e g
F, v S , E 4 0 d e g , bM
vF
1 3 . p B, p S , vl E , vg b M
eF , v S , v di f f i c , a t t eF *
1 4 . p F , pS , R , b M
vF , v S , i F , N
pF , v S , n e b *
vF , v S , i F , N
1 5 . p e F , e S , R, lb M
vF , S
pB , S , bM N
1 2 . p vF , S , *1 0 a t t
1 2 . p pB , c L , E 13 5 d e g +/ vF , S , iF , N
S, a t t to pB * ; = 48 0 2 ?
eF , v S , E 95 d e g
1 5 . p F, S , b M , sp i r
1 5 . p ee F , vS , v d i f f i c , b e t 2 st
vF , v S , R , b M
vF , S , iF
vF , v S , R , b M ; ne b D * ?
F, v S , iF , N
1 4 . p F , cS , R , g v l b M
1 5 . p vF , p L
vF , n o N; no n e x i s t e n t ?
vF , p S , d i f , d i f f i c
eF , S , iF , N , * 1 3 s f 1 '
1 5 . p v F , S , i R , bM
eF , v S , i F , N
1 4 . p v F , p L , iF
1 5 . p vF , v S , 4 8 1 9 n p
pF , p S , s b M
1 5 . p F, S , R
1 6 . p pF , S , bM , s p i r ?
1 5 . p F , S, R, b M
vF , v S
1 3 . p bM , m a g 1 4
8. 5 ! vB , v L , vm E 1 2 0 d e g + / - , bM S B N ;
13.0
F, c L
1 5 . p F, S , R
vF , S , R
eF , e S , c E 1 6 0 d e g ; F tr a i l ?
= M64
I3 9 1 5
48 1 8
I3 9 1 9
I3 9 2 0
48 1 1
48 1 2
48 3 7
I 83 5
I3 9 1 7
I3 9 1 8
48 2 0
48 2 2
I3 9 2 1
I3 9 2 2
I3 9 2 3
48 2 5
48 5 7
48 2 9
I3 9 2 5
I3 9 2 8
48 2 3
48 3 0
48 3 9
I3 9 2 4
I3 9 3 0
48 3 6
48 4 0
48 4 1
I 83 7
I3 9 2 6
48 3 1
48 4 2
I3 9 2 9
48 3 2
48 3 8
48 4 6
I3 9 3 3
48 1 5
48 4 3
48 4 5
I3 9 3 1
48 3 5
48 4 4
48 4 8
I3 9 3 2
48 4 9
I 83 8
I3 9 2 7
I3 9 3 5
I3 9 4 1
48 5 1
I3 9 3 4
I3 9 3 6
I3 9 4 0
I3 9 4 2
48 5 0
I 83 9
I3 9 3 7
I3 9 3 8
48 4 7
I3 9 3 9
I3 9 4 5
48 5 3
I3 9 4 3
I 84 0
I3 9 4 4
48 5 4
I3 9 4 6
I3 9 4 7
I3 9 4 9
I3 9 5 2
I3 9 5 6
48 5 8
48 5 9
48 6 1
I3 9 4 8
48 6 0
48 6 8
I3 9 5 0
I3 9 5 5
I3 9 5 7
I3 9 5 9
I3 9 6 0
I3 9 6 1
48 6 4
I3 9 5 1
I3 9 5 3
I3 9 5 4
I3 9 5 8
I3 9 6 3
I3 9 6 4
I3 9 6 7
I3 9 7 0
I3 9 7 5
48 5 5
48 5 6
48 6 5
48 6 7
48 7 0
I3 9 6 2
I3 9 6 6
I3 9 7 2
I3 9 7 7
I3 9 8 0
I3 9 8 2
I3 9 8 3
48 6 2
48 6 9
I3 9 6 5
I3 9 6 8
I3 9 7 9
I3 9 8 1
I3 9 8 7
48 6 6
48 7 1
I3 9 6 9
I3 9 7 1
I3 9 7 3
I3 9 7 6
I3 9 8 8
I3 9 8 9
I3 9 9 2
I3 9 9 3
I3 9 9 6
48 3 3
48 6 3
48 7 2
48 7 3
48 7 4
48 7 5
I3 9 7 8
127
12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 12
12
12
12
Gx 12
Gx 12
Gx 12
12
12
12
Gx 12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 12
12
Gx 12
Gx 12
Gx 12
12
OC 12
Gx 12
Gx 12
12
Gx 12
* 12
Gx 12
12
Gx 12
Gx 12
Gx 12
12
12
Gx 12
12
12
12
12
Gx 12
Gx 12
12
12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
Gx 12
Gx 12
Gx 12
12
Gx 12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
12
12
12
Gx 12
* 12
Gx 12
12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
Gx 12
12
12
12
12
12
Gx 12
Gx 12
12
Gx 12
12
12
12
Gx 12
Gx 12
12
12
Gx 12
Gx 12
12
12
12
12
12
Gb 12
Gx 12
Gx 12
Gx 12
Gx 12
Gx 12
12
56 . 7
56 . 8
56 . 8
56 . 8
56 . 9
56 . 9
56 . 9
56 . 9
56 . 9
56 . 9
57 . 0
57 . 0
57 . 0
57 . 0
57 . 0
57 . 2
57 . 2
57 . 3
57 . 3
57 . 3
57 . 4
57 . 4
57 . 4
57 . 4
57 . 4
57 . 5
57 . 5
57 . 5
57 . 5
57 . 5
57 . 6
57 . 6
57 . 7
57 . 8
57 . 9
57 . 9
57 . 9
58 . 0
58 . 0
58 . 0
58 . 0
58 . 1
58 . 1
58 . 1
58 . 1
58 . 2
58 . 2
58 . 2
58 . 2
58 . 2
58 . 3
58 . 3
58 . 3
58 . 3
58 . 3
58 . 4
58 . 4
58 . 4
58 . 4
58 . 5
58 . 5
58 . 5
58 . 6
58 . 6
58 . 7
58 . 7
58 . 8
58 . 8
58 . 9
58 . 9
58 . 9
58 . 9
59 . 0
59 . 0
59 . 0
59 . 0
59 . 1
59 . 1
59 . 1
59 . 1
59 . 1
59 . 1
59 . 1
59 . 1
59 . 2
59 . 2
59 . 2
59 . 2
59 . 2
59 . 2
59 . 2
59 . 2
59 . 2
59 . 2
59 . 3
59 . 3
59 . 3
59 . 3
59 . 3
59 . 3
59 . 3
59 . 3
59 . 3
59 . 3
59 . 3
59 . 3
59 . 4
59 . 4
59 . 4
59 . 4
59 . 4
59 . 4
59 . 4
59 . 5
59 . 5
59 . 5
59 . 5
59 . 5
59 . 5
59 . 5
59 . 5
59 . 5
59 . 5
59 . 5
59 . 6
59 . 6
59 . 6
59 . 6
59 . 6
59 . 6
59 . 6
+2 0
- 08
+3 8
+3 9
- 41
- 41
+4 8
+2 6
+2 2
+2 2
- 13
- 10
+3 8
+3 8
+3 7
- 13
+7 0
- 13
+3 6
+4 0
- 13
- 19
+2 7
+1 8
+3 8
- 12
+2 7
+2 8
+2 6
+2 2
- 27
+2 7
+2 0
- 39
- 13
+3 6
+3 6
- 64
- 03
+0 1
+1 9
- 46
- 13
+2 8
+1 9
+2 6
+2 6
- 22
+2 6
+3 9
+2 8
+1 8
+1 9
+3 5
+3 6
+2 7
+2 8
+1 8
+1 8
- 13
+1 8
+3 9
+2 7
+2 8
+1 0
+2 3
+2 7
+2 7
+2 7
+2 7
+3 8
+3 7
+2 8
+2 6
+3 4
+2 4
+2 8
+3 7
+1 8
+2 8
+2 7
+2 7
+2 7
+3 4
+2 7
+1 8
+2 3
+1 9
+2 4
+2 7
+2 7
+3 6
+4 0
+3 8
- 13
- 15
+2 8
+2 7
+3 7
+2 3
+3 5
+3 7
+3 6
+3 9
+4 0
+3 9
- 14
+2 7
+1 8
+2 7
+3 6
+3 7
+3 8
+1 4
+2 7
+1 9
+2 2
+2 7
+2 7
+3 7
+3 6
+3 6
+4 0
+4 0
- 70
- 14
+2 7
+2 7
+2 7
+2 7
+1 9
07
31
32
58
48
49
18
29
22
22
42
45
38
29
57
40
12
44
25
26
44
42
30
47
46
45
37
29
30
49
18
29
24
44
03
22
39
57
37
35
37
15
04
15
35
24
24
53
23
46
09
50
03
50
06
58
09
49
45
08
45
56
36
07
37
47
40
49
47
50
52
24
07
49
52
04
07
19
44
00
46
47
51
52
59
46
05
16
02
47
51
07
24
53
13
02
05
58
00
40
52
17
48
09
05
15
07
55
51
58
20
14
44
10
57
39
51
53
51
15
47
46
36
28
53
01
57
59
58
54
38
d
s
d
d
r
r
s
v
x
x
r
r
d
d
d
s
r
r
d
d
F
r
s
d
d
r
s
s
x
d
r
s
d
A
r
r
d
s
r
s
d
s
A
s
d
s
x
c
x
d
r
d
d
d
d
s
x
d
d
r
d
d
s
x
u
d
s
s
v
v
d
d
s
s
s
d
s
s
d
v
x
v
v
t
s
d
d
d
d
v
x
m
d
m
r
s
s
s
r
d
m
d
d
d
d
d
r
s
d
x
d
d
d
s
s
d
d
v
v
d
d
d
d
d
s
r
s
v
s
s
d
Co m
Vi r
CV n
CV n
Ce n
Ce n
CV n
Co m
Co m
Co m
Vi r
Vi r
CV n
CV n
CV n
Vi r
Dr a
Vi r
CV n
CV n
Vi r
Vi r
Co m
Co m
CV n
Vi r
Co m
Co m
Co m
Co m
Hy a
Co m
Co m
Ce n
Vi r
CV n
CV n
Mu s
Vi r
Vi r
Co m
Ce n
Vi r
Co m
Co m
Co m
Co m
Hy a
Co m
CV n
Co m
Co m
Co m
CV n
CV n
Co m
Co m
Co m
Co m
Vi r
Co m
CV n
Co m
Co m
Vi r
Co m
Co m
Co m
Co m
Co m
CV n
CV n
Co m
Co m
CV n
Co m
Co m
CV n
Co m
Co m
Co m
Co m
Co m
CV n
Co m
Co m
Co m
Co m
Co m
Co m
Co m
CV n
CV n
CV n
Vi r
Vi r
Co m
Co m
CV n
Co m
CV n
CV n
CV n
CV n
CV n
CV n
Vi r
Co m
Co m
Co m
CV n
CV n
CV n
Vi r
Co m
Co m
Co m
Co m
Co m
CV n
CV n
CV n
CV n
CV n
Mu s
Vi r
Co m
Co m
Co m
Co m
Co m
4. 5
1. 4
0. 6
2. 0
4. 2
0. 6
1. 9
0. 6
3.
5. 0
3. 4
1. 8
2. 2
1. 4
1. 6
1. 2
1. 0
1. 0
1. 3
0. 4
1. 7
4. 1
1. 0
1. 7
0. 6
0. 4
4. 2
0. 6
0. 7
0. 4
0. 5
4. 6
1. 4
1. 1
0. 4
1. 1
6. 5
0. 5
13 . 5
1. 0
0. 8
2. 7
F, vS , sp i r , *1 4 in v s
12 . p pB , L, pm E 0d e g , gb M
F, vS , bM , sp i r
F, vS , iF , N
eF , cS , R, gb M , p of 2
eF , S, R, gb M , f of 2
14 . p ne b ?
F, S, R
eF , vS , iF , N
pF , vS , bM , sp i r ; = IC 39 1 7
15 . p vS , sp of 48 2 5
14 . p F, st in v
F, vS , bM , sp i r
vF , vS , iF
pF , eS , E, bM
12 . 1
pB , iF , bM
14 . p eF , vS , iR , vl b M
vS , sf 48 2 5
pF , vS , E 60 d e g , bM
vF , pL , di f , *1 3 at t
vS , sp of 48 2 5
13 . p F, L, st in v , *8 5' sf
14 . p F, pL , R
eF , S, R
F, vS , N; ne b * ?
13 . p vF , L, di f
15 . p vF , vS
11 . 5
pF , pL , R, vS * at t
15 . p F, S, R
vF , vS , iF , N
14 . p F, S, R, gb M
15 . p vF , vS , 48 3 9 sp
vF , vS , bM , sp i r
pF , vS , R, sb M *1 7 , *1 0 70 d e g
13 . p vF , pS , R, 3 S st sp
14 . p eF
F, vS , iF , N
8. 6 Cl , pL , pR i , iF , st 10 . . . 1 8
14 . p cF , E, er , * sf 30 "
12 . p pF , pL , pm E , vg b M , * nf 30 d e g
cF , S, iF , N
12 . p F, pL , mE , vg b M
F, S
14 . p pF , S, lE
vF , eS , R bM
15 . p pB , R, bM ; = IC 39 3 5
14 . p vF , 1' . 5 nf 48 4 9
vF , vS , *1 0 np , *7 s 10 '
pB , S, R, N, r, IC 83 8 f; = 48 4 9
F, vS , iF , N
15 . p F, vS , r; = IC 83 9 ?
F, S, iF
ne b *1 3 , *1 2 . 5 f 1'
cF , vS , R, bM
eF , eS , iF , N
16 . p F, S, R
st e l l a r , 13 m
vF , vS , iF , N
eF , vS , R, bM , *1 3 sp
F, S ne b * , *9 p 40 s on pa r a l l e l
vF , eS , bM , sp i r
F, vS , iF , N
13 . 1
F, S, R, ps l b M
pF , vS , iF
15 . p F, S, R, lb M , r
F, vS , iF , N
15 . p vF , pL , co m
13 . 9
F, pS , bM
vF , S
F, pS , E
F, cS , iF , N
F, vS , R, bM
16 . p F, vS , p of Dn e b
15 . p F, vS , R
12 . 2
vF , pL , vm E 30 d e g +/ - , be t 2 st
vF , vS , iF , N
13 . 5
pF , S, R, f of Dn e b
13 . p pB , S, R, mb M
F, vS , R, bM
vF , S, N 14 ma g
16 . p cF , vS , R, bM
F, pS , R, lb M
vF , pS , di f f i c
13 . p pF , pL , lE 30 d e g , bM ; = 48 6 1
13 . 6
F, S, p of 2
F, vS , iF , N; ne b D* ?
vF , S, R, bM , di f
F, vS , R, bM
vF , vS , iF , N
vF , vS , R, bM
eF , vS
15 . p pF , vS , iF , N
F, vS , E 12 0 d e g , *1 5 at t p
15 . p pF , vS , E 40 d e g , bM
14 . p F, S, st in v
10 . 4
B, R, ps m b M , *1 3 np
13 . 3
vF , vS , *7 - 8 f 13 s
16 . p vF , vS , st e l l a r , f 48 6 4
pF , lE , be t 2 st
vF ne b *
15 . p F, S, iF , N
vF , vS , R, bM
vF , S, iF , N
eF , vS , iF
F, vS , R, bM , be t 2 st 13
F, S, iF , N
15 . p eF , S, R
13 . 5
cF , S, R, *7 n
F, vS , iF , N
eF , vS , *1 4 nr
F, eS , R, bM
eF , vS , iF , N, di f f i c
pF , vS , R, bM
11 . 0
B, pL , mE 90 d e g , sb M N , S* in v
15 . p vF , vS , st e l l N
eF , S, iF
vF , vS , iF , N
F, vS , R, N 13 ma g
*1 4 in v in vF ne b
vF , S, iF
vF , vS , iF , N
F, vS , iF , N
F, vS , iF , N
F, vS , sb M *
7. 4 gl o b . cl . , B, L, R, g, vs b M , st 12
15 . p eF , S, mE 45 d e g , sb M N
13 . 7
pF , pS , R
14 . 2
vF , vS
11 . 9
F, 48 6 9 an d 48 7 2 p
16 . p vF , vS , st e l l a r
eF , S, iF
I399 0
I399 1
I399 5
I399 7
I400 0
I400 1
4876
I398 4
I398 5
I400 2
I400 3
I400 4
I 841
I399 4
I399 8
I400 6
4883
49 0 1
I400 9
I401 0
4881
4882
48 8 4
4886
48 9 2
I400 5
I401 3
I401 5
I401 6
I401 8
I402 0
48 5 2
4889
48 9 3
I400 7
I400 8
I401 1
I401 2
I402 2
I402 4
4880
I401 4
I402 1
I402 7
I402 9
4878
48 9 4
48 9 5
4898
I401 7
I401 9
I402 8
I403 1
I403 4
I403 5
I403 7
4877
I402 3
I402 6
I403 2
I403 6
I403 8
4879
48 8 5
48 9 6
I399 9
I402 5
I403 0
I403 3
4887
48 9 0
49 0 0
I 842
I404 0
I404 8
4906
49 1 4
49 1 6
I403 9
I404 1
I404 2
I404 3
I404 6
I404 9
I405 0
I405 2
I405 6
48 9 1
49 0 7
4912
4913
I404 4
I404 5
I406 0
4897
48 9 9
49 0 8
4911
4917
I405 1
49 0 2
49 0 4
I404 7
I405 3
I405 4
I405 5
I406 1
I406 2
4888
I405 7
I406 3
I406 4
I405 8
I406 5
49 1 9
I405 9
I406 7
I406 8
49 0 3
4910
49 2 1
49 2 2
I406 9
I407 2
I407 3
4905
49 1 5
4923
I398 6
I 843
I407 7
Gx 12
Gx 12
12
12
12
12
Gx 1 2
12
12
12
12
12
12
12
Gx 12
12
Gx 1 2
Gx 12
12
12
Gx 1 3
13
- 13
Gx 1 3
Gx 13
13
13
13
13
13
13
OC 13
Gx 1 3
Gx 13
13
13
Gx 13
Gx 13
13
13
Gx 1 3
13
Gx 13
13
13
Gx 1 3
Gx 13
Gx 13
Gx 1 3
13
13
Gx 13
13
13
13
13
Gx 1 3
13
Gx 13
Gx 13
13
13
Gx 1 3
Gx 13
Gx 13
Gx 13
13
Gx 13
Gx 13
Gx 1 3
Gx 13
Gx 13
Gx 13
Gx 13
13
Gx 1 3
Gx 13
Gx 13
13
Gx 13
Gx 13
Gx 13
13
Gx 13
13
13
Gx 13
* 13
Gx 13
- 13
- 13
Gx 13
Gx 13
Gx 13
Gx 1 3
Gx 13
Gx 13
Gx 1 3
Gx 1 3
Gx 13
Gx 13
Gx 13
Gx 13
13
13
13
13
13
- 13
13
13
13
13
Gx 13
Gx 13
13
13
13
Gx 13
- 13
Gx 13
Gx 13
13
13
13
Gx 1 3
Gx 13
Gx 1 3
Gx 13
Gx 13
13
59 . 6
59 . 6
59 . 6
59 . 6
59 . 6
59 . 6
59.7
59 . 7
59 . 7
59 . 7
59 . 7
59 . 7
59 . 8
59 . 8
59 . 8
59 . 8
59.9
59 . 9
59 . 9
59 . 9
00.0
00.0
00 . 0
00.0
00 . 0
00 . 0
00 . 0
00 . 0
00 . 0
00 . 0
00 . 0
00 . 1
00.1
00 . 1
00 . 1
00 . 1
00 . 1
00 . 1
00 . 1
00 . 1
00.2
00 . 2
00 . 2
00 . 2
00 . 2
00.3
00 . 3
00 . 3
00.3
00 . 3
00 . 3
00 . 3
00 . 3
00 . 3
00 . 3
00 . 3
00.4
00 . 4
00 . 4
00 . 4
00 . 4
00 . 4
00.5
00 . 5
00 . 5
00 . 5
00 . 5
00 . 5
00 . 5
00.6
00 . 6
00 . 6
00 . 6
00 . 6
00 . 6
00.7
00 . 7
00 . 7
00 . 7
00 . 7
00 . 7
00 . 7
00 . 7
00 . 7
00 . 7
00 . 7
00 . 7
00 . 8
00 . 8
00.8
00.8
00 . 8
00 . 8
00 . 8
00.9
00 . 9
00 . 9
00.9
00.9
00 . 9
01 . 0
01 . 0
01 . 0
01 . 0
01 . 0
01 . 0
01 . 0
01 . 0
01.1
01 . 1
01 . 1
01 . 1
01 . 2
01 . 2
01 . 3
01 . 3
01 . 3
01 . 3
01 . 4
01.4
01 . 4
01 . 4
01 . 4
01 . 4
01 . 4
01.5
01 . 5
01.5
01 . 5
01 . 6
01 . 6
+28
+28
+38
+36
+39
+38
+2 7
+19
+19
+36
+38
+38
+21
+22
+27
+37
+2 8
+47
+36
+37
+2 8
+2 7
+27
+2 7
+26
+22
+37
+37
+37
+40
+38
- 59
+2 7
+37
+19
+22
+28
+28
+38
+40
+1 2
+22
+28
+37
+38
- 06
+27
+28
+2 7
+22
+23
+36
+39
+37
+40
+39
- 15
+19
+28
+28
+36
+37
- 06
- 06
+28
- 14
+19
+27
+27
- 14
- 04
+02
+29
+28
+39
+2 7
+37
+37
+21
+28
+27
+37
+36
+36
+36
+39
+39
- 13
+28
+3 7
+3 7
+27
+28
+40
- 13
- 13
+28
+2 7
+4 7
+28
- 14
- 00
+19
+22
+22
+22
+39
+39
- 06
+23
+39
+39
+19
+39
+27
+19
+39
+39
- 30
+0 1
+27
+29
+36
+37
+39
- 30
- 04
+2 7
- 32
+29
+37
54
56
53
42
35
52
55
38
35
46
49
49
49
43
58
01
02
12
40
53
15
59
59
59
54
38
12
12
12
29
36
36
58
11
58
21
00
05
29
31
29
30
02
08
46
05
58
12
57
33
43
15
09
03
18
00
17
06
03
52
55
02
03
50
21
18
06
57
58
40
34
30
01
03
50
55
19
22
41
00
58
06
41
21
40
40
45
26
09
23
21
55
05
35
27
57
02
47
14
00
31
02
41
56
54
54
35
52
04
09
15
50
30
44
48
16
56
54
56
40
53
19
05
21
55
52
33
51
17
08
23
v
x
d
d
d
d
s
d
d
d
d
d
D
d
v
d
v
r
d
d
s
A
r
s
s
d
d
x
x
d
d
s
s
r
d
d
v
v
d
d
s
d
v
d
d
r
s
s
s
d
d
u
d
d
d
d
s
d
v
x
d
d
r
r
s
x
d
x
x
s
r
s
x
v
d
v
s
r
d
v
v
u
d
u
d
d
u
A
s
r
r
x
s
m
A
s
s
s
r
s
s
s
z
d
d
d
d
d
r
d
d
d
d
m
s
d
d
d
r
r
s
s
d
d
d
r
s
s
c
x
d
Com
Com
CVn
CVn
CVn
CVn
Co m
Com
Com
CVn
CVn
CVn
Com
Com
Com
CVn
Co m
CVn
CVn
CVn
Co m
Co m
Com
Co m
Com
Com
CVn
CVn
CVn
CVn
CVn
Cen
Co m
CVn
Com
Com
Com
Com
CVn
CVn
Vi r
Com
Com
CVn
CVn
Vi r
Com
Com
Co m
Com
Com
CVn
CVn
CVn
CVn
CVn
Vi r
Com
Com
Com
CVn
CVn
Vi r
Vir
Com
Vir
Com
Com
Com
Vi r
Vir
Vir
Com
Com
CVn
Co m
CVn
CVn
Com
Com
Com
CVn
CVn
CVn
CVn
CVn
CVn
Vir
Com
CV n
CV n
Com
Com
CVn
Vi r
Vir
Com
Co m
CV n
Com
Vir
Vir
Com
Com
Com
Com
CVn
CVn
Vi r
Com
CVn
CVn
Com
CVn
Com
Com
CVn
CVn
Cen
Vi r
Com
Com
CVn
CVn
CVn
Ce n
Vir
Co m
Cen
Com
CVn
1.3
0.4
1.0
0.8
1.6
11.
3.0
3.3
0.3
2.3
1.2
2.7
1.3
1.6
2.3
1.1
3.6
0.7
1.0
1.2
1.1
1.4
0.7
0.7
2.8
2.7
1.1
1.3
1.3
3.0
2.3
0.7
1.4
2.7
2.1
1.7
1.3
2.0
F, S , R , N , r
1 5 . p F, S , R , F N , r
F, S , i F , N
vF , S , iF
vF , v S , i F ; ne b * ?
pF , v S , R , b M
1 5 . p v F , v S , no Nu c l
eF , S , iF
cF , e S , R , b M
pF , S , iF , N
pF , v S , i F , N
pF , v S , i F , N
vF
eF , v S , i F ; eF * i n v ?
14.7
eF , p S
vF , S , iF
14.3
vF, S, stel l a r
1 5 . p pF , S , R, gb M
vF , v S , R , b M
F, v S , iF , N
13.5
F , S, lE , * 9 sp
vF, S, othe r s near
ch i e f o n e of m u l t n e b ; = 48 8 9 ?
13.9
F , S, R, 4 8 8 9 f 4s
1 5 . p vF
vF , v S , i F , N
vF , v S , i F , N
n pa r t of Dn e b , e F , S, i F , N; = 48 9 3
s pa r t of Dn e b , e F , S, i F , N; = 48 9 3
vF , S , iF , N
eF , p L , d i f
9. p Cl , L , pR i , iR , s t 1 0
11.4
p B , p m E , b M , *7 n
1 5 . p vF , * 2 0 s p , *1 7 n f ; = IC 40 1 5
vF , v S , R , b M
vF , v S , i F , N
15.0
eF , v S , N 15 m
14.8
*1 4 i n vF ne b
eF , e S , i F , N
vF , v S , i F , N
1 2 . p c F , p L , R, vg l b M , r
vF , v S , i F , N
14.9
*1 4 i n vF ne b
F, S , i F , N, 4 8 9 3 n p
vF , v S , i F , N
14. p vF, vS, p of 2
1 6 . p pF , S , R
12.8
vF , S , R
1 5 . p v F , S , c l o s e to 48 9 4
vF , v S , E 80 d e g , b M
F, v S , iF , * 1 4 at t n f , * 11 s p
1 5 . p F, c S , iF , N
vF , S , R, bM
cF , S , iF , N
vF , S , vi F , di f f i c
F, v S , iF , N
1 3 . p p B , p L , mb M
vF , v S , i F ; ?
14.7
*1 4 i n vF ne b
1 5 . p F, S , R , g b M
vF , v S , i F , N
F, v S , iF , N
15. p vF, vS, f of 2
1 5 . p vF , S , E
13.7
vF , v S , R , m b M
eF , s u s p
vF , v S , i F , N
eF , v S , R , * 1 5 in v
eF , p S , R
14. p vF, 4902 nf
1 4 . p cF , S , iR , b M
11.5
cB , c E , * 1 0 at t 1 3 5 d e g + / 1 5 . p pF
vF , S , R, gb M
vF , v S , i F , N
14.2
v F , v S , *1 5 p
1 2 . p pB , c S , R , s m b M , *1 7 n p
ne b , nf 4 9 1 4 ( ? )
cF , v S , n e b *
vF , p S
14.3
F, S , b M
1 6 . p vF , S , iF
F, v S , R, bM
1 5 . p pB , v S , s b M *
vF , S , iF , N ; D * ?
vF , v S , i F , N
1 6 . p F, v S , ex c N
F ne b *
13.4
eF , v S , * 1 3 at t
n e b n of a n d in li n e wi t h 49 1 4 (? )
none x i s t e n t ?
eF , S , lb M
13.9
pF , S , bM
1 5 . p vF , c S , i F , N
13. p F
1 2 . p pF , e L
1 5 . p vF , v S
12.8
1 s t o f 4 , F , pL , * 1 1 2' n p
15. p eF, S, E, bM
13.4
pF , S , R, bM , 4 9 0 8 n p
11.2
pB , p L , i R , st nr
12.1
pB , p S , R , b M
1 6 . p cF , S , E 1 1 0 d e g , b M
eF , e S , R , b M ; ot h e r s nr ?
vF , e S , R , b M , *1 0 f 0 ' . 5
eF , v S , i F , N; ?
vF , S , iF
vF , c S , i F , N
p F , c S , E, ps b M , * * np ; = 4 8 7 9 ?
vF , v S , R
F, S , i F , N
pF , S , R, bM ; s p i r ?
cF , v S , R , b M
1 5 . p vF , v S , s b M *
1 5 . p vF , v S , 2 n d of 4
F, v S , iF , N
vF , v S , i F , N
vF , v S , i F , N
1 5 . p vF , c S , R , * a t t , p of 2
e F , v L , rr
12.1
F, p L , 3r d o f 4
1 4 . p pB , S , R, lb M , *1 1 - 1 2 f
vF , v S , p R , eF N
eF , S , iF , d i f f i c
F, v S , iF , N
1 5 . p v F , v S , R, sl b M , f o f 2
11.9
pB , S , R, bM
13.6
v F , 4 t h of 4
ee F , pS , R , *1 0 n f
1 5 . p F, b M N
F, S , R , b M
I4 0 8 2
I4 0 8 3
I4 0 8 5
I4 0 6 6
I4 0 7 0
I4 0 7 8
I4 0 8 4
I4 0 8 6
49 1 8
I4 0 7 4
I4 0 7 5
I4 0 7 6
I4 0 8 8
I4 0 9 0
49 2 0
49 2 6
I4 0 7 9
I4 0 8 1
49 0 9
49 2 7
I4 0 7 1
I4 0 8 0
I4 0 8 7
I4 0 9 4
I4 1 0 0
49 2 5
I4 0 8 9
I4 0 9 3
I4 0 9 7
I4 0 9 8
49 2 4
49 5 4
I4 0 9 1
I4 0 9 2
I4 1 0 1
I4 0 9 5
I4 0 9 6
I4 1 0 2
I4 1 0 4
I4 1 0 5
I4 0 9 9
I4 1 0 3
I4 1 0 8
49 3 2
I4 1 0 6
49 2 9
I4 1 0 7
I4 1 1 2
I4 1 1 4
I4 1 1 5
I4 1 1 7
I4 1 1 1
I4 1 1 8
49 2 8
49 3 1
49 3 8
I4 1 0 9
I4 1 1 0
I4 1 2 0
I4 1 1 3
I4 1 2 3
I4 1 1 6
49 3 4
49 3 5
I 84 4
I4 1 1 9
I4 1 2 7
I4 1 2 1
I4 1 2 2
I4 1 3 1
I4 1 2 4
I4 1 2 5
I4 1 2 6
I4 1 3 2
I4 1 3 5
I4 1 2 8
I4 1 2 9
49 4 3
49 4 4
I4 1 3 0
I4 1 3 3
I4 1 4 2
I4 1 4 3
I4 1 4 5
49 3 3
I4 1 4 4
I4 1 3 7
I4 1 3 8
I4 1 4 9
I4 1 5 1
I4 1 5 2
49 3 0
I4 1 3 9
I4 1 4 0
I4 1 4 1
49 3 9
49 4 1
49 4 9
49 7 2
I4 1 4 6
I4 1 4 7
I4 1 4 8
I4 1 5 0
I4 1 5 5
49 3 6
49 4 2
I4 1 5 7
I4 1 3 4
I4 1 3 6
I4 1 5 3
I4 1 5 8
I4 1 5 4
I4 1 6 1
49 3 7
I4 1 5 9
I4 1 6 0
49 4 0
49 4 8
49 5 2
I4 1 5 6
I4 1 6 5
49 5 1
49 5 6
I4 1 6 2
I4 1 6 3
49 5 7
I4 1 6 4
I4 1 6 8
I4 1 6 9
I 84 5
I 84 6
128
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
-
Gx
Gx
?
-
Gx
Gx
Gx
?
Gx
Gx
Gx
OC
Gx
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
01 . 6
01 . 6
01 . 6
01 . 7
01 . 7
01 . 7
01 . 7
01 . 7
01 . 8
01 . 8
01 . 8
01 . 8
01 . 8
01 . 8
01 . 9
01 . 9
01 . 9
01 . 9
02 . 0
02 . 0
02 . 0
02 . 0
02 . 0
02 . 0
02 . 0
02 . 1
02 . 1
02 . 1
02 . 1
02 . 1
02 . 2
02 . 2
02 . 2
02 . 2
02 . 2
02 . 3
02 . 3
02 . 3
02 . 3
02 . 3
02 . 4
02 . 4
02 . 5
02 . 6
02 . 6
02 . 7
02 . 7
02 . 7
02 . 7
02 . 8
02 . 8
02 . 9
02 . 9
03 . 0
03 . 0
03 . 0
03 . 0
03 . 0
03 . 0
03 . 1
03 . 1
03 . 2
03 . 3
03 . 3
03 . 3
03 . 3
03 . 3
03 . 4
03 . 4
03 . 4
03 . 5
03 . 6
03 . 6
03 . 6
03 . 6
03 . 7
03 . 7
03 . 8
03 . 8
03 . 8
03 . 8
03 . 8
03 . 8
03 . 8
03 . 9
03 . 9
04 . 0
04 . 0
04 . 0
04 . 0
04 . 0
04 . 1
04 . 1
04 . 1
04 . 1
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 2
04 . 3
04 . 3
04 . 3
04 . 4
04 . 4
04 . 4
04 . 4
04 . 5
04 . 6
04 . 7
04 . 8
04 . 8
04 . 9
04 . 9
05 . 0
05 . 0
05 . 0
05 . 1
05 . 1
05 . 1
05 . 1
05 . 2
05 . 2
05 . 2
05 . 2
05 . 3
05 . 3
+3 7
+3 8
+3 9
+1 9
+1 9
+3 6
+3 6
+3 6
- 04
+1 9
+1 9
+2 3
+2 9
+3 6
- 11
+2 7
+1 9
+2 2
- 42
+2 8
- 07
+1 9
+2 0
+3 7
+4 0
- 07
+1 9
+2 9
+3 6
+3 7
- 14
+7 5
+1 9
+1 9
+3 9
+1 9
+2 4
+3 6
+3 8
+3 8
+2 4
+3 8
+3 8
+5 0
+2 8
+2 8
+2 2
+3 7
+4 0
+3 7
+4 0
+2 8
+3 8
- 08
+2 8
+5 1
+1 9
+1 9
+3 7
+2 0
+3 8
+1 9
+2 8
+1 4
- 30
+1 9
+3 8
+1 9
+2 0
+3 8
+2 2
+1 8
+1 9
+3 8
+4 0
+2 0
+1 8
+2 8
+2 8
+1 9
+2 7
+3 8
+4 0
+3 8
- 11
+3 6
+2 2
+2 0
+2 2
+3 6
+3 8
- 41
+1 9
+2 0
+1 9
- 10
- 05
+2 9
+7 5
+1 9
+2 0
+1 9
+2 1
+4 0
- 30
- 07
+3 8
- 11
- 05
+1 9
+3 6
+2 3
+3 9
- 47
+2 2
+2 2
- 47
- 07
+2 9
- 06
+3 9
- 06
+3 5
+2 0
+2 0
+2 7
+2 0
+4 0
+3 8
+1 2
+2 3
20
09
42
16
18
38
58
38
30
00
58
23
03
50
22
37
15
46
46
00
35
15
00
48
25
42
30
00
36
59
58
24
54
11
56
06
01
09
35
16
05
02
29
27
07
03
00
13
06
13
32
04
18
05
02
20
00
14
05
28
19
05
01
23
31
14
04
17
11
57
51
48
19
23
15
13
53
05
11
16
59
12
12
17
29
57
44
40
16
51
12
25
18
06
13
20
33
02
18
17
15
15
59
01
32
39
40
27
58
03
29
34
59
13
15
54
16
57
08
16
55
30
11
33
46
34
33
13
46
07
06
d
d
d
d
d
u
d
u
r
d
d
d
x
d
r
s
d
d
r
s
m
d
d
d
u
r
d
d
d
d
s
r
d
d
d
d
d
d
d
d
d
m
d
r
x
s
d
d
d
d
d
x
d
s
s
r
d
d
d
d
d
d
r
r
c
d
m
d
z
d
d
d
d
d
u
d
d
r
s
d
x
d
d
d
s
u
d
d
m
d
d
t
d
d
d
s
s
r
r
d
d
d
d
d
s
s
d
d
x
d
d
d
d
r
d
d
r
s
s
x
d
s
r
d
d
s
x
d
d
d
z
CV n
CV n
CV n
Co m
Co m
CV n
CV n
CV n
Vi r
Co m
Co m
Co m
Co m
CV n
Vi r
Co m
Co m
Co m
Ce n
Co m
Vi r
Co m
Co m
CV n
CV n
Vi r
Co m
Co m
CV n
CV n
Vi r
Dr a
Co m
Co m
CV n
Co m
Co m
CV n
CV n
CV n
Co m
CV n
CV n
CV n
Co m
Co m
Co m
CV n
CV n
CV n
CV n
Co m
CV n
Vi r
Co m
CV n
Co m
Co m
CV n
Co m
CV n
Co m
Co m
Co m
Ce n
Co m
CV n
Co m
Co m
CV n
Co m
Co m
Co m
CV n
CV n
Co m
Co m
Co m
Co m
Co m
Co m
CV n
CV n
CV n
Vi r
CV n
Co m
Co m
Co m
CV n
CV n
Ce n
Co m
Co m
Co m
Vi r
Vi r
Co m
UM i
Co m
Co m
Co m
Co m
CV n
Ce n
Vi r
CV n
Vi r
Vi r
Co m
CV n
Co m
CV n
Ce n
Co m
Co m
Ce n
Vi r
Co m
Vi r
CV n
Vi r
CV n
Co m
Co m
Co m
Co m
CV n
CV n
Vi r
Co m
1. 0
16 . p
1. 0
16 . p
15 . p
1. 4
14 . p
12 . 9
0. 5
15 . p
15 . p
1. 5
0. 7
15 . p
14 . p
14 . p
14 . p
0. 7
15 . p
1. 5
14 . p
15 . p
15 . p
16 . p
1. 3
2. 0
13 . p
13 . 5
15 . p
15 . p
14 . p
1. 3
0. 4
15 . p
15 . p
1. 0
16 . p
1. 9
15 . p
13 . p
15 . p
2. 5
1. 1
13 . p
16 . p
0. 4
15 . p
3. 6
5. 8
3. 7
1. 9
1. 8
11 . p
11 . 1
11 . 3
14 . p
1. 8
1. 6
14 . p
14 . p
3. 3
12 . p
13 . p
1. 3
12 . 9
15 . p
F, S, iF
F, vS , iF , ne b *
vF , vS , R, bM
vF , vS , iF
F, S, iF , N
pF , vS , iF , N
pF , vS , R, bM
F, pS , iF , N, *1 5 n
eF , eS , R, bM N , 49 1 5 sp 4'
F, S, iF , N
F, vS , bM , sp i r
F, vS , iF , N, Cl ? ; *1 5 np
eF , su s p ; *1 1 or 12 f 1' . 4
vF , S, iF , N
vF
pB , S, R, gl b M
vF , vS , at t to IC 40 8 0
F, vS , R, bM
eF , 3 or 4 st 11 - 12 f
vF
ee F , eS , cE 10 d e g
F, vS , *1 4 p 0' . 3 , *1 5 sf
vF , vS , bM ; sp i r ?
F, vS , iF , N
pF , cS , iF , 3 wi n g s
cF , S
eF , S, iF , N, be t 2 st 14
su s p , cl o s e p *8
pF , vS , iF , N
F, vS , R, bM
cF , L, vl E 45 d e g +/ vF , S, R, vg b M
vF , vS , iF , N
vF , S, iF , N
vF , vS , iF , N
F, S, iF , N
F, S, iF , N
F, vS , R, sb M *
F, S, iF , N
vF , vS , iF , ne b *
vF , vS , iF , N
F, vS , iF , N
F, vS , iF , N
cF , S, R, vg l b M
eF , pS , di f
F, S, *1 6 cl o s e p
eF , cL , di f
F, S, iF , N, di f f i c
vF , S, vi F , N
F, pL , iF , N
vF , S, iF , ne b *
eF
F, vS , R, bM
F, pS , vl E , gl b M
F, S
eF , R, ps b M
vF , S, iF
eF , vS , R, *1 3 p
cF , vS , iF , N
vF , vS , iF , N
F, S, fa n , Ns
F, S, R
F, S, lE
vF , vS , R, 3 st f
vF , vS , lb M
eF , S, E 30 d e g ; ?
F, vS , iF , ne b *
vF , vS , iF N
cF , S, bM , sp i r , *1 5 p 20 "
F, cS , iF , N
vF , vS , E 11 0 d e g , bM
F, S, iF , N
eF , vS , iF , N
F, vS , R, bM
vF , cS , iF , N
F, S, bM , sp i r
vF , S, iF
vF , vS
F, S, R, bM , *9 nf 1'
cF , S, R
vF , vS , mb M
vF , vS , iF , N
F, S, iF
vF , S, iF
pB , pL , iR
F, cS , iF
cF , vS , iF , N
F, vS , iF , N, *1 6 in v np ; D* ?
pF , vS , iF , N, *9 p 2' , *1 5 sf
vF , cS , iF
F, vS , iF , N
vF , R, tr i a n g l e 2 st 8, 9, f
F, S, iF , N, 2 st nf
vF , vS , R; ?
F, S, iF , N
pB , L, R, gm b M
pF , L, E, gb M B N , r
eF , S
vF , S, iR , bM
F, vS , R, bM
vF , S, di f
eF , vS , R
vF , vS , R
vF , S, iF , di f
pB , S, R, bM , * f 6s
vF , S
eF , pL , iF ; bi N ?
vF , S, mb M
ee F , cS
F, S, R, bM
F, S, iF , N
pF , S, R
F, vS , iF , N
ee F , S, R, p of 2
F, vS , iF , N
vF , S, iF , di f
F, S, R, f of 2
ee F , pS , lE , 49 5 8 f
F, S, R, ps b M *1 1
ee F , cS , mE 14 0 d e g
F, cS , p di f
F, pL , lE , r
pB , cS , R, sm b M
vF , S, iF , N, *1 4 sp
F, vS , bM ; sp i r ?
F, S, R
vF , S, ne b Cl ? ; *1 4 n
F, vS , R, bM , *1 3 sp
vF , S, iF , N
ee F , S, R, F* nr p; de c l un c e r t a i n
vF , R, lb M , di f f i c
I397 4
Gx
49 4 5
Gx
49 4 6
Gx
4947
Gx
49 6 4
Gx
I416 6
Gx
I417 1
Gx
49 5 0
Gx
49 7 3
I416 7
I417 4
I417 0
I417 2
49 5 9
Gx
49 6 7
Gx
I417 8
Gx
49 5 8
Gx
49 6 0
Gx
49 6 1
Gx
49 6 3
Gx
I417 5
I417 9
I418 2
Gx
49 6 2
4974
I418 4
I419 0
Gx
I 847
I418 6
I418 7
I418 8
I418 9
Gx
4953
Gx
4955
Gx
I418 1
I419 2
?
I419 3
Gx
I419 4
4977
Gx
I417 3
I418 3
I418 5
49 6 6
Gx
I417 6
I417 7
Gx
I419 5
4971
Gx
I418 0
Gx
4969
Gx
I 848 Gx
49 6 8
Gx
4965
Gx
4970
Gx
I419 9
4979
Gx
I 849 Gx
I 852 Gx
I419 6
Gx
I419 8
Gx
49 7 8
Gx
I 850 Gx
I420 1
Gx
4975
Gx
49 8 7
Gx
49 8 5
Gx
I419 7
Gx
4998
Gx
I420 3
49 8 3
Gx
49 8 6
Gx
I420 2
Gx
I420 4
Gx
I 851 Gx
4976
Gx
5003
Gx
I 853 Gx
I420 5
49 8 1
Gx
49 8 2 As t
I419 1
Pl
49 8 4
Gx
49 9 2
Gx
49 8 0
Gx
49 9 1
Gx
50 0 7
Gx
49 8 9
Gx
49 9 0
Gx
I420 6
I420 7
4996
Gx
49 9 9
Gx
50 0 1
Gx
I420 0
Gx
I420 8
49 9 3
Gx
4995
Gx
49 8 8
Gx
4994
Gx
5000
Gx
I 854 Gx
49 9 7
Gx
I420 9
Gx
I 855
50 0 2
Gx
I 856
5009
Gx
I421 0
Nb
50 0 5
Gx
I421 1
*
50 0 4
Gx
50 0 8
50 1 4
Gx
50 1 2
Gx
50 0 6
Gx
50 1 6
Gx
50 2 1
Gx
I421 2
I421 3
Gx
50 1 3
Gx
5023
Gx
5034
Gx
50 1 5
Gx
50 1 0
Gx
50 2 0
Gx
50 2 9
Gx
5019
Gx
5025
Gx
5011
Gx
5017
Gx
50 2 4
Gb
M53
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
05 . 3
05 . 4
05 . 4
05.4
05 . 4
05 . 4
05 . 4
05 . 5
05 . 5
05 . 5
05 . 5
05 . 6
05 . 6
05 . 7
05 . 7
05 . 7
05 . 8
05 . 8
05 . 8
05 . 8
05 . 8
05 . 8
05 . 8
05 . 9
05.9
05 . 9
05 . 9
06 . 0
06 . 0
06 . 0
06 . 0
06 . 0
06.1
06.1
06 . 1
06 . 1
06 . 1
06 . 1
06.2
06 . 2
06 . 2
06 . 2
06 . 3
06 . 3
06 . 3
06 . 3
06.9
06 . 9
07.0
07 . 0
07 . 1
07.2
07.5
07 . 5
07.6
07 . 6
07 . 6
07 . 6
07 . 7
07 . 8
07 . 8
07 . 8
08.0
08 . 0
08 . 1
08 . 1
08.2
08 . 3
08 . 4
08 . 4
08 . 4
08 . 4
08 . 5
08.6
08.6
08 . 6
08 . 7
08 . 8
08 . 8
08 . 8
09 . 0
09 . 0
09 . 2
09 . 3
09 . 3
09 . 4
09 . 4
09 . 4
09 . 5
09.6
09 . 6
09 . 6
09 . 6
09 . 6
09 . 7
09.7
09 . 8
09.8
09.8
09 . 8
10 . 0
10 . 4
10 . 6
10 . 7
10 . 7
10.8
10 . 8
10 . 9
10 . 9
11 . 1
11 . 3
11 . 5
11 . 6
11 . 8
12 . 1
12 . 1
12 . 1
12 . 1
12 . 2
12.2
12.2
12 . 4
12 . 5
12 . 6
12 . 6
12.8
12.8
12.9
12.9
12 . 9
- 35
- 49
- 43
- 35
+56
+31
+36
- 43
+53
+21
+36
+21
+22
+33
+53
+36
- 08
+27
+27
+41
+20
+37
+37
+29
+5 3
+38
+37
+53
+36
+36
+36
+35
- 37
- 29
+21
+37
+39
+38
+5 5
- 11
+21
+21
+29
- 11
- 13
+37
+2 8
- 23
+1 3
+16
- 23
- 28
- 24
+35
+2 4
- 00
+60
- 24
+24
+18
- 00
+35
- 05
+51
+41
- 23
+5 0
+40
+28
+35
+24
+39
+21
- 49
+4 3
+52
+52
- 06
- 10
- 67
- 15
+11
- 28
+02
+62
- 05
- 05
+39
+37
+0 0
+01
+53
- 51
+37
- 23
- 07
- 43
- 23
+2 8
+24
- 16
- 07
- 04
+36
+20
+5 0
+29
+37
+37
+29
+25
+36
+22
- 19
+24
+46
- 06
+35
+03
+4 4
+7 0
- 04
- 15
+12
+47
+0 4
+3 1
- 43
- 16
+18
20
28
36
20
18
27
07
31
41
55
24
08
51
11
34
00
01
33
44
43
22
12
36
04
40
50
37
41
59
18
20
58
34
45
30
36
26
52
39
34
30
47
04
33
35
02
32
55
39
02
41
14
02
51
49
56
09
01
49
25
51
50
01
56
41
48
40
26
19
12
42
27
02
30
44
46
52
47
35
39
31
38
38
21
10
25
16
01
49
53
40
29
58
15
24
50
06
23
54
35
30
10
29
37
32
05
42
03
11
38
23
17
55
14
06
12
59
40
12
02
39
19
47
36
04
44
48
06
46
10
c
s
r
s
r
u
u
r
D
d
d
d
d
r
r
u
s
r
s
r
d
d
s
r
D
d
m
x
d
d
d
v
r
r
d
x
z
d
r
d
d
d
s
d
m
d
s
c
r
m
r
s
r
d
r
u
u
c
u
r
v
m
v
r
r
c
r
d
r
r
u
u
m
s
A
v
d
s
F
s
s
r
s
r
r
r
r
d
d
r
s
r
c
d
r
s
r
c
s
m
r
v
d
r
d
r
x
s
x
s
r
s
s
r
s
r
F
s
r
s
r
s
r
r
r
r
r
s
s
s
Cen
Cen
Cen
Ce n
UMa
CVn
CVn
Cen
UMa
Com
CVn
Com
Com
CVn
UMa
CVn
Vir
Com
Com
CVn
Com
CVn
CVn
Com
UM a
CVn
CVn
UMa
CVn
CVn
CVn
CVn
Ce n
Hy a
Com
CVn
CVn
CVn
UM a
Vir
Com
Com
Com
Vir
Vir
CVn
Co m
Hya
Vi r
Com
Hya
Hy a
Hy a
CVn
Co m
Vir
UMa
Hya
Com
Com
Vir
CVn
Vi r
CVn
CVn
Hya
CV n
CVn
Com
CVn
Com
CVn
Com
Ce n
CV n
UMa
UMa
Vir
Vir
Mus
Vir
Vir
Hya
Vir
UMa
Vir
Vir
CVn
CVn
Vi r
Vir
UMa
Cen
CVn
Hya
Vi r
Cen
Hy a
Co m
Com
Vir
Vir
Vir
CVn
Com
CV n
Com
CVn
CVn
Com
Com
CVn
Com
Vir
Com
CVn
Vir
CVn
Vir
CV n
UM i
Vir
Vir
Vir
CVn
Vi r
CV n
Ce n
Vi r
Com
2.1
20.0
2.8
1.0
1.0
1.2
4.1
1.7
6.7
5.0
1.6
1.2
0.8
1.3
1.5
0.8
2.6
1.2
1.1
2.0
1.1
0.8
0.4
0.5
1.7
1.8
1.5
1.0
4.3
1.3
2.8
0.1
2.8
2.2
2.6
1.4
2.5
1.9
0.6
1.6
1.
5.4
1.9
1.7
2.9
1.9
2.6
6.5
1.9
2.0
1.7
12.6
ee F , pS , l E ; = 49 4 7
9. p B, v L , vm E 3 9 d e g
B, p S , R, gp m b M , p o f 2
1 2 . p F , pL , R , v g l b M
1 3 . p eF , S , lE
1 5 . p F, S , d i f
1 6 . p F, c S , E 6 0 d e g , bM
eF , S , R, ps l b M , f o f 2
vF , S
vF , v S , i F , N
vF , S , iF , N
F, v S , iF , N
F, S , R , b M
1 5 . p eF , S , R
1 5 . p vF , S , E, * at t
1 6 . p vF , c S , R , b M , di f
10.5
vB , p S , E , b M B N
F, S , R , N = * 1 6
13.5
F, S , i F
1 4 . p F, v S , R, st e l l , vS * s
vF , S , R
F, v S , iF , N , * 1 4 p
1 3 . p cF , v L , i F , N
eF , v S
vF, S; = IC 847
pF , S , iF , N
1 3 . p vF , c S , i F , di f f i c
vF , S , R, be t 2 s t ; = 49 7 4
F, S , i F , N
F, S , i F , N, D * s
vF , S , iF , c F n e b p 1'
pF , p S , E 60 d e g , b M
v F , p S , am 3 S s t
1 5 . p F , cS , R , g b M
cF , v S , R , b M
vF , S , iF , v d i f f i c
1 6 . p pF , S , iF , N , e F * a t t np
F, S , i F , N
14. p cF, S
ne b * 1 3 , s p of 2
F, v S , iF , N
vF , S , iF , a t t *1 5 n
1 4 . p vF , v S , v l E , v g l b M , ** s p
pF , p S , b M , nf of 2
1 5 . p vF , v S , R , s u s p
vF , S , iF
1 5 . p F , vS , l E , ** n r n
ee F , eS , R , 1s t o f 3
1 5 . p e e F , S , R, v di f f i c
1 5 . p eF , v S , d i f f i c
1 4 . p F, p L , R, gl b M
1 4 . p v F , v L , cE , v g b M
1 4 . p v F , p L , iF
F, S , i F , N
1 5 . p e F , p L , lE ; = I C 4 1 9 8 ?
1 4 . p F, p L , R, gb M
1 5 . p vF , p S , R , B * p
ee F , eS , R , *1 1 p 4 ' ; 2n d o f 3 ; = 4 9 7 0
1 5 . p F, c S , R, 49 7 9 nr
1 4 . p F, v S , R, sb M , st e l l a r
vF , S , R
1 5 . p F, S , i F , N
v F , v S , R, ps b M
1 4 . p vF , v S , s t e l l a r
1 5 . p vF , v S , R , l b M
ee F , eS , R , 3r d o f 3 , *8 f 37 s
15. p vF
eF , S , di f
1 5 . p vF
1 4 . p vF , S , R, st e l l a r
1 5 . p F, c S , E, gb M
1 6 . p F, c S ; sp i r ?
1 5 . p vF
10.2
B , pL , R , g m b M
1 5 . p v F , p S , lb M
ee F , pS , R
vF , p L , R (= I C 8 5 3 ? )
1 2 . p B, p L , R, *1 0 1 ' sf
vF , S
1 2 . p PN , st e l l a r
1 2 . p B, p L , R, ps m b M
1 4 . p vF , S , lE , 2 S st s
1 5 . p eF , c S , R
1 5 . p vF , v S
1 4 . p vF , v S
1 4 . p pB , S , R, *4 s f
1 5 . p vF , v S
pF , S , iF , N
vF , c S , i F
14. p pB, S, R, bM
1 3 . p cF , p L , R , l b M , e r
1 4 . p pF , S , iR , g b M
F, b M , ma g 1 4 . 5
F, c S , bM , s p i r
1 4 . p vF , v S
11.0
p B , p L , R, vg p m b M , * 8 n p
vF , S , E, r
p F , c S , R, sl b M , a m s t ; = 49 9 3
1 4 . p c F , p S , lE
1 5 . p pF , v S , R , v l b M
1 3 . p no d e s c r i p t i o n , * 6 . 5 2 ' p
eF , c S , c E 1 0 0 d e g
F, S , * 1 3 . 5 sp
1 4 . p vF , p L , E , * 1 3 at t n
F, E , l b M
1 5 . p v F , R , b e t 2 vS st
eF , S , di f
9. 8 vB , v L , v m E 66 d e g , vs b M N
cF , S , E 3 1 5 d e g , b M
1 4 . p vF , v S , v l E
pF , p L , R
1 3 . p pF , S , E, ps b M
1 3 . p pF , c L , E 17 d e g , b i N , * 9 f
1 4 . p F* c l o s e p
1 4 . p pB , S
1 4 . p pF , c S , R , * 1 2 nf 9 0 "
eF , c S , c E 2 0 d e g
1 4 . p F, L , v m E ns , g v l b M
1 5 . p vF , v S
1 2 . p p F , L , m E 2 0 d e g , vl b M
14. p vF, vS, R
1 3 . p eF , e S , c E 5 5 d e g
1 4 . p vF , R , bM , * 1 0 np 5 '
1 3 . p cF , c L , v l E , l b M
1 4 . p F, v S , R, gb M
1 4 . p e F , v S , R, er
1 4 . p v F , S , l E , *1 3 n
1 3 . p p B , c S , R, am 4 st
13. p vF, R, bM
7. 7 !, g l o b . c l . , B, v C , iR , v v m b M , s t 1 2 ; =
50 1 8
50 2 7
50 3 2
50 3 3
50 2 2
50 4 0
50 2 8
I 85 7
50 3 0
50 3 1
50 2 6
50 4 1
50 3 6
50 3 5
50 3 9
I 85 8
50 3 7
I 85 9
50 3 8
I 86 0
I 86 1
50 4 4
50 4 2
50 5 2
50 4 6
50 4 7
50 5 0
50 5 5
50 4 9
50 4 8
50 5 6
I 86 2
I4 2 1 5
50 5 1
50 5 3
50 5 7
50 4 3
50 5 8
50 4 5
50 5 4
50 5 9
I4 2 1 6
I 87 5
I4 2 1 8
I 86 3
I 86 4
I 86 6
I 86 7
I4 2 1 7
50 6 0
I 86 8
I 86 9
I 87 0
50 6 5
I 86 5
I4 2 1 4
I 87 1
I4 2 2 0
50 6 1
I 87 2
I 87 3
50 6 2
50 6 3
50 6 6
50 6 7
50 7 4
I 87 6
I4 2 1 9
I4 2 2 1
50 6 9
50 7 1
50 6 8
I4 2 2 3
50 6 4
50 8 3
I 87 4
I 87 7
I 87 8
50 7 2
I 88 0
I4 2 2 4
50 7 0
50 7 5
50 8 1
50 7 3
50 7 6
50 8 0
50 7 7
I4 2 2 2
50 7 9
50 8 9
50 9 3
I 87 9
50 7 8
50 9 2
I 88 1
I4 2 2 5
50 9 6
50 9 8
I 88 2
50 8 4
50 8 5
50 8 8
50 8 7
51 0 3
I4 2 2 6
50 9 5
I 88 3
50 9 4
50 8 2
50 9 7
51 0 9
I4 2 2 7
50 9 0
51 0 0
50 8 6
50 9 1
50 9 9
51 0 4
51 0 7
51 1 3
I4 2 2 8
51 0 6
51 0 1
51 0 5
51 1 2
51 0 2
I4 2 3 0
51 1 0
I 88 5
I4 2 2 9
129
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13 . 0
13 . 4
13 . 4
13 . 4
13 . 5
13 . 6
13 . 8
13 . 8
13 . 9
14 . 1
14 . 2
14 . 6
14 . 7
14 . 8
14 . 9
14 . 9
15 . 0
15 . 0
15 . 1
15 . 1
15 . 1
15 . 4
15 . 5
15 . 6
15 . 8
15 . 8
15 . 8
15 . 8
16 . 0
16 . 1
16 . 2
16 . 2
16 . 2
16 . 3
16 . 4
16 . 5
16 . 7
16 . 8
17 . 0
17 . 0
17 . 0
17 . 0
17 . 1
17 . 1
17 . 2
17 . 2
17 . 2
17 . 2
17 . 2
17 . 3
17 . 4
17 . 5
17 . 5
17 . 6
17 . 6
17 . 7
17 . 9
17 . 9
18 . 1
18 . 2
18 . 3
18 . 4
18 . 4
18 . 4
18 . 4
18 . 4
18 . 5
18 . 5
18 . 5
18 . 7
18 . 7
18 . 9
18 . 9
19 . 0
19 . 0
19 . 0
19 . 0
19 . 0
19 . 1
19 . 1
19 . 1
19 . 2
19 . 2
19 . 2
19 . 4
19 . 4
19 . 4
19 . 5
19 . 5
19 . 6
19 . 6
19 . 6
19 . 7
19 . 8
19 . 9
20 . 0
20 . 0
20 . 2
20 . 2
20 . 2
20 . 3
20 . 3
20 . 3
20 . 4
20 . 5
20 . 5
20 . 6
20 . 6
20 . 7
20 . 9
20 . 9
20 . 9
20 . 9
21 . 1
21 . 1
21 . 2
21 . 2
21 . 3
21 . 4
21 . 4
21 . 4
21 . 6
21 . 7
21 . 8
21 . 8
21 . 9
22 . 0
22 . 1
22 . 5
22 . 6
22 . 6
- 19
+0 6
+2 7
+3 6
- 19
+5 1
- 13
+1 7
- 16
- 16
- 42
+3 0
- 04
- 16
- 04
+1 7
- 16
+1 7
- 15
+2 4
+3 4
- 16
- 23
+2 9
- 16
- 16
+0 2
+4 2
- 16
- 28
+3 0
+2 0
+2 5
- 28
+1 7
+3 1
- 60
+1 2
- 63
- 16
+0 7
- 10
+5 7
- 02
- 17
+2 0
+2 0
+2 0
- 13
+0 6
+2 0
+2 0
+2 0
+3 1
- 05
- 32
+0 4
- 13
- 26
+0 6
+0 4
- 35
- 35
- 10
- 10
+3 1
+0 4
- 31
- 14
- 10
+0 7
- 21
+0 7
- 47
+3 9
- 27
+0 6
+0 6
- 12
+0 6
- 02
- 12
+0 7
+2 8
- 14
- 12
+0 8
- 12
- 28
- 12
+3 0
+4 0
- 27
- 27
+2 3
+1 5
+3 1
+3 3
+3 3
+1 5
- 21
- 24
- 12
- 20
+4 3
+3 2
- 02
+3 4
- 14
- 43
- 12
+5 7
+3 2
- 43
+0 8
- 43
- 43
- 13
+0 0
+3 8
+5 7
+2 5
+0 8
- 27
- 13
+3 8
- 36
+2 6
- 13
+2 1
- 02
31
04
48
36
33
16
03
05
30
06
58
42
11
30
10
13
35
13
56
36
19
23
59
39
20
31
52
02
24
23
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33
25
38
50
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32
16
16
42
42
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02
36
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36
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21
28
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20
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08
28
29
38
36
12
56
02
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07
32
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31
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52
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51
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54
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34
37
04
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42
29
39
11
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58
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r
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2. 6
10 . 5
2. 5
1. 7
1. 9
2. 3
10 . 8
15 .
13 .
10 . 1
13 .
15 .
14 .
14 .
14 .
13 .
14 .
1. 6
14 .
1. 7
2. 5
15 .
13 .
15 .
14 .
15 .
16 .
11 . 0
13 .
14 .
15 .
13 .
14 .
8. 6
12 . 9
15 .
13 .
15 .
15 .
0. 5
1. 1
2. 6
4. 2
1. 2
3. 0
12 . 3
2. 1
0. 3
1. 8
1. 4
10 . 5
9. 8
14 .
14 .
5. 0
1. 8
1. 9
1. 4
2. 4
1. 1
1. 1
1. 5
0. 6
11 .
15 .
13 .
13 .
14 .
16 .
16 .
15 .
15 .
14 .
15 .
14 .
2. 4
2. 1
0. 7
2. 6
15 .
14 .
12 .
15 .
14 .
1. 0
0. 6
1. 0
1. 1
6. 9
2. 8
14 . 0
15 .
13 .
15 .
11 .
15 .
13 .
15 .
1. 2
14 .
0. 8
3. 5
2. 0
1. 7
2. 1
1. 3
3. 2
1. 7
1. 1
0. 9
4. 8
3. 4
2. 7
2. 3
15 .
15 .
15 .
14 .
13 .
13 .
14 .
11 . 5
12 .
14 .
15 .
12 .
14 .
15 .
15 .
15 .
15 .
15 .
12 .
12 .
13 .
11 . 0
13 .
15 .
1. 7
14 .
3. 1
1. 9
2. 6
14 .
16 .
13 .
15 .
2. 2
1. 9
14 .
14 .
15 .
15 .
5. 5
2. 6
3. 9
9. 3
1. 1
12 .
13 .
12 .
9. 7
15 .
0. 8
15 .
cB , S, R, mb M p B N
p vF , S, R, pg b M
p vF , pL , iR
vB , pL , E 16 7 d e g , sm b M v B N , * np
p vF , pL , E 30 d e g , gb M , f 50 1 8 , F* cl o s e
p F, S, iR , vg m b M
p vF , S, *1 1 - 12 p
pF , vS , R, gv l b M
p vF , S
p vF , st e l l a r
p pB , pL , R, gb M , *7 nf
p F, S, R
eF , vS , R, gb M , 1s t of 2
p F, S, R, bM N
eF , eS , E 45 d e g , 2n d of 2
p F, vS , R, st e l l a r , N = 12 m
p cF , pS , vl E , bM
p pF , R, N = 14 m
p pB , E 90 d e g , st e l l a r
p F, vS , R, N = 12 m
p F, vS , R, sb M
pB , pL , R, bM
p F, L, R, vg v l b M , *9 p
p vF
p F, vS , R, st e l l a r Nu c l
p vF
p F, vS , st e l l
vB , L, pm E 12 0 d e g +/ - , vs m b M B N ; = M6 3
cF , S
p pF , R, sp of 2
p cF , cS , R, sp of 2
p pB , eS , R, N = 12 m
p F, S, E 21 0 d e g
ne b , nf of 2
Cl , vF , pL , iR , vg b M , st 15
p cF , cS , R, nf of 2
Cl , P, E, sc st 11
p vv F
Cl , vL , vR i , st 11
p F, pS , iR
p eF , S, lE
p vF , cL , cE 40 d e g
p eF , S, R, st e l l a r
p eF , eS , cE 17 0 d e g ; su s p
F, S, iF , bi N
p vF , pS , R, bM S N
p vF , S, R, lb M
p vF , R, lb M
p eF , eS , R
p F, S, lE
p vF , R, lb M
vF , S, R, lb M
vF , S, R, lb M
p vF , cS
F, vS , R, st e l l a r
pB , pS , R, *9 sf
p pB , pS , E pf , di f
p eF , eS , cE 13 0 d e g
p vB , S, R, vs m b M , *1 0 f
ee F , pS , R, lb M
p F, vS , R, bM N = 13 . 5 m
eF , vS , E, r
eF , vS , R, * nr
p vF , vS
vF , vS
eF , vS
p F, pL , di f
ee F , pL , R, *9 sp
p cF , S, mE 16 5 d e g , cb M
eF , vS ; = 50 6 6 ?
p eF , eS , st e l l
p F, L, iR , bM
p eF , S, r
p B, S, R, ps l b M
p pF , pL , R
vF , S, R, di f
ee F , pS , pB * f 13 s
ee F , pL , v di f f i c
p F, S, *1 4 nf
ee F , pS , E ns , pB * s, 5t h of 5
p eF , S, cE 11 0 d e g , su s p
p ee F , eS , vF * nr , 50 7 2 nr
p vF , eS , st e l l
p pF , S, iR , *7 - 8 np
p vF , pL , pm E 13 5 d e g +/ p vF , cS , R, 1s t of 3
p F, S, *7 nf
pB , S, vl E , sb M , 2n d of 3
ee F , eS , R
p cF , pS , vl E , 3r d of 3
p pF , pL , gb M
p vF , S, R, lb M
eF , pL , iR , di f
p pB , pS , cE , ps b M , *7 - 8 f
p pB , pL , iR , *1 7 s
p F, vS , R, st e l l a r
p F, cS , R
p vF , cS , R, bM , sp of 2
p vF , S, be t 2 st , nf of 2
p pF , vS , R, st e l l a r
p cB , cS , vl E 90 d e g +/ - , bf
p F, L, R, vg l b M
p pB , pS , R, bM
cF , vS , iF
p pB , cS , E
F, vS , st e l l N
p vF , iR , *1 1 sp
F, pS , iR , bM
p cF , vS , R, gb M
vF , S, R, 1s t of 4
eF , eS , R, st e l l , ne a r l y be t 2 st
p cF , S, cE
p F, S, gb M , r
p pB , pL , R, 3r d of 4
p vF , vS , lb M
eF , vS , R, 2n d of 4
cF , S, vl E , 4t h of 4
eF , eS , R
p F, S, lE
p vF , S, cE 0d e g +/ p cF , S, E (p e r h a p s = 51 0 9 )
p F, S, r
vF , vS ; de c l ve r y do u b t f u l
p cB , pS , lE , ps b M *
p eF , pS , lE
p F, L, iR , vg l b M
vB , pS , R, sv m b M
p F, S, R, N
eF , pS , R, in li n e wi t h 2 pB st
p vF , pS , R
eF , eS , R, su s p
p
51 1 1
5115
51 1 6
51 4 4
I 884
5117
I423 4
5108
5123
I423 1
I423 2
5118
I423 6
51 2 7
51 1 9
51 2 5
I 886
I423 5
5114
51 3 1
I423 3
I423 8
5122
51 2 9
I 887
5130
51 3 2
I423 9
I423 7
I424 0
I424 2
51 2 1
51 2 4
51 3 6
51 3 7
I424 1
5126
51 3 3
5141
51 4 2
5143
I424 4
51 4 5
51 3 4
51 2 8
51 3 5
I 888
I424 3
5120
5149
I424 5
I424 6
5140
51 4 7
I425 0
51 5 4
5146
5148
51 5 1
I 889
I424 7
51 3 9
I424 8
51 6 3
I425 6
51 6 4
I424 9
5138
I425 7
5157
I425 1
I425 2
I425 3
5150
51 5 8
I425 4
5152
I425 8
5153
I425 5
5169
51 5 9
5160
51 6 6
51 7 3
I 890
51 6 5
5167
I426 3
51 5 6
5162
I426 6
51 6 1
52 0 1
I426 8
51 7 1
51 7 2
51 7 4
51 7 5
51 7 6
51 7 7
51 7 8
51 7 9
51 8 0
I426 9
I427 1
I425 9
I426 0
51 5 5
51 8 1
52 0 4
5170
51 8 7
5194
5205
I426 1
5185
51 8 6
5195
I 891
51 8 3
51 8 4
51 9 8
I426 2
I426 4
I427 7
I426 5
I427 8
5190
5199
I426 7
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
22 . 8
22.9
22 . 9
22 . 9
22 . 9
23.0
23 . 1
23.2
23.2
23 . 2
23 . 4
23.5
23 . 6
23 . 8
23 . 9
23 . 9
23 . 9
23 . 9
24.0
24 . 0
24 . 0
24 . 0
24.1
24 . 1
24 . 2
24.3
24 . 4
24 . 4
24 . 5
24 . 5
24 . 7
24 . 8
24 . 8
24 . 8
24 . 8
24 . 8
24.9
24 . 9
24.9
25 . 0
25.0
25 . 0
25 . 2
25 . 3
25 . 5
25 . 7
25 . 8
25 . 9
26.1
26.1
26 . 1
26 . 1
26.3
26 . 3
26 . 3
26 . 4
26.5
26.6
26 . 6
26 . 6
26 . 7
26 . 8
26 . 8
26 . 9
27 . 0
27 . 2
27 . 2
27.3
27 . 3
27.4
27 . 4
27 . 5
27 . 5
27.6
27 . 7
27 . 8
27.9
27 . 9
28.0
28 . 0
28.2
28 . 3
28.3
28 . 3
28 . 4
28 . 4
28 . 6
28.6
28 . 6
28 . 7
29.1
29 . 1
29 . 2
29 . 2
29 . 2
29 . 3
29 . 3
29 . 3
29 . 3
29 . 3
29 . 3
29 . 4
29 . 4
29 . 4
29 . 4
29 . 4
29 . 5
29 . 5
29 . 6
29 . 6
29 . 6
29.8
29 . 9
29.9
29.9
29 . 9
30.0
30 . 0
30.0
30 . 0
30 . 1
30 . 2
30 . 2
30 . 3
30 . 3
30 . 3
30 . 4
30 . 4
30.6
30.6
30 . 6
- 12
+1 3
+26
+70
- 12
+2 8
+27
- 32
+4 3
- 26
- 26
+0 6
+06
+31
- 12
+09
- 04
- 12
- 32
+30
- 30
+30
- 10
+13
- 12
- 10
+14
+30
- 21
+30
+31
- 37
- 30
+13
+14
+26
- 30
- 04
+3 6
+36
+3 6
+26
+43
- 21
- 43
- 29
+13
- 27
- 63
+3 5
- 26
- 26
- 33
+02
+26
+36
- 12
+0 2
+16
+11
- 30
- 47
- 29
+52
+31
+55
- 27
- 59
+46
+3 2
- 29
- 27
- 27
- 29
+17
- 27
- 29
+28
- 29
- 27
+4 6
+02
+0 5
+32
+46
- 16
+11
+1 2
+46
- 48
+1 1
+37
- 33
+53
+37
+11
+17
+11
+11
+11
+11
+11
+11
+16
+37
+37
- 30
- 28
- 63
+13
+58
- 17
+31
+4 7
+6 2
- 28
+1 3
+12
+4 7
+00
- 01
- 01
+46
- 28
- 27
+47
- 25
+47
+1 8
+3 4
- 26
58
57
59
31
44
19
07
20
04
18
07
23
14
34
17
42
24
45
21
59
19
56
39
59
28
13
05
57
08
59
01
41
19
44
04
44
20
02
23
24
26
27
15
08
01
50
45
38
25
56
40
40
53
06
29
00
19
19
52
52
22
29
54
45
03
29
56
01
52
01
28
19
52
34
46
14
37
23
37
22
40
59
59
01
36
05
23
42
56
55
16
37
10
04
40
44
03
00
00
47
48
37
45
49
39
26
08
17
25
18
25
58
07
12
31
02
25
10
16
18
44
41
40
17
56
19
46
15
08
49
16
r
r
s
s
d
s
m
r
r
c
c
r
d
s
r
r
d
d
r
r
d
d
r
r
d
r
r
d
c
d
d
s
r
r
r
m
r
r
s
s
r
z
s
s
s
s
d
d
o
r
d
d
m
s
z
r
r
v
r
z
m
s
d
r
d
s
m
s
d
r
d
c
c
s
r
d
r
d
r
m
s
r
r
r
s
d
r
r
v
s
r
d
s
r
d
r
s
r
r
r
r
r
r
r
m
m
d
d
r
r
s
s
r
s
s
d
r
r
s
m
r
r
s
d
c
d
d
v
r
r
m
Vir
Vi r
Com
UMi
Vir
CV n
Com
Ce n
CV n
Hya
Hya
Vi r
Vir
CVn
Vir
Vir
Vir
Vir
Ce n
CVn
Cen
CVn
Vi r
Vir
Vir
Vi r
Vir
CVn
Vir
CVn
CVn
Cen
Cen
Vir
Vir
Com
Ce n
Vir
CV n
CVn
CV n
Com
CVn
Vir
Cen
Hya
Vir
Hya
Ce n
CV n
Hya
Hya
Ce n
Vir
Com
CVn
Vi r
Vi r
Com
Vir
Cen
Cen
Hya
UMa
CVn
UMa
Hya
Ce n
CVn
CV n
Hya
Hya
Hya
Hy a
Com
Hya
Hy a
CVn
Hy a
Hya
CV n
Vir
Vi r
CVn
CVn
Vir
Vir
Vi r
CVn
Cen
Vi r
CVn
Cen
UMa
CVn
Vir
Com
Vir
Vir
Vir
Vir
Vir
Vir
Com
CVn
CVn
Hya
Hya
Cen
Vir
UMa
Vi r
CVn
CV n
UM a
Hya
Vi r
Vir
CV n
Vir
Vir
Vir
CVn
Hya
Hya
CVn
Hya
CVn
Co m
CV n
Hya
2.2
1.4
2.3
0.6
13.
15.
14.
13.
p
p
p
p
14.
15.
15.
13.
p
p
p
p
1.6
1.1
14. p
2.6
14. p
14. p
13. p
14. p
14. p
14. p
13. p
14. p
14. p
2.1
2.3
0.5
1.7
1.1
2.3
2.8
18.2
2.4
12.
13.
14.
15.
15.
14.
15.
12.8
13.3
15.
16.
13.
12.
7. 0
13.
p
p
p
p
p
p
p
p
p
p
p
p
3.
13. p
14. p
0.5
1.8
13.
11.8
15.
15.
14.
p
p
p
p
1.1
1.2
36.3
15. p
15. p
15. p
3. 7
15. p
1.2
0.4
8.
15. p
14. p
7.6
14. p
1.5
1.4
1.4
13. p
14. p
14. p
0.3
2.4
1.3
14.
15.
14.
15.
p
p
p
p
14. p
13. p
14. p
14. p
2.0
2.1
5.4
3.3
0.3
0.7
4.8
8.1
11 . 0
3.4
5.4
0.3
2.1
13. p
15. p
12. p
14. p
14.
11.9
13.
13.
15.
15.
15.
15.
14.
15.
15.
p
14.
11.3
12.
14.
8.4
13.
p
14.
15.
9.6
15.
13.
13.
13.
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
1.8
1.2
13. p
15. p
15. p
cF , c S , i R , gl b M
e e F , S , R, * nf , D * f 2 4 s
pF , p S , p m E , g l b M , r
PN ? , c B , S, R , g , s l b M
vF , p S , R
v F , L , t r i a n g l e 2 st 11 n p
F, c S , R, N, r
eeF, p of 2
pF, S, R, gmbM
pL , v m E
bM , m a g 1 4
vF, S, R, gbM
ee F , pS , m E , v di f f i c
pB , p L , R , g m b M , ** p
pB , S , lE
pF , S , R, gb M
vF , v S , b M N , v di f f i c
eF , v S , R
F , lE , p s b M , f o f 2
F, p S , lE , N = *1 5
ee F , pS , R , 4 s t sf
F, v S , di f , 51 3 1 np
vF, S, R
pB , v S , R , g m b M , ** f
vF , v S , n e a r l y be t 2 s t
v F , v S , gb M
vF , r
F, c S , di f
vF , S , lb M , r
F, v S , di f
F, S , R , N
cB , S , R, ps m b M , r
vF , S , vl E
eF , v S , R , p s b M
ee F , pL , v d i f f i c
F, S , i F , *1 2 . 5 a t t
vF, vS
vF , v S , i r r R , b M
c F , c S , R, vs m b M * , * 1 2 s p , sp of 2
F, c S , R, vs m b M * , n f of 2
vF
F, S , R , g b M
pB , v S , v l E , g l b M
F, p S , lE , v g b M
!! , v B , v L , vm E 1 2 2 d e g , bi f i d
pB , S , E
ee F , pS , R
bM , m a g 1 4
Cl , e R i , m C , s t 1 2 . . . 1 6
c F , p S , E, bM , s p of 2
ne b 0 ' . 3 p I C 4 2 4 6
ne b 0 ' . 3 f I C 4 2 4 5
vF, S, R, glbM
pB , p L , v l E , v s m b M * 1 2
F, S , d i f
vF , p L , R , n f o f 2
v F , v S , st e l l a r
eF, S
vF , S , R, *8 n f 4 '
F, v S , R, N = 1 4 m
S, E , m a g 14
!! ! , gl o b . c l . , om e g a C e n
F, s p i r , * 1 3 i n M
cF , s t e l l a r
vF , S , R
cF , S , iR
vF , b M , m a g 13 , n r B *
C l , R i , lC , s t 1 1
eF , S , R, di f
F , pS , v l E , b M , p of 2
vF , b M , m a g 14 , 5 1 5 0 s f
bM , m a g 1 3 . 5
bM ; s p i r ?
c F , S , R , p s l b M , * f 2'
vF , R
bM , d i f , m a g 1 4 . 5
vF, S, R, p of Dneb
F, S , g b M N
pF, S, f of Dneb
bM , m a g 1 3 . 5
vF, pS, R
eF , S , lE
p F (v F D * w i t h F * cl o s e ? )
pF , p L , l E , lb M , f o f 2
F, v S , R, st e l l a r
vF , s b M * 1 3 . 5 , r
F, v S , R, *1 3 s f
v F , s e v vF st c l o s e
eF , p L , m E , mb M
pB , c S , i E , gl b M , r
v F , p L , lE , F * n r nf
F, S , R , N
pF , L , vm E , pg b M , r r
pF , c S , R , v g l b M
F, S , R , N
pB , L
F, p L , R, gb M
vF , p L , D wi t h 51 7 5
vF , p L , D wi t h 51 7 4
no d e s c r i p t i o n
no d e s c r i p t i o n
vF
vF , * i n c e n t r e
vF , S , R, am 3 st , * 7 nf
F, S , N
F, S , R , g b M , r
bM , m a g 1 4
bM , m a g 1 4 . 5
Cl , v R i
vF , S , R
pB , c L , i R , gm b M , r
cF, L, mE 129d e g , pgbM
vF , v S , R , g l b M
! ! ! , g r e a t sp i r a l ne b M 5 1
v F , p S , R, be t 2 v F s t
bM , m a g 1 4
vF, S, iR
no d e s c r i p t i o n
B , pS , l E , vg b M , i n v in M 5 1
F, S , R , N = 1 3 m
F, c S , lE , g b M , p o f 2
pF , p L , i R , bM , f o f 2
pF , p S , R , m b M
bM , w i s p s ex t e n d 0' . 1
bM , m a g 1 4 . 5
eF , S , vm E , nf M5 1
bM , m a g 1 4
eF , v S , R , b M , f M5 1
cF, S, R, bM, *** f
v F , v S , lE
wi s p , 0 ' . 7 l o n g
51 8 2
51 9 1
I4 2 7 0
51 9 2
51 6 8
I4 2 7 2
51 8 8
I4 2 8 2
51 9 6
I4 2 7 3
I4 2 7 4
51 9 7
I4 2 8 4
52 0 0
I4 2 7 5
I 89 2
I 89 3
I4 2 8 5
51 9 3
52 0 2
52 1 6
I 89 4
52 0 3
52 0 7
52 1 8
I4 2 7 6
I4 2 8 3
I 89 5
52 0 8
I4 2 7 9
I4 2 8 0
52 1 2
I4 2 8 1
52 0 9
I4 2 8 7
52 1 4
52 1 0
52 1 1
52 2 5
51 8 9
52 0 6
I4 2 8 6
I 89 7
52 1 7
52 2 9
I 89 6
I 89 8
52 2 3
52 2 8
I4 2 8 8
52 1 3
52 3 8
I 90 0
52 2 1
52 2 2
I 89 9
I4 2 8 9
52 1 5
52 2 6
52 3 3
52 2 4
52 2 7
I4 2 9 0
I4 2 9 7
52 6 2
I4 3 0 0
52 3 0
I4 3 0 1
I4 3 0 2
I 90 1
52 3 1
I4 2 9 2
52 2 0
52 4 0
52 3 2
52 5 0
I 90 2
I4 2 9 3
I4 3 0 4
I4 3 0 5
52 3 5
52 4 3
I4 3 0 6
52 3 9
I4 2 9 4
I4 2 9 5
I4 3 0 7
52 4 1
I4 2 9 6
I4 2 9 8
I4 2 9 9
I4 3 0 8
52 3 6
M8 3
I4 2 9 1
52 4 2
52 5 5
I4 3 0 3
52 3 4
52 4 5
52 4 6
52 4 8
52 5 1
52 3 7
52 4 9
52 4 7
52 5 2
52 5 6
I 90 3
I4 3 1 3
I4 3 1 4
52 4 4
52 9 5
I 90 4
52 1 9
I4 3 0 9
I4 3 1 0
52 5 9
I 90 7
52 5 4
52 5 3
52 5 7
52 5 8
52 6 3
I4 3 1 5
52 6 5
I 90 5
I 90 6
I4 3 1 1
52 6 1
I4 3 1 6
130
Gx
Gx
Gx
Gx
OC
Gx
Gx
Pl
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
30 . 7
30 . 7
30 . 8
30 . 9
31 . 2
31 . 2
31 . 3
31 . 3
31 . 4
31 . 4
31 . 4
31 . 5
31 . 5
31 . 7
31 . 7
31 . 8
31 . 8
31 . 8
31 . 9
32 . 1
32 . 1
32 . 1
32 . 2
32 . 2
32 . 2
32 . 2
32 . 2
32 . 3
32 . 5
32 . 5
32 . 5
32 . 6
32 . 6
32 . 7
32 . 7
32 . 8
32 . 9
33 . 2
33 . 3
33 . 5
33 . 7
33 . 7
33 . 9
34 . 1
34 . 1
34 . 1
34 . 2
34 . 4
34 . 5
34 . 6
34 . 7
34 . 7
34 . 7
34 . 9
34 . 9
34 . 9
34 . 9
35 . 0
35 . 0
35 . 1
35 . 2
35 . 3
35 . 3
35 . 3
35 . 4
35 . 4
35 . 5
35 . 6
35 . 6
35 . 7
35 . 8
35 . 8
35 . 9
35 . 9
36 . 0
36 . 0
36 . 0
36 . 0
36 . 0
36 . 0
36 . 1
36 . 2
36 . 3
36 . 5
36 . 5
36 . 5
36 . 5
36 . 6
36 . 6
36 . 7
36 . 8
36 . 8
37 . 0
- 28
+1 1
- 25
- 01
- 60
- 29
- 34
+4 7
- 01
- 28
- 25
- 01
+4 6
- 00
- 29
- 02
- 02
+4 6
- 33
- 01
+6 2
+1 7
- 08
+1 3
+6 2
- 28
+2 8
+3 5
+0 7
- 27
- 24
+0 7
- 27
+0 7
+2 5
+4 1
+0 7
- 01
+5 1
- 65
- 48
- 27
+1 7
+1 7
+4 7
+0 4
+1 3
+3 4
+3 4
- 27
+0 4
+5 1
+0 9
+1 3
+1 3
- 08
- 27
- 33
+1 3
+3 4
+0 6
+0 1
- 28
+2 6
+7 5
+3 3
+1 3
+3 3
+3 3
+1 3
+0 2
- 27
- 33
+3 5
- 08
+5 1
+4 9
- 25
+3 3
+3 3
+0 6
+3 8
+3 3
+0 7
- 28
- 29
+2 7
- 08
- 33
- 26
- 34
+3 2
- 29
08
12
20
47
56
58
47
11
37
54
59
42
47
02
44
43
36
49
14
42
42
03
48
54
46
10
24
40
19
08
13
18
10
20
26
52
10
02
30
59
09
38
43
51
55
52
17
42
46
19
07
37
21
49
44
05
08
30
54
40
28
25
01
26
02
25
40
22
29
20
59
41
28
34
30
14
58
53
26
28
34
21
25
22
47
06
15
24
58
34
04
43
52
r
r
m
r
s
d
s
d
r
d
x
r
d
F
d
u
u
d
s
r
s
m
r
r
s
d
z
d
r
c
d
r
d
r
z
r
r
r
r
s
r
d
u
r
s
u
z
s
r
m
r
s
v
r
r
n
m
r
r
r
r
s
c
u
r
m
s
m
u
u
r
d
r
r
r
r
u
c
u
m
r
s
m
r
d
d
m
r
s
m
s
d
s
Hy a
Vi r
Hy a
Vi r
Ce n
Hy a
Ce n
CV n
Vi r
Hy a
Hy a
Vi r
CV n
Vi r
Hy a
Vi r
Vi r
CV n
Ce n
Vi r
UM a
Co m
Vi r
Vi r
UM a
Hy a
CV n
CV n
Vi r
Hy a
Hy a
Vi r
Hy a
Vi r
Co m
CV n
Vi r
Vi r
CV n
Mu s
Ce n
Hy a
Co m
Co m
CV n
Vi r
Vi r
CV n
CV n
Hy a
Vi r
CV n
Vi r
Vi r
Vi r
Vi r
Hy a
Ce n
Vi r
CV n
Vi r
Vi r
Hy a
Co m
UM i
CV n
Vi r
CV n
CV n
Vi r
Vi r
Hy a
Ce n
CV n
Vi r
UM a
UM a
Hy a
CV n
CV n
Vi r
CV n
CV n
Bo o
Hy a
Hy a
Bo o
Vi r
Ce n
Hy a
Ce n
CV n
Hy a
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
37 . 0
37 . 1
37 . 3
37 . 3
37 . 5
37 . 5
37 . 5
37 . 5
37 . 5
37 . 6
37 . 6
38 . 1
38 . 3
38 . 3
38 . 4
38 . 4
38 . 4
38 . 6
38 . 6
38 . 6
38 . 7
38 . 7
38 . 9
39 . 3
39 . 5
39 . 6
39 . 9
39 . 9
40 . 0
40 . 0
40 . 0
40 . 1
40 . 1
40 . 1
40 . 1
40 . 3
40 . 3
- 62
+0 2
+5 7
- 28
- 49
+0 3
+0 4
+0 8
+2 7
- 42
+1 5
- 17
+0 4
+4 8
- 00
+2 6
+2 6
- 45
+7 9
+0 0
- 45
- 29
- 25
+3 0
+5 0
- 11
- 31
+0 0
+0 0
+2 8
- 25
+3 6
+2 3
+2 3
- 51
+0 5
- 28
03
46
06
38
50
53
05
53
25
52
58
53
31
17
14
45
44
53
27
32
51
41
51
59
43
30
39
50
50
24
28
51
10
22
03
03
54
d
r
r
m
c
r
r
s
r
r
r
s
r
s
x
d
d
r
r
u
c
d
c
r
d
s
s
s
s
r
c
r
m
m
d
r
c
Ce n
Vi r
UM a
Hy a
Ce n
Vi r
Vi r
Bo o
Bo o
Ce n
Bo o
Vi r
Vi r
UM a
Vi r
Bo o
Bo o
Ce n
Ca m
Vi r
Ce n
Hy a
Hy a
CV n
UM a
Vi r
Ce n
Vi r
Vi r
CV n
Hy a
CV n
Bo o
Bo o
Ce n
Vi r
Hy a
0. 8
4.
13 .
15 .
14 .
15 .
9. 1
p
p
p
p
13 . p
15 . p
15 . p
1. 3
1. 2
14 . p
15 . p
1. 8
13 .
15 .
14 .
15 .
14 .
14 .
12 . 3
3. 0
1. 0
2. 1
p
p
p
p
p
p
15 . p
14 . p
1. 6
15 . p
2. 6
1. 0
3. 3
1. 0
1. 8
0. 6
2. 0
1. 7
0. 3
0. 3
1. 9
2. 3
1. 1
0. 2
2. 2
0. 8
1. 3
1. 3
2. 2
1. 8
1. 3
0. 3
1. 7
0. 4
0. 5
1. 4
11 . 2
0. 4
1. 2
6. 5
5. 4
1. 4
0. 3
1. 1
2. 3
3. 2
4. 0
1. 9
1. 8
1. 6
0. 8
0. 8
2. 2
14 .
15 .
14 .
14 .
14 .
14 .
10 .
p
p
p
p
p
p
p
15 .
14 .
14 .
15 .
15 .
14 .
14 .
15 .
15 .
13 .
p
p
p
p
p
p
p
p
p
p
14 .
14 .
15 .
15 .
15 .
p
p
p
p
p
15 . p
15 . p
15 . p
15 .
15 .
16 .
13 .
15 .
16 .
16 .
14 .
p
p
p
p
p
p
p
p
14 .
13 .
14 .
15 .
p
p
p
p
15 .
14 .
15 .
14 .
15 .
14 .
p
p
p
p
p
p
15 . p
15 . p
10 . 6
14 . p
12 . 7
7. 6
vF , pL , vl E , *7 nf 10 '
eF , *9 f 57 s
bM , ma g 14
vF
Cl , vF , S, vR i , st 15
bM , D( ? ) , ma g 14
F, pL , vl E , vg l b M
eF , S, R, di f
vF
bM , ma g 13
PN , st e l l a r
vF
eF , vS , R
*1 2 in F ne b
bM , ma g 12 . 5
pB , iF , bM , r
F, vS , di f
eF , vS , lE
pB , S, R, g, ps b M
vF
pB , S, vl E
pF , vS , R, lb M
vF , cS , R, gb M , r
F, S, cE , *1 1 at t np
pB , pL , R, gb M
bM , wi s p s 0' . 2 ea c h si d e
F, S, R, *1 4 at t
vF , pL R , sb M , D?
F, vS , R, ps b M , p of 2
bM ; wi s p s 0' . 3 l?
eF , pS , R, * nf , vF * n
eF
bM , ma g 13 . 5
F, vS , R, st e l l a r , f of 2
F, S, R, gb M ; an o t h e r vn r ?
vF , S, R, lb M
F, S, R, ps b M N
pB , S, R, ps m b M
cF , pS , iR , lb M
!, B, pL , cE , bM cu r v e d ax i s , 4 st in v
F, pL , R, vg b M
bM , ma g 14
vF , s of 52 1 7
vF , S, R, bM
eF , L, mE , v di f f i c
vF , vS , di f , lb M
vF , vS , di f
F, cS , R, *1 0 p, p of 2
vF , vS , R, f of 2
bM , ma g 14
vF , S, lE
cF , pL , R, vl b M
F, S, R, gb M
vF , S, vl E , 1s t of 3
cF , S, R, bM , 2n d of 3
F, vS , R, sb M N
bM , ma g 14
eF , eS , * s an d * p
eF , pS , 52 2 1 sp
F, S, R, vS * nr
vF , S, *9 nf in v ?
vF , S, R
an n u l a r , F, pL , st e l l N
F, S, R, di f
eF , S
F, vS , di f
F, L, E, vg b M , 3r d of 3
F, S, di f , N
vF , cS , di f
pF , eS , R
F, S, bM
bM , ma g 13 . 5
vF , S, R, *1 0 f
vF , pL , R, lb M
F, vS
pB , S, R, vg b M
ee F , S, mE , v di f f i c
bM , ma g 13
pB , pS , R, gb M , r
pB , cS , lE ns , bM N
vF , pS , vl E , *9 sp
cF , pL , E 65 d e g , bi N ?
F, vS , gb M , *1 3 nr
vF , pL , R, er
bM , ma g 14
S, lE , ma g 14
F, S, E pf , *1 1 p 6s
pF , eS , vF * cl o s e
pF , pS , R
bM ; sp i r a l ?
ee F , eS , F* at t
F, S, di f , vl b M
!! vB , vL , E 55 d e g , es b M N , 3- br sp i r ; =
pS , R, bM
eF , eL
15 . p vF , vS
15 . p bM , ma g 13 . 5
ee F , S, lE
vF , vS
15 . p vF , vS
10 . 2
B, L, E 15 0 d e g , ps b M r N
14 . p vF , S, vl E
F, pL , cE , vg l b M
14 . p vF , S, R, bM
10 . 5
!! cF , vL , vg , ps m b M L N , 2- br a n c h e d
14 . p vF , S, R, bM
14 . p eF , vS , R, gb M
pB , lE ns , gb M N = 13 m
F, vS , R, st e l l
F, vS , N, st e l l
vF , S, R, vg l b M , *1 3 at t
15 . p vF , vS , R
15 . p F, vS , di f
vF , S, R, * n, nr ; = 52 4 4
bM , ma g 14
vF , bM , wi s p s 0' . 3 l
15 . p vF , S, iR
eF , pS , R
13 . p pB , L, pm E , gl b M
10 . 6
B, pL , E 45 d e g +/ - , ps m b M
14 . p vF , S, R, bM , p of Dn e b
14 . p F, S, iR , f of Dn e b
14 . p cF , S, mE 0d e g +/ - , *9 sp
wi s p 1' . 3 l
15 . p F, cS , vl E , er
15 . p F, vS , R, lb M , st e l l a r
16 . p eF , S, bM
vF ; sp i r a l ?
15 . p vF , R, am pB st
bM , ma g 14 . 5
sp i r a l
5260
Gx 1 3 4 0 . 4
I431 2
G x 1 3 40 . 5
5267
Gx 1 3 4 0 . 6
I 9 0 9 G x 1 3 40 . 8
5283
Gx 1 3 4 1 . 1
I 9 1 0 G x 1 3 41 . 1
I 9 0 8 G x 1 3 41 . 2
I 9 1 1 G x 1 3 41 . 4
I 9 1 2 G x 1 3 41 . 4
I 9 1 3 G x 1 3 41 . 5
52 6 4
G x 1 3 41 . 6
52 7 1
G x 1 3 41 . 6
52 7 8
G x 1 3 41 . 6
52 7 9
G x 1 3 41 . 7
I 9 1 4 G x 1 3 41 . 7
I431 7
1 3 41 . 8
52 6 8
* ? 1 3 42 . 1
52 7 3
G x 1 3 42 . 1
5272
Gb 1 3 4 2 . 2
M3
5270
Gx 1 3 4 2 . 3
52 7 4
G x 1 3 42 . 3
52 7 5
G x 1 3 42 . 3
52 7 6
G x 1 3 42 . 4
52 7 7
G x 1 3 42 . 6
I 9 1 6 G x 1 3 42 . 6
I 917
1 3 42 . 7
52 8 0
G x 1 3 42 . 8
I 918
1 3 42 . 8
I 919
1 3 42 . 9
5266
Gx 1 3 4 3 . 0
I 921
1 3 43 . 2
52 8 2
G x 1 3 43 . 3
I 9 2 2 N b 1 3 43 . 3
I 923
1 3 43 . 3
I431 8
G x 1 3 43 . 3
I 925
1 3 43 . 4
I431 9
G x 1 3 43 . 4
I 915
1 3 43 . 5
I 926
1 3 43 . 5
I 9 2 8 N b 1 3 43 . 7
I 929
1 3 43 . 7
I432 2
G x 1 3 43 . 7
I 930
1 3 43 . 8
I 9 3 1 N b 1 3 43 . 8
I 932
1 3 43 . 8
I 934
1 3 44 . 0
I 935
1 3 44 . 0
I 936
1 3 44 . 0
I432 0
G x 1 3 44 . 1
I432 1
G x 1 3 44 . 4
52 8 5
G x 1 3 44 . 5
I 937
1 3 44 . 5
I 938
1 3 44 . 6
5269
- 13 44.8
5287
Gx 1 3 4 4 . 9
5289
Gx 1 3 4 5 . 1
I432 3
1 3 45 . 1
52 9 4
G x 1 3 45 . 2
5290
Gx 1 3 4 5 . 3
I 9 3 3 G x 1 3 45 . 3
I432 4
G x 1 3 45 . 4
53 2 3
G x 1 3 45 . 5
I 9 2 0 G x 1 3 45 . 5
I 924
1 3 45 . 6
I 927
1 3 45 . 9
5314
Gx 1 3 4 6 . 2
5296
Gx 1 3 4 6 . 3
52 8 6
G b 1 3 46 . 4
52 9 7
G x 1 3 46 . 4
53 0 1
G x 1 3 46 . 4
52 8 1
O C 1 3 46 . 6
5284
- 13 46.6
5293
Gx 1 3 4 6 . 9
53 0 8
G x 1 3 47 . 0
I433 0
G x 1 3 47 . 2
5291
Gx 1 3 4 7 . 4
I 9 4 2 G x 1 3 47 . 6
I432 5
G x 1 3 47 . 6
5292
Gx 1 3 4 7 . 7
I 9 3 9 G x 1 3 47 . 7
53 0 3
G x 1 3 47 . 8
53 0 5
G x 1 3 47 . 9
I 9 4 0 G x 1 3 47 . 9
I 9 4 5 G x 1 3 48 . 0
5298
Gx 1 3 4 8 . 2
53 0 0
G x 1 3 48 . 3
I432 6
G x 1 3 48 . 4
I 9 4 1 G x 1 3 48 . 5
52 8 8
O C 1 3 48 . 7
I432 7
G x 1 3 48 . 7
5302
Gx 1 3 4 8 . 8
53 1 1
G x 1 3 49 . 0
53 0 6
G x 1 3 49 . 1
53 4 0
G x 1 3 49 . 1
I432 8
1 3 49 . 1
I432 9
G x 1 3 49 . 1
5322
Gx 1 3 4 9 . 3
I433 1
1 3 49 . 4
5313
Gx 1 3 4 9 . 7
I433 5
1 3 49 . 7
5310
* 13 49.8
53 1 2
G x 1 3 49 . 8
I433 4
P l 1 3 49 . 8
I433 2
G x 1 3 49 . 9
5304
Gx 1 3 5 0 . 0
5309
- 13 50.0
53 4 4
G x 1 3 50 . 0
I 9 5 4 G x 1 3 50 . 0
53 2 0
G x 1 3 50 . 3
5299 Ast 13 50.4
53 1 8
G x 1 3 50 . 5
53 1 9
G x 1 3 50 . 5
I 9 4 3 G x 1 3 50 . 5
53 2 1
G x 1 3 50 . 7
I433 6
G x 1 3 50 . 7
5326
Gx 1 3 5 0 . 8
53 2 5
G x 1 3 51 . 0
53 0 7
P l 1 3 51 . 1
5317
- 13 51.2
5342
Gx 1 3 5 1 . 4
I 9 4 4 G x 1 3 51 . 5
I 9 5 1 G x 1 3 51 . 7
53 2 4
G x 1 3 52 . 1
53 2 7
G x 1 3 52 . 1
53 3 2
G x 1 3 52 . 1
53 3 6
G x 1 3 52 . 1
I 9 4 6 G x 1 3 52 . 1
53 2 9
G x 1 3 52 . 2
I 9 4 9 G x 1 3 52 . 2
I433 7
G x 1 3 52 . 2
- 23
- 51
+3 8
+24
+6 7
+23
- 04
+23
+23
+23
- 29
+30
+55
+55
+23
+27
- 13
+35
+2 8
51
04
46
29
40
17
19
15
15
10
55
07
40
40
12
06
52
39
23
s
c
r
z
s
m
m
m
m
u
s
r
s
s
m
d
F
s
s
Hy a
Cen
CV n
Boo
Dr a
Boo
Vir
Boo
Boo
Boo
Hya
CVn
UMa
UMa
Boo
Boo
Vir
CVn
CV n
+0 4
+29
+29
+35
+29
+24
+55
+29
+55
+55
- 48
+55
+30
+55
+55
- 28
+55
- 29
- 17
+55
+55
+55
+25
+55
+55
+55
+55
+55
+55
- 27
- 30
+02
+55
+55
- 62
+2 9
+4 1
- 28
+55
+4 1
+23
- 30
+76
- 12
- 12
- 12
+7 0
+4 3
- 51
+43
+46
- 62
- 59
+1 6
+60
- 28
- 30
+56
- 29
- 30
+03
+38
+37
+03
+72
- 30
+03
- 29
+24
- 64
- 30
- 30
+40
- 07
+72
- 29
- 30
+6 0
+25
+3 9
+33
+0 0
+33
+29
+25
- 30
- 15
+73
+71
+41
- 59
+33
+33
+03
+33
+39
+3 9
+38
- 51
+0 5
+5 9
+14
+51
- 06
- 02
+16
+43
+14
+02
+22
+14
14
50
49
38
57
28
38
51
36
35
11
40
04
36
37
57
36
48
20
39
37
39
23
41
37
38
37
36
37
15
08
05
39
37
55
48
30
39
17
43
13
13
51
34
27
28
21
51
22
52
06
54
11
16
58
20
25
36
26
57
24
18
50
27
03
27
57
37
00
41
13
31
00
12
39
57
18
12
09
59
40
04
38
40
11
35
45
58
10
22
56
43
43
11
39
42
34
17
12
00
53
05
00
03
12
59
15
06
20
31
16
r
r
r
s
r
m
d
r
d
d
s
d
r
x
d
m
d
c
d
d
x
d
z
d
x
d
d
d
d
m
m
r
d
d
r
r
s
d
r
s
u
m
r
m
d
d
r
s
s
s
s
s
r
s
s
c
s
m
m
s
m
s
r
z
m
s
s
m
z
s
c
s
r
r
r
d
s
s
d
s
d
F
r
x
m
s
r
r
v
s
A
r
r
m
r
u
s
r
s
r
r
u
u
s
r
r
r
u
r
u
z
Vi r
CVn
CVn
CVn
CVn
Boo
UMa
CVn
UMa
UMa
Ce n
UMa
CVn
UMa
UMa
Hya
UMa
Hya
Vir
UMa
UMa
UMa
Boo
UMa
UMa
UMa
UMa
UMa
UMa
Hya
Cen
Vir
UMa
UMa
Ce n
CV n
CV n
Hya
UMa
CV n
Boo
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UMi
Vir
Vir
Vir
UM i
CV n
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CVn
CVn
Cen
Ce n
Bo o
UMa
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UMa
Hya
Ce n
Vir
CVn
CVn
Vir
UMi
Ce n
Vir
Hya
Boo
Cir
Cen
Ce n
CVn
Vir
UMi
Hya
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UM a
Boo
CV n
CVn
Vi r
CVn
CVn
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Vi r
UMi
UMi
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Ce n
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CVn
Vir
CVn
CVn
CV n
CVn
Cen
Vi r
UM a
Boo
UMa
Vir
Vir
Boo
CVn
Boo
Vir
Boo
Boo
1.9
1.6
1.3
0.5
0.8
0.4
0.6
1.0
1.8
1.4
1.3
0.6
3.1
16 . 2
1.1
0.5
13. p eF, pL, 3 st f in a line
ee F , bM
p F , S, R, g b M , S * n p
p no d e s c r
p F , S, st e l l
p F, S , b M , r
p eF , p S , * 1 3 . 5 c l o s e
p eF , e S , R , l b M
p eF , e S , R , l b M
p vF , v S , R , d i f
p vF , p L , R , v l b M
p vF , v S , R , g v l b M
p pF , R , vS ne b 4 0 " f , * n
p F, v S , f o f 2
p vF , v S , R , d i f
F, S , R , N , r
a ne b u l a
11.6
cB , p L , R , g , p s m b M
6 . 4 ! ! , g l o b . c l . , eB , v L , v s m b M ,
14.
15.
14.
15.
15.
16.
16.
16.
13.
15.
14.
14.
15.
14.
15.
15.
15.
15.
15.
p
p
p
p
p
p
15. p
3.2
12. p
15. p
0.1
0.8
15. p
1.6
0.1
15. p
0.1
0.6
0.5
1.9
14. p
15. p
15. p
16. p
14. p
0.4
15.
13.
15.
15.
14.
15.
p
p
p
p
p
p
1.2
9.1
5.6
4.4
5.
14.
15.
7. 6
12.
13.
5. 9
p
p
3.7
1.3
0.4
1.9
3.5
1.4
1.4
0.3
0.8
1.6
1.0
1.1
0.5
1.4
3.9
0.6
4.
1.1
1.7
p
p
14. p
11.3
15.
16.
14.
15.
13.
14.
15.
16.
14.
12.
15.
15.
12.
p
p
p
p
p
p
p
p
p
p
p
p
p
12.2
13. p
14. p
15. p
3.2
5.5
11.5
10.0
1.9
13. p
15. p
0.1
0.8
1.0
15. p
15. p
15. p
1.3
3.5
30 .
0.6
1.6
2.5
0.2
1.7
1.4
2.4
1.0
1.2
13. p
13.
15.
15.
15.
15.
13.
15.
12.
p
p
p
p
p
p
p
p
14.
15.
14.
12.
14.
14.
13.
14.
14.
15.
15.
p
p
p
p
p
p
p
p
p
p
p
st 1 1 . . . ;
e F , S , b e t 2 st
vF , v S , R , b M
F, S , R , g m b M
F, S
eF , S , R, bM
N = 13m
S
F, v S , R, bM
vF , v S
cB , R , bM
B , pL , v l E , v g l b M , 3 st n r
vS , R , bM
F, S , R , g b M * 1 4
vS , R , bM
vS
bM , m a g 1 4
vS
cL , E , bM , m a g 13 . 5
eF , v S , d i f f i c
vS , R , bM
F, v S , R, gb M
vS , R , bM
F, S , R , N , r
F, v S , R, gb M
F, v S , R, gb M
vS , R
F, v S , R
F, v S , R, gb M
F, v S , R
bM , m a g 1 3 . 5
bM , m a g 1 5
eF , v S , R , g v l b M
vS
vS
Cl, P, L, iF, st 12
F , S, ir r , r?
v F , v S , lE 90 d e g + / - , sb M
cS , w i s p , mE
eF , 2 s t a t t o r i n v
c B , p L , E 9 0 d e g +/ - , b M N
vF , v S , R , N = 13 m , st e l l a r
bM , m a g 1 3 . 5
vF , p S , l E 0 d e g + / F, v S , R, bM N , r
F, S , d i f , 8 6 V i r n f
F, S , d i f , 8 6 V i r n f
v F , e S , st e l l a r , e F * v cl o s e
R , bM , i s s p 52 9 7
gl o b . c l . , vB , p L , R, r r r , s t 1 5
cB , L , pm E 1 4 2 d e g , gb M
cF , L , vm E
Cl , B , S, pC , i R , s t 1 0 . . . 1 2
Cl, L, vRi, st 7... 1 6
eF, vL, r
B, p L , mE 57 d e g , p s b M B E N
pL , E , ma g 1 3 . 5
v F , R , v l b M , ** p
eF , p S , R
R, P N ? , m a g 1 4
pF, S, R, 2 st nr
pB , v S , b M
pF , c S , l E , F* * in v
eF , S , R
vF , v S , d i f
ee F , S, R , 2 s t n f
F , S, R, g b M
vF , v L , l E , vg b M
R, P N ? , m a g 1 4
F, e S , gb M , r
Cl , S , C, iR , s t 14
bM , m a g 1 2 . 5
F , S, R, g b M
cF , c S , R , s b M , p o f 2
vF , v S , R , r
eF , S , R
R, l b M , m a g 14
F, c S , bM
v B , p L , iR , p s m b M
pF , S , R, di f
p B , p S , vl E , gl b M , f of 2
vF , s t e l l , n e b ( ? ) ; * 1 3 n n f 2' . 5
*12 in F neb
vF , R , st e l l a r , 1 s t of 4
F, v S , R, N
F, S , R , g b M
e F , p S , lE , v F * at 1 6 0 d e g , di s t 0' . 7
v F , p S , R, be t * a n d D*
vF , S , R
ee F , S, R , B * f
cF , p L , R , g b M
C l , v L , vR i
F, S , R , p s b M , 2n d o f 4
vF , R , n o f 53 1 8 , 3 r d of 4
pF , i F , l b M , F * c l o s e
eF , p L , R , s v m b M *, 4t h o f 4
eF , p L , d i f , l b M , r
cF, S, vlE, sbM
ee F , pS , R , v d i f f i c , 2 B s t n r
PN , or v F , eS , D n e b
v F , v L , R, vg b M
eF, vS
vS , p S , m E , 3 s t f
ee F , pS , R , 2 s t nr sp
cF , L , iR , b M
F, p S , R, 2 st p
vF , S , R
cF , p L , R , p s b M
eF , v S , R , * c l o s e f
F, v S , R, ps b M
pF
ee F , pL , R , v d i f f i c , 3r d o f 4
=
53 3 1
53 8 5
I 94 8
I 95 0
53 3 7
53 4 1
I 94 7
I4 3 3 8
53 2 8
53 3 4
53 3 0
53 3 5
53 4 6
53 4 9
53 4 7
53 5 0
53 3 8
53 5 1
53 5 3
53 5 4
I4 3 3 9
53 5 2
I4 3 4 0
I4 3 4 1
I 95 2
53 3 9
53 5 5
53 1 5
53 1 6
53 4 3
53 5 8
53 7 0
53 4 8
53 4 5
I4 3 4 2
53 3 3
53 6 8
54 5 2
53 6 1
53 7 2
I 95 6
53 6 2
53 5 6
I 95 3
I4 3 4 3
I4 3 4 4
I4 3 4 5
53 7 6
53 7 9
53 6 0
53 7 1
I 95 5
I4 3 4 6
I4 3 4 8
I 95 8
I 96 1
I4 3 4 9
53 5 7
I 95 9
I 96 0
53 6 3
53 8 9
I 95 7
53 6 4
53 7 7
53 6 6
53 6 9
53 7 5
53 7 8
53 8 0
53 9 1
54 1 5
53 8 3
I4 3 5 3
53 7 3
I4 3 5 0
53 9 0
I 96 2
54 1 2
I 96 3
53 7 4
I4 3 4 7
53 6 7
I 96 4
I 96 5
53 6 5
54 1 3
I4 3 5 1
53 8 4
I4 3 5 5
53 8 2
53 8 6
54 0 2
I 96 6
53 8 7
I 96 7
I4 3 5 2
53 9 4
53 9 5
I4 3 5 4
I4 3 5 6
53 8 8
53 9 6
53 9 2
53 9 9
54 0 1
53 5 9
54 0 3
54 0 6
53 9 3
53 8 1
54 0 0
I 96 8
54 1 0
54 2 2
I4 3 5 7
54 2 5
54 3 0
54 0 7
54 0 4
54 0 5
53 9 7
53 9 8
54 0 9
54 2 1
I 96 9
54 1 1
54 1 4
54 3 9
54 1 6
54 1 7
131
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
13
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
52 . 4
52 . 4
52 . 4
52 . 4
52 . 5
52 . 6
52 . 7
52 . 7
52 . 9
52 . 9
53 . 0
53 . 0
53 . 2
53 . 2
53 . 3
53 . 4
53 . 5
53 . 5
53 . 5
53 . 5
53 . 5
53 . 6
53 . 6
53 . 6
53 . 7
53 . 8
53 . 8
53 . 9
53 . 9
54 . 0
54 . 1
54 . 1
54 . 2
54 . 3
54 . 4
54 . 5
54 . 5
54 . 5
54 . 7
54 . 7
54 . 7
54 . 9
55 . 0
55 . 0
55 . 0
55 . 2
55 . 2
55 . 3
55 . 6
55 . 7
55 . 7
55 . 7
55 . 7
55 . 7
55 . 8
55 . 8
55 . 8
56 . 0
56 . 0
56 . 0
56 . 1
56 . 1
56 . 1
56 . 2
56 . 3
56 . 4
56 . 8
56 . 8
56 . 8
56 . 9
57 . 0
57 . 0
57 . 1
57 . 1
57 . 2
57 . 2
57 . 3
57 . 3
57 . 4
57 . 4
57 . 5
57 . 6
57 . 7
57 . 7
57 . 8
57 . 9
57 . 9
57 . 9
58 . 1
58 . 1
58 . 2
58 . 2
58 . 2
58 . 2
58 . 4
58 . 4
58 . 4
58 . 6
58 . 6
58 . 6
58 . 7
58 . 9
59 . 0
59 . 4
59 . 5
59 . 7
59 . 8
59 . 9
00 . 3
00 . 5
00 . 6
00 . 6
00 . 6
00 . 7
00 . 7
00 . 7
00 . 8
00 . 8
00 . 9
01 . 1
01 . 1
01 . 2
01 . 4
01 . 7
01 . 7
01 . 8
01 . 9
02 . 0
02 . 0
02 . 1
02 . 1
+0 2
+7 6
+1 4
+1 4
+3 9
+3 7
+0 0
- 01
- 28
- 01
- 28
+0 2
+3 9
+3 7
+3 3
+4 0
+0 5
+3 7
+4 0
+4 0
+3 7
+3 6
+3 7
+3 7
+0 3
- 07
+4 0
- 66
- 61
- 07
+4 0
+6 0
+0 5
- 01
+2 5
- 48
+5 4
+7 8
+3 8
+5 8
+2 0
+4 1
+0 5
- 30
+2 5
+2 5
+2 5
+5 9
+5 9
+0 4
+4 0
- 30
+2 5
+2 5
+0 5
+2 5
+2 5
- 30
+1 3
+1 7
+0 5
+5 9
- 30
+0 5
+4 7
- 00
- 05
+2 9
+3 7
+3 7
+4 6
+7 0
+4 1
+3 7
+0 5
- 25
+4 0
+1 2
+7 3
+1 7
+0 6
- 40
- 39
+1 7
+1 7
- 43
+6 4
- 29
+0 6
+2 8
+0 6
+0 6
+5 9
+0 5
+0 6
+1 4
- 34
+3 7
+3 7
- 12
+3 7
- 14
+2 9
- 03
+3 4
+3 6
- 70
+3 8
+3 8
- 28
- 59
- 02
- 02
+4 1
+5 5
+3 1
+4 8
+5 9
+3 9
+0 0
+0 7
- 33
- 33
+0 9
+3 3
- 04
+0 8
+0 9
+4 6
+0 9
+0 8
06
11
05
29
42
50
48
08
29
07
28
50
35
54
29
22
13
55
17
18
32
09
23
32
22
56
21
31
52
34
17
41
14
25
07
31
20
13
27
41
43
19
20
21
06
02
04
30
45
59
28
16
09
11
02
50
09
20
30
31
15
44
14
01
14
14
29
10
48
37
17
46
51
46
16
15
26
03
36
25
06
01
59
31
31
57
56
19
32
25
16
21
49
24
04
27
31
27
25
35
30
09
07
12
47
15
24
11
55
50
34
51
57
00
10
54
27
20
09
05
43
57
04
30
50
11
57
57
19
27
03
r
r
u
u
r
r
u
x
s
s
s
r
r
r
s
s
r
s
s
s
d
r
m
d
u
s
r
s
s
r
r
r
s
r
m
t
s
s
r
r
z
s
s
d
m
d
d
s
s
s
s
d
d
z
x
z
d
s
u
m
s
s
d
s
s
r
r
s
s
s
r
r
s
d
r
c
r
d
r
m
s
d
s
m
m
s
r
s
r
m
r
r
r
u
s
m
c
s
s
d
d
r
r
d
r
r
A
s
s
r
s
r
d
r
s
u
r
s
r
F
r
r
s
r
r
d
r
r
r
r
r
Vi r
UM i
Bo o
Bo o
CV n
CV n
Vi r
Vi r
Hy a
Vi r
Hy a
Vi r
CV n
CV n
CV n
CV n
Vi r
CV n
CV n
CV n
CV n
CV n
CV n
CV n
Vi r
Vi r
CV n
Ci r
Ce n
Vi r
CV n
UM a
Vi r
Vi r
Bo o
Ce n
UM a
UM i
CV n
UM a
Bo o
CV n
Vi r
Ce n
Bo o
Bo o
Bo o
UM a
UM a
Vi r
CV n
Ce n
Bo o
Bo o
Vi r
Bo o
Bo o
Ce n
Bo o
Bo o
Vi r
UM a
Ce n
Vi r
CV n
Vi r
Vi r
CV n
CV n
CV n
CV n
UM i
CV n
CV n
Vi r
Hy a
CV n
Bo o
UM i
Bo o
Vi r
Ce n
Ce n
Bo o
Bo o
Ce n
Dr a
Hy a
Vi r
CV n
Vi r
Vi r
UM a
Vi r
Vi r
Bo o
Ce n
CV n
CV n
Vi r
CV n
Vi r
CV n
Vi r
CV n
CV n
Ci r
CV n
CV n
Hy a
Ce n
Vi r
Vi r
CV n
UM a
CV n
UM a
UM a
CV n
Vi r
Bo o
Ce n
Ce n
Bo o
CV n
Vi r
Bo o
Bo o
CV n
Bo o
Bo o
1. 2
1. 4
1. 7
1. 7
4. 4
1. 9
3. 2
3. 1
2. 8
2. 3
0. 7
1. 4
2. 1
0. 1
14 .
3. 6
0. 8
1. 9
1. 1
2. 3
2. 4
3. 2
0. 7
2. 1
2. 2
2. 0
4. 4
1. 8
0. 8
4. 2
4. 1
7. 1
4. 6
3. 5
2. 7
2. 1
3. 5
1. 9
0. 7
1. 9
4.
0. 3
0. 8
3. 1
5. 6
0. 4
1. 6
1. 8
0. 7
1. 9
1. 9
3. 1
3. 2
2. 1
14 .
3. 9
1. 2
2. 4
2. 9
14 . p vF , S, E 0d e g , rr
Cl , P, S
p eF , S, R
p F, eS , R, lb M
p vF , S, iR , *7 p
p lE , bM , sp 53 5 1
p pB , vS , R, sb M N = 12 m
eF , vL , cE ns , F* nr ea c h en d ; = 53 3 4
11 . 8
pB , S, R, sl b M
12 . p cF , vL , R, lb M , r; = IC 43 3 8
15 . p ee F , S, R, v di f f i c , nf 53 2 8
14 . p F, iR
15 . p eF , pL , ir r R , gl b M , r?
15 . p bM , sp 53 5 1
12 . 6
pF , cL , R, lb M
11 . 4
cF , pL , bM , *7 p, 1s t of 4
14 . p vF , E pf , 4' f D*
12 . 1
cF , L, lE 90 d e g , vg b M
11 . 1
pB , S, R, 2n d of 4
11 . 5
pF , S, R, 3r d of 4
F, S, R, r
14 . p cF , S, R, lb M , * nf 90 "
14 . p F, S, R, gb M
F, S, R, r, *1 2 nr
15 . p F, E pf , F* in v
12 . p vF , pS , R
14 . p vF , pS , 4t h of 4
13 . p PN , st e l l a r = 10 . 5 ma g
6. 0 Cl , pL , pC , st 11
14 . p vF , S, R, lb M
14 . p vF , vS , R, 2 vF st in v
14 . p F, S
14 . p vF , mE ns
14 . p F, S, R, bM
15 . p F, S, R, lb M , r
vF , vS , R, *8 f
14 . p F, cS , R, st e l l a r , *1 6 nf
13 . p vF , pL , iR , vg v l b M
14 . p eF , cS , E
13 . p cF , S, E; ** in v ?
16 . p eF , vS , *1 4 n
13 . p pB , pL , E
14 . p F, pL , vm E 17 d e g , r
vF , eS , gb M
16 . p F, S, R, N, r
F, vS , N, st e l l
cF , vS , R, N, st e l l
13 . p cB , pL , vl E , vg m b M
14 . p pB , pS , E, mb M
14 . p vF , vS , lE
10 . 8
pB , L, R, bM F N
vF , vS , gb M
F, S, R, gb M N
16 . p F, S, R, N
ee F , pS , iR
15 . p vF , S, di f
F, S, bM
14 . p pF , S, R, gl b M , be t 2 st 10
14 . p ee F , S, R
15 . p F, pL , lb M , di f
10 . 2
B, pL , R, ps b M , *8 nf
13 . p pB , pL , E, mb M N
vF , S, gb M
10 . 4
cF , L, R, gb M
11 . 2
B, L, mE 42 d e g , sm b M N
14 . p S, R, *9 di s t 2'
vF , vS , R
12 . p pB , pL , R, lb M
14 . p pB , lE , vg l b M
13 . p F, cS , R, sm b M
16 . p F, vS , * cl o s e
15 . p eF , vS , R, 2 F st nr
11 . 4
cB , cL , R, gb M
eF , vF st & ne b ? , *8 . 4 nf 3'
15 . p vF , vS , st e l l
ee F , eS , F* cl o s e s
F, L, vg b M , *9 nf ; = 53 7 1 ?
pF , vS , R, bM
14 . p pF , S, R, D* p
15 . p eF , vS , R
14 . p cF , pL , R, vg b M , *1 1 np
*9 in ee F ne b
!, vB , vL , vl , vs m b M **
15 . p eF , eS , R
15 . p vF , vS , R, vS N
12 . p pB , cS , R, pg b M , am st
14 . p pF , pS , R, ps l b M , *7 p 37 s
12 . p S, lE
14 . p F, vS , st e l l
15 . p F, S, R, gl b M
14 . p vF , vS , r, st e l l a r
13 . p vF , vS , bi N , r, st e l l a r
14 . p vF , vS , R
15 . p F, S, R, gb M , r
15 . p vF ra y , 2' l
15 . p pF , vS , R, *1 4 nr
se v eF st in ee F ne b , 2 st 8 n
13 . 0
cF , S, np of 2
11 . 6
cF , cL , E 15 d e g , lb M , sf of 2
eF , vS , eE 11 0 d e g
F, vS , st e l l N = *1 5
F, S, R, vg b M
vF , S, iR , sb M *
vF , cS , R, gb M
14 . p eF , vS , pm E 90 d e g
14 . p cF , cS , E
Cl , vL , lR i , lC , st 11
15 . p vF , pL , iF
13 . p F, pS , R, lb M
15 . p vF , S, R, gl b M
Cl , Ri , vC , pL , st 11 . . . 1 2
14 . p vF , cS
vF , vS , st e l l a r
14 . p pF , pS , bM
13 . p pB , S, pm E 45 d e g +/ - , vs v m b M N
15 . p F, S, R, gv l b M
14 . p eF , S, mE 29 0 d e g , B* 4' n
13 . p pB , S, iE , mb M
14 . p vF , vS , R, bM , in Cl
*1 2 in ne b
14 . p vF , iF , bM
vF , S, R, gb M
13 . p pB , pL , R, vg b M
14 . p eF , R, 54 1 6 f 26 s
14 . p F, ir r R , 2 vF st in v
vF , vS , R, N = 14 m
14 . p vv F
14 . p S, F* in ce n t r e , *1 0 - 11 nf
14 . p vF , pL , cE , be t 2 st
13 . p eF , vS , E, r
14 . p cF , S, R, ps b M , * p
14 .
15 .
13 .
14 .
14 .
54 1 8
G x 1 4 02 . 2
54 4 3
G x 1 4 02 . 2
5433
Gx 1 4 0 2 . 5
5447
Kt 1 4 0 2 . 5
54 4 9
K t 1 4 02 . 5
54 5 0
K t 1 4 02 . 5
I 9 7 0 G x 1 4 02 . 5
54 2 3
G x 1 4 02 . 7
54 5 1
K t 1 4 02 . 7
54 4 8
G x 1 4 02 . 8
54 6 9
G x 1 4 02 . 8
54 2 4
G x 1 4 02 . 9
54 2 0
G x 1 4 03 . 0
54 3 1
G x 1 4 03 . 0
54 4 0
G x 1 4 03 . 0
54 5 3
K t 1 4 03 . 0
54 5 5
K t 1 4 03 . 0
54 4 1
G x 1 4 03 . 2
54 5 7
G x 1 4 03 . 2
54 5 8
- 1 4 03 . 2
5408
Pl 1 4 0 3 . 3
5434
Gx 1 4 0 3 . 3
5426
Gx 1 4 0 3 . 4
54 2 7
G x 1 4 03 . 4
54 2 8
* 1 4 03 . 4
54 2 9
* 1 4 03 . 4
54 4 4
G x 1 4 03 . 4
5445
Gx 1 4 0 3 . 5
I435 8
G x 1 4 03 . 5
5432
* 14 03.6
54 3 6
G x 1 4 03 . 6
5419
Gx 1 4 0 3 . 7
5437
Gx 1 4 0 3 . 7
54 3 8
G x 1 4 03 . 7
5461
Kt 1 4 0 3 . 7
5435
* 14 03.8
I 971
1 4 03 . 8
I436 5
G x 1 4 03 . 8
5462
Kt 1 4 0 3 . 9
I436 0
1 4 04 . 1
I436 1
G x 1 4 04 . 1
I436 9
1 4 04 . 1
I436 3
1 4 04 . 2
I437 0
1 4 04 . 2
I437 1
1 4 04 . 2
I436 4
G x 1 4 04 . 3
I 9 7 2 P l 1 4 04 . 4
54 7 1
K t 1 4 04 . 6
54 5 4
G x 1 4 04 . 7
54 7 3
G x 1 4 04 . 7
I436 8
1 4 04 . 7
54 4 2
G x 1 4 04 . 9
5456
Gx 1 4 0 4 . 9
I433 3
G x 1 4 05 .
5474
Gx 1 4 0 5 . 0
54 4 6
G x 1 4 05 . 1
54 7 5
G x 1 4 05 . 2
I436 6
G x 1 4 05 . 2
5459
14 05.3
I435 9
1 4 05 . 4
I436 2
G x 1 4 05 . 4
5466
Gb 1 4 0 5 . 5
5477
Gx 1 4 0 5 . 6
I436 7
G x 1 4 05 . 6
I437 2
1 4 05 . 7
I437 3
G x 1 4 05 . 7
5479
Gx 1 4 0 5 . 9
5463
Gx 1 4 0 6 . 1
54 6 5
G x 1 4 06 . 4
54 7 0
G x 1 4 06 . 4
54 8 0
G x 1 4 06 . 4
5467
* 14 06.5
I 973
* 1 4 06 . 5
54 6 8
G x 1 4 06 . 6
I 974
* 1 4 06 . 6
54 8 1
G x 1 4 06 . 7
5484
Gx 1 4 0 6 . 8
5472
Gx 1 4 0 6 . 9
5464
Gx 1 4 0 7 . 1
54 8 5
G x 1 4 07 . 2
I 975
1 4 07 . 2
5486
Gx 1 4 0 7 . 4
I437 4
G x 1 4 07 . 5
5460
OC 1 4 0 7 . 6
5488
Gx 1 4 0 8 . 0
I437 5
G x 1 4 08 . 1
5476
Gx 1 4 0 8 . 2
54 7 8
G x 1 4 08 . 2
54 8 2
G x 1 4 08 . 4
I 9 7 6 G x 1 4 08 . 7
I 9 7 7 G x 1 4 08 . 7
I 9 7 8 G x 1 4 09 . 0
I 979
1 4 09 . 3
55 0 3
G x 1 4 09 . 4
5502
- 14 09.6
5487
Gx 1 4 0 9 . 7
5547
Gx 1 4 0 9 . 8
54 9 0
G x 1 4 10 . 0
I 9 8 2 G x 1 4 10 . 0
I438 0
G x 1 4 10 . 0
I 9 8 3 G x 1 4 10 . 1
I 9 8 4 G x 1 4 10 . 1
5500
Gx 1 4 1 0 . 2
54 8 3
G x 1 4 10 . 4
54 9 7
G x 1 4 10 . 4
I 980
1 4 10 . 4
54 9 2
G x 1 4 10 . 5
I 9 8 1 G x 1 4 10 . 5
I 4 3 7 6 ** * 1 4 10 . 8
I440 4
1 4 10 . 8
54 9 1
G x 1 4 10 . 9
5499
Gx 1 4 1 0 . 9
54 9 8
G x 1 4 11 . 0
I438 1
1 4 11 . 0
I438 2
1 4 11 . 1
I 986
1 4 11 . 4
54 9 3
G x 1 4 11 . 5
I 9 8 5 G x 1 4 11 . 5
I 9 8 7 G x 1 4 11 . 5
54 9 6
G x 1 4 11 . 6
I438 4
G x 1 4 11 . 9
5489
Gx 1 4 1 2 . 0
I437 8
1 4 12 . 1
I437 9
1 4 12 . 1
I438 3
1 4 12 . 2
55 0 4
G x 1 4 12 . 3
55 0 9
G x 1 4 12 . 3
5520
Gx 1 4 1 2 . 3
5494
Gx 1 4 1 2 . 4
54 9 5
G x 1 4 12 . 4
55 0 1
G x 1 4 12 . 4
+07
+55
+3 2
+5 4
+54
+54
+14
+09
+54
+49
+09
+09
- 14
+09
+34
+54
+54
+34
+54
+54
- 41
+0 9
- 06
- 06
- 06
- 06
+35
+3 5
- 10
- 05
+09
- 33
+0 9
+09
+5 4
- 05
- 10
+09
+5 4
- 11
- 09
+33
- 09
+33
+33
- 10
- 17
+54
+14
+54
- 09
- 09
+1 1
- 84
+5 3
+09
+55
- 33
+1 3
- 45
- 41
+2 8
+5 4
- 39
- 10
+25
+6 5
+0 9
- 05
+06
+50
- 05
- 05
- 05
- 05
+50
+5 5
- 05
- 30
+55
+15
+5 5
- 27
- 48
- 33
- 33
- 06
- 01
+08
- 01
- 03
- 02
+14
+60
+6 0
+0 8
+7 8
+17
+17
+37
+17
+18
+4 8
- 43
+38
- 07
+19
- 04
- 30
+78
+06
+3 5
+25
+25
+25
+01
- 05
- 03
+19
- 01
+27
- 46
- 34
- 34
+15
+15
+24
+5 0
- 30
- 27
+01
42
49
31
17
19
14
33
21
22
10
20
26
37
23
46
18
12
41
21
16
23
27
04
02
02
02
08
02
09
57
35
59
31
37
19
54
08
31
22
24
46
19
38
21
18
00
15
24
23
54
57
43
53
16
40
37
45
46
08
16
49
32
28
12
53
14
41
22
32
02
43
29
29
27
31
43
02
28
01
00
21
06
01
19
18
19
05
42
56
09
00
58
51
25
26
05
36
33
42
33
44
22
33
19
53
21
37
10
49
38
22
54
42
29
30
20
03
14
11
09
07
05
16
17
51
50
39
22
39
07
16
r
s
s
r
A
A
u
r
A
s
r
r
d
r
s
A
r
r
s
r
s
r
s
s
F
F
s
r
m
F
r
s
r
r
r
F
D
m
r
d
m
d
d
d
d
m
s
r
r
s
d
r
r
c
s
r
s
c
D
d
c
s
s
c
d
z
r
r
h
r
s
r
F
s
F
s
s
s
s
s
d
s
c
s
A
c
r
r
r
u
k
k
d
r
r
r
r
s
v
m
v
u
r
s
r
d
s
n
x
d
r
r
r
d
d
d
s
m
m
s
u
t
d
d
d
r
r
r
s
r
r
Boo
UMa
CV n
UM a
UMa
UMa
Boo
Boo
UMa
UMa
Boo
Boo
Vir
Boo
CVn
UMa
UMa
CVn
UMa
UMa
Ce n
Bo o
Vi r
Vir
Vir
Vir
CVn
CV n
Vir
Vi r
Boo
Ce n
Bo o
Boo
UM a
Vi r
Vir
Boo
UM a
Vir
Vir
CVn
Vir
CVn
CVn
Vir
Vir
UMa
Boo
UMa
Vir
Vir
Bo o
Oct
UM a
Boo
UMa
Cen
Bo o
Cen
Cen
Bo o
UM a
Cen
Vir
Boo
UM i
Bo o
Vir
Vir
UMa
Vi r
Vir
Vir
Vir
Boo
UM a
Vi r
Hy a
UMa
Boo
UM a
Hya
Ce n
Ce n
Cen
Vi r
Vir
Boo
Vir
Vir
Vir
Boo
UMa
UM a
Bo o
UM i
Boo
Boo
Boo
Boo
Boo
Bo o
Cen
Boo
Vir
Boo
Vir
Cen
UMi
Vir
Bo o
Boo
Boo
Boo
Vir
Vir
Vir
Boo
Vir
Boo
Ce n
Cen
Cen
Boo
Boo
Boo
Bo o
Ce n
Hya
Vir
2.8
1.7
1.2
4.2
3.3
26.9
2.9
2.5
2.7
1.2
0.8
0.6
0.6
0.7
2.6
1.7
4.5
2.2
1.8
1.7
11 . 0
1.7
1.8
0.8
1.8
2.5
1.7
1.4
1.0
2.6
1.7
1.6
25 .
3.0
1.5
0.6
0.8
2.6
1.5
0.5
5.5
1.9
3.1
1.8
0.6
2.0
0.5
1.2
4.4
1.1
1.4
2.2
1 4 . p vF , R , bM
1 3 . p pF , L , E
1 4 . p v F , c S , lE 0d e g , bM
p B , S , R , g m b M , co n n wi t h M1 0 1
vF , p L , g v l b M , co n n wi t h M1 0 1
F, p S , iR , g l b M , co n n wi t h M1 0 1
1 5 . p pB , v S , R
1 4 . p vF , R , * i n ce n t r e
vF , p L , i R , vl b M , c o n n w i t h M 1 0 1
1 2 . p pB , c L , v m E 90 d e g + / - , s m b M N
1 5 . p vF , p S , R
1 4 . p vF , R , * i n ce n t r e
1 3 . p F, p S , mE , c o m
1 5 . p vF
1 3 . p pF , c S , l E , bM , * 1 1 sp
F, p L , lE , v l b M , co n n w M 1 0 1
pB , p S , R , p s b M , co n n w M 1 0 1
1 5 . p vF , S
7. 7 pB , v L , i R , g, vs m b M B S N ; = M1 0 1
vF , p L , R , v l b M , co n n w M 1 0 1
e F , E be t 2 v S s t
14. p vF, L
12.2
p F , c L , R, gm b M , s p o f 2
11.4
pF , c L , R , n f o f 2
1s t o f 2 n r 54 2 7
2n d o f 2, in l i n e w i t h 5 4 2 6 - 7
1 3 . p pB , p L , i v l E , v s m b M
1 4 . p F , *1 3 p
1 5 . p pL , m E 12 0 d e g ; s p i r n e b f (I C 9 7 1 )
vF
1 5 . p 1s t o f 3 v F in a li n e , 2 ' - 3 ' d i s t
1 2 . p p B , p L , R, gp m b M
15. p 2nd of 3
1 4 . p 3r d o f 3, nf * 8 . 6
B , pS , R , p s b M , co n n wi t h M1 0 1
v F , * 1 0 - 11 cl o s e f
fi n e sp i r a l , p L , mb M
1 5 . p *1 3 i n vF , S n e b (p e r h a p s 5 4 3 8 )
p B , p L , iR , g b M , c o n n w i t h M 1 0 1
eF , e S , E 35 d e g
1 5 . p eF , v S , c E 1 5 0 d e g
vF , S , R, di f
eF , v S , c E 1 5 0 d e g
F, S , i F , gb M , *1 4 n r
F, S , R , v l b M
1 5 . p eF , v S , R
1 5 . p F, v S , R, r
F, S , R , * 1 2 - 1 3 p
1 4 . p pF , S
11.4
pB , S , R, gb M
F, S , R , b M
1 4 . p vF , v S , i R
1 4 . p F , pS
eF , v S , e E 4 0 d e g , s u s p
10.9
pB, L, bM
eF , e S
1 3 . p pB , S , pm E , bM
vF , v S , c E 1 7 0 d e g
F , S, lE , p B * s p
eF , v S , E 17 0 d e g , b e t 2 F st
vF , S , vE 17 5 d e g
9.1 Cl, L, vRi, vmC, st 11.. .
13.8
vF, pL
ee F , pS , R , be t 2 s t
eF , e S , E 75 d e g
1 5 . p F, S , R , N , r
1 5 . p e F , v S , R, ne a r l y be t 2 s t
14. p eF, S, lE
1 5 . p eF , v S , s p 5 4 6 8
1 4 . p F, m E , vg l b M
1 3 . p F, p S , vg b M , n p o f 2
e F , v S , sp 54 6 8
st e l l a r 1 3 . 5 m
1 2 . p F, L , R , v g b M , *9 s f 4 '
ne b o b j e c t 1 ' . 8 s f f of 5 4 6 5
1 3 . p F, v S , sm b M , s t e l l a r , sf of 2
1 6 . p v F , S , R , 4 ' fr o m 54 8 5
1 5 . p p F , v S , be t 2 v F s t
13. p pF, S, R, pslb M
11.5
cB , R , vg b M , f of 2
vF , v S , R
1 4 . p F , pL
ee F , pS , R
5 . 6 C l , v L , vl C , st 8. . .
F , R, *8 s nr ; = I C 4 3 7 5
eF , e S , e E 1 5 d e g , s t e l l N, * sp ; = 5 4 8 8
1 4 . p F , pS , i R
1 4 . p vF , v S
1 4 . p eF , S
1 4 . p eF , v S , R , e F , * at t s
1 5 . p vF , S , di f
1 5 . p vF , S , R, bM N
ee F , pS , R , v d i f f i c
1 6 . p ee F , vS , R , v d i f f i c ,
2 st n r
e e F , p S , R , v d i f f i c , b e t 2 st
1 4 . p e F (p l a c e u n c e r t a i n )
14. p eF, vS, E 0deg +/1 3 . p cF , c S , R , s b M F * *
vS , R , N = 1 1 m
1 4 . p F, S , R , d i f
eS , R , N = 1 1 m
1 4 . p pB , S , gb M
1 4 . p c F , c S , iR
1 2 . p pF , v L , R , v g b M
1 5 . p eF , S , R, lb M
F, S , R , N = 1 3 m , r
1 4 . p pB , v S , E
1 5 . p F, S , g b M
F, S , e E 4 0 d e g
eF
1 4 . p pB , p S , R , g b M , r
1 4 . p F , S, R, g b M , r ?
1 5 . p F, S , R , l b M , r ?
F, c S , R, bi N
F, S , R , g b M , 5 4 9 8 n 1 1 '
F, S , N = 13 . 5 , r
11.5
pB , v S , R , p s m b M *, *1 8 i n v
1 5 . p eF , e S
1 5 . p eF , v S , s t e l l a r , v d i f f i c
1 3 . p pB , v L , E ns
1 5 . p F, S , R , b M N , r
vF, S, R, bM
vF , v S , E 15 0 d e g
vF , v S , E 90 d e g
1' . 7 np 5 5 0 4 ( n o de s c r )
1 4 . p vF , v l E , v l b M
vF , S , R, st e l l a r N u c l
1 3 . p F , S, lE , s t e l l a r
13. p pB, L, R, gbM, rr
1 3 . p vF , S , R, bM , * 1 0 n f
1 5 . p vF , S , rr
55 0 8
55 0 5
55 1 5
55 1 2
55 1 7
55 1 1
55 0 6
55 1 3
55 0 7
55 1 0
55 1 4
55 1 8
55 2 6
55 1 9
55 2 4
I 98 8
I4 3 8 5
55 2 2
55 2 3
55 4 0
I 98 9
I4 3 8 6
I4 3 8 7
55 2 7
55 2 1
55 2 5
55 2 9
I 99 0
55 1 6
I4 3 9 2
I4 3 8 8
55 3 3
55 2 8
55 3 6
I4 3 9 1
55 4 1
I4 3 9 4
I 99 5
55 3 1
I4 3 8 9
55 3 2
55 4 4
I 99 6
I4 3 7 7
I4 3 9 0
55 4 5
I4 3 9 5
55 6 1
55 3 7
I4 3 9 6
55 3 5
55 3 8
55 3 9
55 3 4
I 99 1
55 4 2
I4 3 9 3
I4 3 9 7
55 4 3
55 4 8
55 4 6
I 99 3
I4 3 9 8
I 99 2
I 99 4
I1 0 0 5
I4 3 9 9
I4 4 0 3
55 5 0
55 5 3
55 5 7
55 3 0
55 4 9
55 5 1
55 5 2
55 5 5
55 5 9
55 5 4
55 6 7
55 6 8
55 7 0
56 0 7
I4 4 0 1
I4 4 0 5
55 7 2
55 7 1
I 99 9
55 5 8
I1 0 0 0
55 8 5
I 99 7
55 6 0
55 6 2
55 6 3
55 6 4
55 6 5
I 99 8
55 6 6
55 6 9
55 7 9
55 5 6
55 7 3
55 8 0
55 8 2
I1 0 0 1
I1 0 0 2
56 4 0
55 7 4
55 7 5
I1 0 0 3
I1 0 0 4
55 7 6
55 8 1
55 7 7
55 7 8
I4 4 0 2
I4 4 0 8
55 8 8
55 8 9
I4 4 0 9
55 8 3
55 9 0
55 8 6
55 8 7
56 0 2
I4 4 0 0
I4 4 1 0
55 8 4
I4 4 0 6
55 9 6
55 9 8
132
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
12 . 4
12 . 5
12 . 5
12 . 6
13 . 0
13 . 1
13 . 2
13 . 2
13 . 3
13 . 6
13 . 6
13 . 9
13 . 9
14 . 4
14 . 5
14 . 5
14 . 7
14 . 8
14 . 8
14 . 8
14 . 8
15 . 0
15 . 0
15 . 4
15 . 5
15 . 6
15 . 6
15 . 7
15 . 8
15 . 9
16 . 0
16 . 1
16 . 2
16 . 3
16 . 3
16 . 4
16 . 5
16 . 6
16 . 7
16 . 8
16 . 9
17 . 0
17 . 0
17 . 0
17 . 0
17 . 1
17 . 2
17 . 4
17 . 5
17 . 5
17 . 6
17 . 6
17 . 6
17 . 7
17 . 7
17 . 8
17 . 8
17 . 9
18 . 0
18 . 0
18 . 1
18 . 1
18 . 2
18 . 3
18 . 3
18 . 3
18 . 3
18 . 3
18 . 4
18 . 4
18 . 4
18 . 5
18 . 5
18 . 9
18 . 9
19 . 0
19 . 1
19 . 2
19 . 3
19 . 4
19 . 4
19 . 4
19 . 4
19 . 4
19 . 5
19 . 6
19 . 6
19 . 7
19 . 7
19 . 8
19 . 9
20 . 1
20 . 1
20 . 1
20 . 2
20 . 2
20 . 2
20 . 3
20 . 5
20 . 5
20 . 6
20 . 6
20 . 7
20 . 7
20 . 7
20 . 7
20 . 8
20 . 9
20 . 9
20 . 9
20 . 9
21 . 1
21 . 1
21 . 2
21 . 2
21 . 2
21 . 2
21 . 5
21 . 5
21 . 5
21 . 7
21 . 7
22 . 1
22 . 2
22 . 3
22 . 3
22 . 3
22 . 4
22 . 4
22 . 5
22 . 5
+2 4
+1 3
+3 9
+3 0
+3 5
+0 8
- 03
+2 0
- 03
- 17
+0 7
+2 0
+5 7
+0 7
+3 6
+0 3
- 42
+1 5
+2 5
+6 0
+0 3
- 43
- 44
+3 6
+0 4
+1 4
+3 6
+3 9
- 48
- 13
- 31
+3 5
+0 8
+3 9
- 31
+3 9
+3 9
+5 7
+1 0
- 40
+1 0
+3 6
+5 7
- 75
- 44
+3 6
+2 6
+5 8
+0 7
+2 8
+0 8
+0 7
+0 8
- 07
- 13
+0 7
- 31
+2 6
+0 7
+2 5
+0 7
+1 1
+2 8
+0 0
+1 1
+7 1
+2 6
+3 1
+1 2
+2 6
+3 6
- 43
+0 7
+0 5
+0 7
- 19
+2 4
+0 7
+3 5
+3 5
+0 7
+7 1
- 04
+2 6
+3 6
+3 5
+1 7
+0 7
+1 7
+5 6
- 04
+0 4
+1 0
+0 7
+0 7
+0 7
- 04
+0 3
+0 3
+3 5
- 29
+0 6
+3 5
+3 9
+0 5
+0 5
+8 0
+0 3
+0 6
+0 5
+1 7
+0 3
+2 3
+0 3
+0 6
- 46
+2 9
+3 5
+3 5
+3 1
+1 3
+3 5
+1 3
+1 3
+5 0
- 60
+1 7
- 00
- 44
+3 7
+4 0
39
18
18
51
42
37
13
26
09
59
40
51
46
26
24
11
18
09
19
00
07
58
00
11
24
17
13
47
07
07
46
21
17
30
41
35
42
48
53
33
48
34
39
39
59
35
51
44
03
48
11
29
11
25
53
33
21
25
39
08
34
16
51
53
11
36
23
39
52
17
30
24
22
26
02
08
48
01
08
05
26
35
31
16
08
09
52
02
51
44
27
00
15
03
01
00
28
56
59
11
15
54
13
42
08
11
06
14
12
27
39
16
29
26
12
18
59
07
15
35
13
11
10
55
31
35
23
23
09
07
19
r
r
r
r
r
r
s
r
s
r
r
r
r
D
r
z
d
r
s
r
u
c
c
r
r
r
s
m
r
d
m
s
r
r
m
r
d
u
r
d
s
s
d
c
c
s
u
r
r
d
r
r
r
s
m
r
c
u
r
s
r
d
m
u
u
d
u
u
r
r
s
s
r
r
r
r
r
r
r
r
r
s
m
m
r
r
u
r
u
s
m
s
r
r
r
r
d
s
s
r
s
r
A
r
d
d
r
s
r
d
d
s
r
s
r
c
u
r
r
m
r
r
r
s
r
d
m
s
s
s
r
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Vi r
Bo o
Vi r
Vi r
Bo o
Bo o
UM a
Bo o
Bo o
Vi r
Ce n
Bo o
Bo o
UM a
Vi r
Ce n
Ce n
Bo o
Vi r
Bo o
Bo o
Bo o
Ce n
Vi r
Ce n
Bo o
Bo o
Bo o
Ce n
Bo o
Bo o
UM a
Bo o
Ce n
Bo o
Bo o
UM a
Ap s
Ce n
Bo o
Bo o
UM a
Vi r
Bo o
Bo o
Bo o
Bo o
Vi r
Vi r
Bo o
Ce n
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Vi r
Bo o
UM i
Bo o
Bo o
Bo o
Bo o
Bo o
Lu p
Vi r
Vi r
Vi r
Vi r
Bo o
Vi r
Bo o
Bo o
Bo o
UM i
Vi r
Bo o
Bo o
Bo o
Bo o
Vi r
Bo o
UM a
Vi r
Vi r
Bo o
Vi r
Vi r
Vi r
Vi r
Vi r
Vi r
Bo o
Hy a
Vi r
Bo o
Bo o
Vi r
Vi r
Ca m
Vi r
Vi r
Vi r
Bo o
Vi r
Bo o
Vi r
Vi r
Lu p
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Ce n
Bo o
Vi r
Lu p
Bo o
Bo o
2. 9
2. 0
15 .
14 .
13 .
15 .
15 .
15 .
13 .
14 .
13 .
14 .
14 .
15 .
14 .
p
p
p
p
p
p
p
p
p
p
p
p
p
15 . p
15 . p
4. 5
1. 3
3. 1
1. 3
5. 9
0. 6
0. 8
3. 2
0. 5
14 .
13 .
15 .
14 .
p
p
p
p
16 .
14 .
14 .
13 .
15 .
p
p
p
p
p
15 .
11 . 8
15 .
14 .
15 .
13 .
p
p
p
p
p
1. 4
14 . p
14 . p
1. 9
1. 1
12 . 0
13 . p
2. 6
1. 7
1. 3
1. 5
1. 4
1. 4
2. 3
1. 1
1. 9
13 .
15 .
15 .
15 .
p
p
p
p
15 .
15 .
15 .
14 .
13 .
15 .
p
p
p
p
p
p
14 . p
15 . p
12 . 5
14 . p
0. 5
1. 6
1. 4
15 . p
15 . p
15 . p
1. 2
1. 4
15 .
15 .
14 .
15 .
11 . 1
12 .
14 .
15 .
15 .
15 .
15 .
15 .
15 .
15 .
p
p
p
p
1. 1
1. 0
0. 9
14 .
15 .
15 .
15 .
p
p
p
p
0. 8
14 . p
0. 8
5. 5
1. 0
3. 9
14 .
10 . 9
14 .
12 . 4
14 .
15 .
2. 4
4. 1
6. 5
1. 9
3. 1
10 . 5
15 .
14 .
12 .
15 .
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
13 . p
1. 6
3. 2
15 . p
12 . 4
14 . p
3. 4
10 . 9
15 . p
13 . p
3. 4
1. 0
15 . p
0. 7
2. 9
0. 6
3. 3
0. 5
1. 5
14 .
15 .
14 .
13 .
p
p
p
p
14 . p
13 . p
16 .
12 .
11 .
15 .
14 .
p
p
p
p
p
eF , eS , R, lb M
vF , pS , be t * an d D*
vF , S, vl E
vF , vS , R, sb M N , r?
F, eS , R, bM N
vF , S, *1 0 p
pB , L, E 20 d e g +/ - , lb M
pB , pL , iR
cF , S, R, st e l l a r
vF , S, R, gb M
F, pS , R, lb M , *1 6 nf
F, vS , R, gb M
vF , S, E, r
vF , pL , *1 0 p
vF
F, vS , R
vS , R, lb M
vF , vS , E
F, pL , pm E 90 d e g , *1 0 np
eF , vS , R, st e l l a r
F, vS , R, bM
F, vS , R
F, vS , R
ee F
F, S, R, bM
pF , pS , iR , bM
cF , pL , vm E 11 0 d e g , vg v m b M
vF , S, di f
pF , S, R, ps b M , S* * nf
eF , vS , mE 80 d e g , F* sf , su s p
vF , vS , R, sb M
pB , R, vs m b M , 2 or 3 st in v
ee F , pS , R, 2 vF st nr
cF , vS , R, sp of 2
vF , vS , R
cF , S, R, gb M , nf of 2
eF , S, R
ee F , S, lE , v di f f i c
F, S, R, 55 3 2 f 10 s
vF , vS , R, di f
vF , vS , R, gb M , r
F, pS , E 80 d e g , Dn e b or bi N wi t h
ee F , S, mE , v di f f i c
ee F , vS , mE 18 0 d e g , vm b M
eF , vS , mE 5d e g , st e l l N
E, lb M , Dn e b or bi N wi t h 55 4 4
F, S, R, N, st e l l
eF , pS , R, F* cl o s e p
ee F , S, lE
F, S, di f
eF , S, iR
eF , S, E
F, pL , iF , gb M
pF , st in v , *1 2 np
F, S
vF , vS
cF , S, eE 75 d e g
F, cS , R, bM , r
eF , vS
cF , pS , R, vs v m b M *
pB , cS , gb M
vF , iF , di f f i c
F, S, R, gb M , r
F, pS , R, *1 0 . 5 nf
pB , vS , R
F, S, R, bM
F, cS , R, N, r
F, S, R, gb M , *1 4 n
vF , cS , pm E
vF , S, lE
cB , S, R, vs b M *
!, vF , pm E , es v m b M *1 2
vF , vS , R
3 st in ne b y
vF , S
vF , S, iR , gb M N
vF , S, vl E , bM
eF , S
pF , R
vF , S, v di f
F, S, iR
pF , cS , iR , bM , er
vF , S, mE 20 0 d e g , nr IC 99 7
F, S, di f
eF , vS , bM
S Cl of F st in ne b ; = 55 7 9 ?
F, vS , R, N = 14 m , st e l l a r
eF , S, lE , np of 2
F, vS , R, N = 14 m , st e l l a r
pF , L, iR , vg m b M , r
pF , S, R, * n
pF , cL , E, gb M
vF , S, vF * 3s f
eF , S, lE
eF , S; pr o b a b l y = 55 6 3
eF , S, v di f f i c ; pr o b a b l y = 55 6 3
ee F , S, R, v di f f i c
B, pL , R, ps b M , r, *1 2 f 1' . 5
eF , pL , R
vF , cL , p of 2
eF , L, S* in v
vF , S, lE
pB , S, f of 2
pB , pS , R, bM F N , * sp
eF , S, di f
eF , vS , lb M
eF , S, lE
pF , pS , lE , p of 2
F, vS , or ne b *
eF , vS , vS * at t , di f f i
pF , sb M
B, S, R, vs m b M , f of 2
vF * in vF , vS , R ne b y
pF , pL , vm E 53 d e g
vF , vS , lE , mb M N
L, eE 12 5 d e g , po i n t e d en d s
F, S, R, gb M
vF , R, gb M
vF , S, R, np of 2
F, S, R, *1 3 . 5 cl o s e
vF , pS , R, pB * nr
cF , S, R, bM *, sf of 2
eF , vS , R
F, cS , vl E , *8 sf
pF , pS , lE , mb M
F, S, E
vF , vS , R
F, L, mE , di f , gl b M
PN , st e l l a r , 10 ma g , E 80 d e g
eF , S, R, st e l l a r
F, vS , R, bM
55 4 5
5620
5591
5601
I100 6
I441 3
56 0 3
5594
I441 2
5608
I440 7
55 9 9
5600
I441 4
55 9 2
5609
56 1 3
56 1 4
55 9 5
56 1 1
56 1 5
5616
56 1 0
I441 5
I441 6
5597
I100 7
56 0 4
I441 7
I100 8
I441 1
56 0 5
I441 8
I442 0
5593
I441 9
I442 2
56 2 2
I100 9
I442 3
56 2 4
56 3 1
I442 5
56 2 5
I442 7
I443 1
56 1 8
56 2 3
I101 2
56 1 9
I101 0
I442 6
I442 8
I443 7
56 3 3
I442 4
I443 5
56 3 0
5671
I442 9
5606
5621
I101 3
I443 3
I443 4
I443 6
I101 1
I101 7
I101 9
I442 1
I447 0
56 2 9
56 3 2
I101 4
I101 5
I101 8
56 2 8
56 2 7
5635
I443 8
I443 9
56 3 9
I101 6
I102 0
I444 2
56 3 7
I444 0
I444 6
56 4 2
I102 1
56 4 1
I444 3
I443 0
56 4 6
56 3 4
sf
I444 7
56 2 6
56 3 6
56 3 8
57 1 2
5617
5660
I102 7
I443 2
5654
I102 2
56 5 3
56 4 4
56 5 6
56 6 7
56 4 7
56 4 8
5649
5645
5657
5650
56 5 2
5655
5659
I102 6
56 5 1
I444 9
I102 4
I444 1
5673
I102 5
I444 4
5661
I444 5
5678
I445 0
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
-
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
22.5
22.6
22.9
23 . 0
23 . 0
23 . 1
23.2
23 . 2
23.3
23 . 6
23 . 7
23.8
23 . 8
23 . 9
23.9
24 . 1
24 . 1
24 . 2
24 . 2
24 . 2
24.2
24 . 3
24 . 4
24 . 4
24.5
24 . 6
24 . 7
24 . 9
25 . 0
25 . 0
25 . 1
25 . 3
25 . 6
25.8
25 . 8
26 . 0
26 . 2
26 . 3
26 . 3
26 . 6
26 . 6
26 . 7
27 . 0
27 . 0
27 . 1
27 . 2
27 . 2
27 . 2
27 . 3
27 . 3
27 . 3
27 . 4
27 . 4
27 . 5
27 . 5
27 . 5
27 . 6
27.7
27 . 7
27.8
27.8
27 . 8
27 . 8
27 . 9
27 . 9
28 . 1
28 . 1
28 . 1
28 . 1
28 . 1
28 . 3
28 . 3
28 . 3
28 . 3
28 . 3
28 . 4
28 . 5
28.5
28 . 6
28 . 7
28 . 8
28 . 8
28 . 8
28 . 8
28 . 9
29 . 0
29 . 0
29 . 2
29 . 2
29 . 3
29 . 3
29 . 4
29 . 5
29 . 6
+6 9
+1 3
+4 0
+23
+37
+40
+2 6
+26
+4 1
- 05
+06
+1 4
+28
- 28
+3 4
+34
+34
- 16
+33
+34
+3 6
+24
+16
+29
- 16
+04
- 03
+17
+28
- 35
- 13
+25
+25
- 54
+16
+30
+48
+12
+26
+51
+56
+27
+39
+26
+30
- 02
+33
+30
+04
+01
+16
+16
+41
+46
+04
+37
+41
+6 9
+16
- 59
+0 8
+25
+16
+16
+26
+01
+25
+25
- 37
+78
+25
- 00
+13
+15
+25
+17
+11
+2 7
+17
+17
+30
+04
+26
+28
+23
+17
+37
+30
+20
+28
+16
- 33
+35
- 05
34
43
18
47
32
22
15
16
46
59
34
38
19
41
50
54
52
43
01
52
26
36
38
37
46
32
13
02
20
01
10
31
22
49
38
28
33
21
15
36
35
12
57
51
57
16
14
59
48
02
50
12
29
09
49
29
16
38
53
38
15
50
12
13
29
00
52
56
35
54
50
12
47
25
51
55
22
25
21
02
24
50
02
57
11
20
28
01
40
49
11
37
26
59
r
r
r
m
m
r
r
x
s
F
r
s
m
s
r
s
s
s
r
r
r
r
d
m
s
z
r
m
d
d
s
d
m
r
d
m
r
z
u
r
s
z
r
m
u
s
r
d
s
u
m
d
d
s
m
m
s
D
m
s
r
D
d
d
m
m
u
m
d
x
r
r
s
m
u
r
r
s
m
z
r
d
u
m
r
m
m
r
u
s
d
d
r
s
UM i
Bo o
Bo o
Boo
Boo
Boo
Bo o
Boo
Bo o
Vir
Vir
Bo o
Boo
Hya
Bo o
Boo
Boo
Lib
Boo
Boo
Bo o
Boo
Boo
Boo
Li b
Vir
Vir
Boo
Boo
Cen
Lib
Boo
Boo
Lu p
Boo
Boo
Boo
Boo
Boo
Boo
UMa
Boo
Boo
Boo
Boo
Vir
Boo
Boo
Vir
Vir
Boo
Boo
Boo
Boo
Vir
Boo
Boo
UM i
Boo
Ce n
Bo o
Boo
Boo
Boo
Boo
Vir
Boo
Boo
Cen
UMi
Boo
Vir
Boo
Boo
Boo
Boo
Boo
Bo o
Boo
Boo
Boo
Vir
Boo
Boo
Boo
Boo
Boo
Boo
Boo
Boo
Boo
Cen
Boo
Vir
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
14
29 . 6
29 . 7
29 . 7
29 . 7
29 . 7
29.8
29.8
29 . 8
29 . 8
29.9
30 . 0
30 . 2
30 . 4
30 . 4
30 . 4
30 . 6
30 . 6
30.6
30.7
30.7
30.8
30 . 9
31.0
31.1
31 . 2
31 . 3
31 . 3
31 . 4
31 . 4
31.5
31 . 5
31 . 7
31.9
31 . 9
32.1
32 . 1
+30
- 29
+03
+03
+78
- 60
+4 9
+53
- 39
+3 6
+03
+31
+11
+35
+59
+11
+14
+1 4
+0 7
+2 9
+0 6
+05
+1 3
+2 5
+31
- 00
+15
+03
- 43
+4 9
+07
- 43
+0 6
- 46
+5 7
+28
49
46
16
14
51
43
37
57
32
21
46
13
55
19
29
52
00
00
17
10
00
58
59
21
13
56
15
00
31
58
04
25
14
02
55
33
d
r
s
s
r
s
s
D
d
r
u
s
r
s
s
r
r
D
s
r
h
r
r
r
x
r
d
u
d
s
z
s
r
d
s
u
Boo
Hya
Vir
Vir
UMi
Ce n
Bo o
Boo
Cen
Bo o
Vir
Boo
Boo
Boo
Dra
Boo
Boo
Bo o
Vi r
Bo o
Vi r
Vir
Bo o
Bo o
Boo
Vir
Boo
Vir
Lup
Bo o
Vir
Lup
Vi r
Lup
Dr a
Boo
1.0
0.2
15.
14.
15.
15.
16.
14.
15.
p
p
p
p
p
p
p
2.7
13. p
1.4
0.5
1.7
14. p
12.7
15. p
13. p
1.1
2.7
2.0
16.
11.7
12.
13.
15.
15.
14.
p
p
p
p
p
0.3
2.0
0.2
16.
12.1
15.
14.
15.
p
p
p
1.8
13. p
0.7
15. p
0.2
15.
14.
15.
15.
14.
13.
15.
15.
15.
15.
15.
13.
1.1
2.2
0.7
1.3
1.8
p
p
p
p
p
p
p
p
p
p
p
p
p
p
2.5
2.3
0.4
14. p
15. p
16. p
2.3
0.8
0.5
2.5
12.3
15. p
14. p
14. p
0.6
3.
15. p
7.7
0.8
0.4
1.1
0.4
15.
15.
15.
15.
p
p
p
p
14. p
2.8
0.6
2.3
13.
15.
14.
14.
14.
14.
16.
16.
14.
p
p
p
p
p
p
p
p
p
1.2
2.7
15.
15.
14.
16.
15.
14.
15.
13.
p
p
p
p
p
p
p
p
4.9
15. p
9. 6
2.6
0.4
1.2
1.0
0.6
0.8
1.9
2.6
10 .
2.8
1.2
1.8
2.1
1.8
2.6
0.2
15. p
15. p
11.3
15. p
6.3
11.8
14.
15.
12.2
14.
13.
13.
15.
14.
14.
12.3
14.
15.
14.
p
p
p
p
p
p
p
p
p
p
p
15. p
1.6
14. p
2.6
14.
15.
12.
14.
1.9
3.2
1.2
p
p
p
p
12. p
15. p
eF, vS
eF, S, R, pB* nr sf
v F , b e t 55 9 8 an d 5 6 0 3
F
F, S , R
cF , p S , R , g b M
e F , v S , st e l l a r ; = I C 4 4 1 2
F, S , R , d i f ; = 5 5 9 4
F , pL , l E , vg l b M
no d e s c r i p t i o n
F, S , l E
p B , p S , gb M
pB , c S , g b M N , r
F, S , E , g v l b M , r
eeF
eF , p S , d i f , 2 ' n o f 5 6 1 4
pB , S , R, sm b M
F, p L , R, vg b M , p o f 2
F, S , R , b M
cl o s e n o f 5 6 1 4 ( v F * ? )
v F , S , c E , vg b M , e r
vF , S , pm E 0 d e g + / - , *9 f
vF , v S , R , l b M
F, S , R , N
v F , L , v l E , v g l b M , f of 2
vF , v S , R , l b M , * 1 0 . 5 nr
F, p S , R, vg b M * , r
vF , v S , R , l b M
pF
F, S , e E 4 5 d e g
vF , p L , R , v g b M
pB , S , R, gb M N
F, S , E 2 2 0 d e g , N
C l , v l R i , v l C , s t 10
F, v S , R, lb M
F, c S , r
vF , p S , v l E , v g l b M
vF , S , di f
vF , S , R, di f
eF , S , lE
B, S , R , p s b M N
F, S , R , d i f
vF , S , R, gb M
F, c S , di f , r
F, c S , R g b M , r
eF , S
cF , S , R, vs m b M , r
no d e s c r i p t i o n
vF , S , R, vg b M
F, S , d i f
F, v S , R, lb M
F, e S , R, lb M
no d e s c r , *8 n f
cB , p S , R , p g l b M
eF , S , st e l l a r
F, R , s b M *1 3 . 5
F, S , E 9 0 d e g + / - , gb M
v F , p L , R, bM
F, v S , R
C l , S , p C , st L & S
eeF, L, r
eF , v S
F, v S , R, mb M
F, v S , R, lb M
pB , S , R, gb M , r
F, v S , R, N = 1 4 m
pF , v S , s b M , s t e l l a r
F, v S , R, st e l l a r , * 1 3 n r
ee f , vS , R , F* f
Cl , e F , S ; n e b ?
pF , S , R, gb M
ne b , *1 1 f 1 5 0 s
F, p L , R, vg b M
vF , i F
eF , e S , v di f f i c
pF , S , R, gb M N = 14 m
vF , v S , R , * 9 s p
F , S, E, s b M
F, v S , R, di f
F, S , R , m b M
vF , R , *7 p, * 1 1 s
vF , v S , R , f 5 6 1 9
F, s t e l l a r , vF * c l o s e
F, S , R , N
vF , S , R, vg b M
bM , m a g 1 5
F, c S , R, di f
cF , S , * i n v , * 1 2 n f
F, S , i R
pB , p S , l E , mb M , r?
vS , v l E , l b M
cF , c S , i n d i s t i n c t
eF , E s p n f , 4 5 " l
gl o b . c l . , vB , c L , R, g b M ,
F, S , R , g b M N , r
eF , S , R
eF , c L , R , n p o f 2
cB , p L , R , s f o f 2
vF , S , R, S Cl p
Cl, L, pRi, pCM, st 8...
p B , L , i R , vg b M
ee F , pS , R , *1 3 s p 0 ' . 7
vF , v S , m E 8 5 d e g
F , S, E? , * * i n v ?
vF , E n s
pF , p S , R , b M
pB , p S , R , g m b M
pF , p L , R , m b M , r
pB , p S , E 0d e g
F, S , R , v l b M
vF , S , no Nu c l ; = 5 6 4 9
e F , v S , np of 2
c F , p L , iR , g b M
F , S, ir r , se v v F st in v , r?
vF, pS, R
pB , p L , v l E , b M
e e F , s f of 2
eF
pB
ne b , R
vF , v S , R , d i f
pB , v S , E ns
pF , p S , R
F , S, cE , * 1 5 n p
eF , s b M
vF , v S , * M, s p i r o r a n n u l a r
v F , p S , iE
F, c S , E 1 6 0 d e g
B , L, lE 0 d e g , vg m b M
F, c S , di f , *1 0 . 5 n f
r r r st 19 , * 8
56 5 8
56 6 5
I1 0 2 3
I4 4 5 2
I1 0 2 8
I1 0 2 9
56 7 2
56 7 5
56 4 3
56 6 9
56 7 6
56 6 6
I4 4 5 4
56 6 8
56 6 4
I1 0 3 0
56 7 4
56 6 3
56 1 2
I4 4 5 6
56 7 7
I4 4 5 3
I4 4 5 5
I4 4 5 7
I4 4 5 9
I1 0 3 1
I4 4 5 1
I4 4 6 0
I1 0 3 2
56 8 2
I1 0 3 3
56 8 3
56 8 7
56 7 9
I4 4 6 1
I4 4 6 2
56 6 2
56 8 9
56 7 0
56 8 1
56 8 0
56 8 4
I4 4 6 3
I4 4 6 5
56 8 6
56 8 5
56 9 3
I4 4 7 1
56 9 7
I4 4 6 6
I4 4 6 7
56 9 6
57 0 0
56 9 8
I1 0 3 4
I4 4 5 8
56 9 5
I4 4 6 9
57 0 7
56 9 0
I1 0 4 6
I4 4 6 4
56 9 1
57 0 4
I4 4 7 3
I1 0 3 5
57 1 4
56 9 2
56 9 9
57 0 8
I1 0 3 6
57 2 0
I1 0 3 7
I4 4 6 8
I4 4 7 4
I4 4 7 5
57 0 3
I4 4 7 7
57 0 6
57 1 7
I4 4 7 9
57 0 2
57 0 9
57 2 1
57 2 3
57 2 2
57 2 4
57 0 1
I4 4 7 8
57 1 0
57 1 1
I1 0 3 8
56 8 8
56 9 4
I1 0 4 9
57 0 5
I4 4 8 0
I4 4 7 6
57 3 1
I4 4 8 1
I4 4 8 2
57 1 3
I4 4 7 2
57 3 0
I1 0 4 0
I4 4 8 3
57 2 7
I1 0 3 9
I4 4 4 8
I4 4 8 5
57 3 2
I1 0 4 1
I1 0 4 2
I1 0 4 3
I1 0 4 5
57 1 8
57 1 9
57 1 6
57 2 5
I1 0 4 4
I4 4 8 6
57 2 9
I4 4 8 7
57 2 8
57 3 5
I1 0 4 7
57 3 9
I4 4 9 2
57 3 3
I4 4 8 8
57 2 6
133
Gx 14 32 . 4
Gx 14 32 . 4
14 32 . 4
Gx 14 32 . 4
14 32 . 5
Gx 14 32 . 5
Gx 14 32 . 6
Gx 14 32 . 6
Gx 14 32 . 7
Gx 14 32 . 7
Gx 14 32 . 8
Gx 14 33 . 1
14 33 . 3
Gx 14 33 . 4
14 33 . 7
14 33 . 7
Gx 14 33 . 8
Gx 14 33 . 9
Gx 14 34 . 1
14 34 . 1
Gx 14 34 . 2
Gx 14 34 . 5
14 34 . 5
14 34 . 5
Gx 14 34 . 5
14 34 . 6
Gx 14 34 . 6
Gx 14 34 . 6
14 34 . 7
Gx 14 34 . 8
14 34 . 8
Gx 14 34 . 9
Gx 14 34 . 9
Gx 14 35 . 0
14 35 . 0
14 35 . 0
OC 14 35 . 2
Gx 14 35 . 5
Gx 14 35 . 7
Gx 14 35 . 7
Gx 14 35 . 8
Gx 14 35 . 8
Gx 14 35 . 8
14 35 . 9
Gx 14 36 . 0
Gx 14 36 . 2
Gx 14 36 . 2
14 36 . 4
Gx 14 36 . 6
14 36 . 7
Gx 14 36 . 8
Gx 14 37 . 0
Gx 14 37 . 1
Gx 14 37 . 2
Gx 14 37 . 2
14 37 . 2
Gx 14 37 . 3
Gx 14 37 . 3
Gx 14 37 . 5
Gx 14 37 . 7
Gx 14 37 . 8
Gx 14 37 . 8
Gx 14 37 . 9
- 14 37 . 9
Gx 14 37 . 9
Gx 14 38 . 1
Gx 14 38 . 2
Gx 14 38 . 3
- 14 38 . 3
Gx 14 38 . 3
Gx 14 38 . 3
Gx 14 38 . 4
Gx 14 38 . 4
Gx 14 38 . 4
14 38 . 4
Gx 14 38 . 4
- 14 38 . 5
Gx 14 38 . 5
Gx 14 38 . 6
Gx 14 38 . 6
Gx 14 38 . 7
Gx 14 38 . 8
Gx 14 38 . 8
Gx 14 38 . 9
Gx 14 38 . 9
Gx 14 39 . 0
Gx 14 39 . 1
Gx 14 39 . 2
Gx 14 39 . 2
Gx 14 39 . 3
Gx 14 39 . 4
Gx 14 39 . 4
Gx 14 39 . 5
Gb 14 39 . 6
14 39 . 6
Gx 14 39 . 8
Gx 14 39 . 8
14 39 . 9
Gx 14 40 . 0
14 40 . 1
Gx 14 40 . 1
Gx 14 40 . 2
Gx 14 40 . 2
14 40 . 3
Gx 14 40 . 3
Gx 14 40 . 3
Gx 14 40 . 5
Gx 14 40 . 5
Gx 14 40 . 5
14 40 . 5
Gx 14 40 . 6
14 40 . 6
14 40 . 6
14 40 . 7
14 40 . 7
Gx 14 40 . 8
Gx 14 40 . 9
Gx 14 41 . 1
Gx 14 41 . 1
Gx 14 41 . 5
Gx 14 41 . 9
Gx 14 42 . 0
14 42 . 0
Gx 14 42 . 4
Gx 14 42 . 4
Gx 14 42 . 4
Gx 14 42 . 5
14 42 . 6
Gx 14 42 . 8
14 42 . 8
14 42 . 9
+0 0
+0 8
- 35
+2 7
+4 1
+4 9
+3 1
+3 6
- 44
+0 9
+4 9
+1 0
+1 7
+0 4
- 14
+3 1
+0 5
- 16
- 78
+1 6
+2 5
- 27
- 14
+1 8
+3 0
+4 8
- 36
+3 0
+4 7
+4 8
+4 7
+4 8
+5 4
+0 5
+2 6
+2 6
- 56
+4 8
- 45
+0 8
- 00
+3 6
+1 6
+1 5
+3 6
+2 9
+4 8
+4 1
+4 1
+1 8
+1 8
+4 1
+4 8
+3 8
+1 4
- 39
+3 6
+1 8
+5 1
+0 2
+6 9
- 36
- 00
+4 0
+1 5
+0 9
+4 6
+0 3
+2 9
+4 0
+1 8
+5 0
+1 8
- 22
+2 3
+2 3
+2 9
+2 8
+3 0
+4 6
+2 8
+2 0
+3 0
+4 6
+4 6
+4 6
+4 6
+0 5
+1 5
+2 0
+2 0
+1 1
- 45
- 26
+6 2
- 00
+1 8
- 16
+4 2
+1 6
+1 8
- 00
- 44
+4 2
+0 9
+1 6
+3 3
+0 3
- 78
+2 8
+3 8
+0 3
+0 3
+0 3
+4 2
+0 3
- 00
- 17
+0 2
+0 9
+1 8
- 09
+1 8
- 17
+2 8
+1 9
+4 1
+3 7
- 00
+1 8
- 18
16
05
48
26
51
54
40
17
10
53
28
29
43
27
35
42
26
34
24
11
27
31
38
13
58
02
17
17
57
40
56
40
29
20
31
32
33
45
57
18
03
32
02
34
29
54
35
40
41
20
21
49
33
28
40
28
34
15
34
17
00
53
24
31
50
20
38
24
30
28
07
52
10
22
26
20
30
27
29
41
30
31
27
41
41
40
44
22
53
03
00
55
02
32
02
43
29
14
46
08
57
17
19
45
28
41
59
25
49
40
39
21
26
21
45
28
19
29
10
26
33
03
37
15
44
10
50
25
21
36
26
r
s
d
z
d
v
s
r
s
s
s
r
d
s
D
d
r
r
s
d
r
c
d
d
m
d
c
m
d
s
d
v
s
r
d
d
s
s
t
r
r
r
z
d
r
r
s
x
r
d
z
r
r
r
z
d
r
u
s
s
m
c
s
r
m
m
s
s
r
r
z
r
m
c
d
z
r
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r
r
u
r
r
r
r
r
r
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z
r
r
z
t
s
D
s
m
d
r
d
z
s
c
D
z
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s
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c
d
r
d
d
d
d
r
s
s
r
m
m
s
d
s
r
m
s
d
s
d
D
Vi r
Bo o
Ce n
Bo o
Bo o
Bo o
Bo o
Bo o
Lu p
Bo o
Bo o
Bo o
Bo o
Vi r
Li b
Bo o
Vi r
Li b
Ap s
Bo o
Bo o
Hy a
Li b
Bo o
Bo o
Bo o
Ce n
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Vi r
Bo o
Bo o
Ce n
Bo o
Lu p
Bo o
Vi r
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Ce n
Bo o
Bo o
Bo o
Vi r
UM i
Ce n
Vi r
Bo o
Bo o
Bo o
Bo o
Vi r
Bo o
Bo o
Bo o
Bo o
Bo o
Li b
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Vi r
Bo o
Bo o
Bo o
Bo o
Lu p
Hy a
Dr a
Vi r
Bo o
Li b
Bo o
Bo o
Bo o
Vi r
Lu p
Bo o
Bo o
Bo o
Bo o
Vi r
Ap s
Bo o
Bo o
Vi r
Vi r
Vi r
Bo o
Vi r
Vi r
Li b
Vi r
Bo o
Bo o
Li b
Bo o
Li b
Bo o
Bo o
Bo o
Bo o
Vi r
Bo o
Li b
2. 1
3. 0
1. 0
4. 6
4. 1
3. 9
3. 3
2. 0
2. 0
0. 5
1. 9
0. 7
2. 0
0. 7
2. 6
12 .
3. 7
2. 0
1. 9
1. 6
2. 8
3. 5
0. 8
1. 6
2. 0
0. 5
0. 7
3. 0
0. 9
0. 8
2. 3
1. 5
4. 7
3. 9
3. 6
2. 8
0. 5
2. 8
1. 8
1. 6
2. 3
1. 0
3. 4
1. 9
1. 0
0. 7
3. 0
2. 8
0. 6
2. 2
1. 3
14 . p ne b , F, E
13 . p pB , pL , R, gb M , r
ne b
15 . p F, S, R, gb M , r
pB , S, R, F* cl o s e nf
vF , S, lE , mb M
13 . 6
vF , vL , iR , lb M , ** p
14 . p F, pS , E, bM
11 . p pB , L, R, vg l b M , st in v
12 . p F, L, R, lb M , r
10 . 9
B, L, E 45 d e g +/ - , pg b M , r
13 . p vF , vS , R, st e l l a r
F, eS , R, lb M
11 . 5
F, pS , vl E , *1 4 in v
pF , S, E, gb M
pF
13 . p cF , pS , R, gb M
15 . p eF , vS , R, gl b M
13 . p vF , E, gb M , r
F, S, R, di f
15 . p vF , vS , R, r, 3 st 9, 10 np
pB , eS , R, F* cl o s e
eF , cS , cE 30 d e g
F, vS , R, lb M
15 . p F, pL , E ns , gl b M , r
ee F , S, R
vF , vS , R, * n 0' . 5
F, S, di f , gl b M
ee F , S, R
14 . 0
F, pS , E
ee F , S, R
14 . 8
F, vS , lE
11 . 8
pF , S, iF , r, *1 0 f
14 . p vF , S, R, *1 2 at t
F, vS , R, N, r
F, S, R
5. 5 Cl , L, pR i , lC , st 9. . .
11 . 9
cB , pL , E 87 d e g , ps m b M
vF , S, cE , be t 2 st
14 . p F, S
15 . p vF , vS
14 . p F, cS , R, bM , p of 2
15 . p F, vS , R
vF , vS , lE 18 0 d e g
15 . p vF , S, R, f of 2
15 . p vF , vS , R, gb M N = 15 m
15 . p F, pL , *1 3 at t s
no de s c r i p t i o n ; = 56 9 7
14 . p F, vS , R, bM , 4 B st p; = IC 44 7 1
F, vS , lE
15 . p F, vS , R, lb M
14 . p cF , cS , R, lb M , r
15 . p eF , S, r, *1 1 sp 4'
14 . p cF , cS , lE , in tr i a n g l e of st
16 . p vF , lb M
eF , eS , E 10 0 d e g
14 . p pB , cS , R, bM , r
16 . p F, pL , eE 11 0 d e g
13 . p B, pS , R
13 . p vF , mE 13 8 d e g , F* at t sf , *7 p 4'
15 . p eF , S, R, D* f
vF , S, R, N, wi s p at 45 d e g
13 . p pB , pS , lE , gb M
F, cS , lE 0d e g +/ 15 . p vS , co m , 17 0 d e g
15 . p pF , vS , R, S, * nr
14 . p vF , pS , E pf , D* n, 1s t of 6
13 . p pB , vS , R, gb M
eF , vS ; = 57 0 6 ?
14 . p F, pL , E 0d e g +/ - , gb M
16 . p pF , S
14 . p ee F , pS , R, be t 2 st
15 . p F, vS , R, st e l l a r
F, pL , cE 16 0 d e g , cb M
F, vS , R, N
15 . p F, vS , N, st e l l
vF , vS , iR ; = 57 0 9 ?
15 . p F, vS , di f , *1 2 p 2s , 15 " n
15 . p vF , vS , R, vl b M
15 . p vF , S, R, D* nr , 2n d of 6
15 . p F, cS , N, di f
14 . p vF , vS
14 . p vF , S, iF , E pf
15 . p vF , S, R; fo r m s tr a p e z wi t h 57 2 2 - 4
15 . p vF , S, R
15 . p vF , S, R, ps b M
17 . p vF , S, R; F ne b co n n e c t i n g 57 2 1 - 4?
12 . p cB , pS , R, mb M , *1 1 p 15 s
15 . p bM , ma g 15
14 . p vF , S, vg b M , ** f, p of 2
15 . p eF , vS , ** at t , f of 2
15 . p F, vS , st e l l a r , *1 0 f 8s
F, S, vg b M , am st
10 . 2
cB , cS , R, ps b M , r, *9 . 5 sp
ee F , pS , R
14 . p eF , L, lE , eF di f ne b y ar o u n d
15 . p F, S, R, di f , * in M
ne b , *7 nf 5'
14 . p vF , eS , lE
eF , vS , R, di f
15 . p F, S, R
11 . 4
cB , pL , R, ps m b M , r
L, eE 18 0 d e g , be t 2 st ns , do u b t f u l
vF , cS , E 90 d e g +/ 15 . p eF , vS
15 . p E 20 0 d e g , lb M
14 . p eF , pL , R, di f
16 . p vF , vS , lb M
!! F, vS , an n u l , * in M
F, S, di f
14 . p vF , S, R, lb M
pB , vS , R, N = 12 m
vF , vS , R, bM , cl o s e D wi t h 57 1 8
vF , vS , R, bM
ee F , pS , R, ne a r l y be t 2 st
14 . p vF , S, R, vg l b M , *8 - 9 nf
14 . p pF , S, lE , bM
13 . p vF , pL , R
14 . p vF , S, di s c , *1 5 s 95 "
15 . p F, vS , R, gb M
16 . p vF , vS , R, di f
13 . p F, pL , E, r
F, eS , R, lb M
11 . 3
pF , pL , pm E 45 d e g +/ - , mb M , *1 0 s
14 . p vF , L, iR , lb M
16 . p vF , S, v, di f
13 . p pB , S, R, sm b M , r, * nr
F, vS , R, N, st e l l
15 . p vF , S, mE
vF , eS , R, lb M
F, S, R, gb M , *1 0 . 5 np 3'
I104 8
57 3 7
I448 9
5715
57 3 6
57 4 4
57 5 1
I449 6
57 3 8
I105 0
I105 1
I105 2
I449 5
I449 7
57 4 0
57 4 7
I449 3
I449 1
I449 4
I450 0
57 4 6
57 4 8
I449 8
57 3 4
57 4 3
57 4 5
57 5 2
I450 2
57 5 3
57 5 4
I449 0
5755
I105 3
57 4 2
I105 6
I105 7
5741
57 5 0
I105 4
I450 4
I450 3
I450 5
I450 6
5758
57 5 9
I105 5
I450 1
57 5 6
57 6 0
I448 4
I450 7
57 5 7
I450 8
I450 9
57 6 2
57 4 9
57 6 3
5761
I105 8
I106 5
57 6 7
I451 2
I105 9
I451 0
5765
I451 4
I106 9
I451 5
I106 1
5777
I106 2
57 7 2
I106 0
I107 4
57 6 8
I451 1
5771
5779
I106 3
I106 4
I451 3
57 7 3
57 6 9
I106 6
I106 7
5766
5788
5770
57 8 3
I106 8
5764
5774
5808
57 8 5
I107 0
I451 6
5775
5819
5784
I107 1
I107 2
I107 3
57 8 0
5778
I451 7
57 7 6
I107 5
I451 9
I107 6
I452 0
57 8 7
I108 3
5794
5804
5807
5782
5805
57 9 5
57 9 7
I107 8
5781
5789
I107 9
I107 7
5790
5798
I451 8
5832
I108 0
5792
58 2 0
Gx 14
Gx 14
14
OC 1 4
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
14
14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
14
Gx 14
Gx 14
14
Gx 1 4
Gx 14
Gx 14
Gx 14
14
Gx 1 4
Gx 14
Gx 14
Gx 14
Gx 14
14
14
Gx 1 4
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
OC 14
Gx 14
Gx 1 4
Gx 14
Gx 14
Gx 14
14
Gx 14
14
Gx 1 4
14
14
14
14
Gx 1 4
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
14
Gx 1 4
Gx 1 4
14
14
14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 1 4
Gx 1 4
Gx 1 4
Gx 14
Gx 14
OC 1 4
Gx 1 4
14
- 14
Gx 14
14
Gx 1 4
Gx 1 4
Gx 1 4
Gx 14
Gx 14
Gx 14
Gx 14
Gx 1 4
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 14
Gx 1 4
Gx 1 4
Gx 1 4
14
Gx 1 4
Gx 14
Gx 14
14
Gx 1 4
Gx 1 4
14
Gx 14
Gx 1 4
Gx 1 4
Gx 14
Gx 1 4
Gx 14
Gx 1 4
Gx 14
42 . 9
43 . 2
43 . 2
43.4
43 . 5
43 . 9
43 . 9
43 . 9
44 . 0
44 . 1
44 . 2
44 . 2
44 . 2
44 . 3
44 . 4
44 . 4
44 . 4
44 . 5
44 . 5
44 . 6
44 . 9
45 . 0
45 . 0
45 . 1
45 . 1
45 . 1
45 . 3
45 . 3
45 . 4
45 . 4
45 . 4
45.5
45 . 6
45 . 8
45 . 8
46 . 0
46.1
46 . 2
46 . 5
46 . 5
46 . 6
46 . 6
46 . 7
47.1
47 . 3
47 . 4
47 . 5
47 . 6
47 . 7
47 . 7
47 . 7
47 . 8
47 . 8
48 . 4
48 . 7
48 . 9
49 . 0
49.1
49 . 1
49 . 3
49 . 7
49 . 9
50 . 7
50 . 7
50.8
50 . 9
51 . 0
51 . 1
51 . 2
51.3
51 . 3
51 . 7
51 . 9
52 . 0
52 . 1
52 . 1
52.2
52.2
52 . 2
52 . 2
52 . 3
52 . 5
52 . 6
53 . 0
53 . 1
53.2
53.2
53.4
53 . 5
53 . 5
53.6
53.7
53.8
53 . 9
53 . 9
53 . 9
54.0
54.0
54.2
54 . 2
54 . 2
54 . 2
54 . 4
54.5
54 . 5
54 . 6
54 . 8
54 . 8
55 . 0
55 . 1
55 . 3
55 . 6
55.7
55.7
55.7
55.9
55.9
56 . 3
56 . 3
56 . 5
56.6
56.6
56 . 6
57 . 4
57.5
57.7
57 . 7
57.8
58 . 1
58.4
58 . 7
+04
+18
+18
- 57
+11
- 18
+53
+33
+01
+18
+19
+20
+23
+28
+01
+12
+12
- 13
+15
+37
+01
+21
+26
- 20
- 20
- 13
+38
+37
+38
+38
- 36
+3 8
+16
- 11
+50
+50
- 11
- 00
+01
+31
+16
+33
+33
+1 3
+13
- 13
- 22
- 14
+18
- 73
+18
- 19
+31
+31
+12
- 54
+12
- 20
+17
+63
+47
+27
- 00
- 20
+0 5
+27
+54
+37
+18
+5 8
+18
+40
- 07
+51
- 02
- 40
+2 9
+5 5
+04
+04
- 20
+29
+07
+03
+03
- 21
+5 2
+0 3
+52
+03
- 52
+0 3
+7 3
+52
+03
+16
+0 3
+7 3
+4 2
+04
+04
+04
+28
+1 8
+23
+02
+18
+37
+18
+33
+42
+68
+4 9
+4 9
+6 3
+1 1
+4 9
+49
+49
+09
- 17
+3 0
+09
- 19
+0 8
+2 9
- 43
+7 1
- 06
- 01
+53
53
53
31
33
13
29
25
23
37
01
01
37
33
32
41
09
07
44
30
29
57
55
17
52
54
56
43
18
43
47
10
46
57
48
25
22
54
13
16
42
06
24
24
40
28
44
25
51
31
18
27
05
47
48
28
31
29
22
02
16
23
42
52
44
07
37
23
36
45
58
41
36
13
17
32
30
51
54
41
40
44
48
56
18
20
22
03
57
05
04
41
35
01
09
29
23
33
08
33
45
51
48
57
38
38
58
06
25
02
43
30
24
44
39
55
53
43
23
42
21
15
13
22
13
17
58
08
41
42
05
53
s
r
d
s
r
A
r
m
r
z
z
u
z
m
s
r
x
d
m
m
s
r
m
r
r
r
r
d
r
r
d
r
m
r
u
d
r
s
u
z
m
d
d
r
r
v
m
s
r
c
m
s
z
u
r
s
r
r
u
s
r
d
z
d
r
d
d
d
d
s
m
s
m
u
s
d
r
r
d
d
d
r
r
u
v
r
r
r
s
m
s
s
D
r
z
d
s
r
r
u
m
z
r
r
z
r
u
m
v
m
s
m
r
r
r
D
r
r
r
d
r
r
d
c
r
r
c
s
m
s
s
Vir
Boo
Boo
Ci r
Boo
Lib
Boo
Boo
Vir
Boo
Boo
Boo
Boo
Boo
Vir
Boo
Boo
Lib
Boo
Boo
Vir
Boo
Boo
Lib
Lib
Lib
Boo
Boo
Boo
Boo
Cen
Bo o
Boo
Lib
Boo
Boo
Li b
Vir
Vir
Boo
Boo
Boo
Boo
Bo o
Boo
Lib
Lib
Lib
Boo
Aps
Boo
Lib
Boo
Boo
Boo
Lup
Boo
Li b
Boo
Dra
Boo
Boo
Lib
Lib
Vi r
Boo
Boo
Boo
Boo
Dr a
Boo
Boo
Lib
Boo
Lib
Cen
Bo o
Dr a
Vir
Vir
Lib
Boo
Boo
Vir
Vir
Li b
Bo o
Vi r
Boo
Vir
Lu p
Vi r
UM i
Boo
Vir
Boo
Vi r
UM i
Bo o
Vir
Vir
Vir
Boo
Bo o
Boo
Vir
Boo
Boo
Boo
Boo
Boo
UMi
Bo o
Bo o
Dr a
Bo o
Bo o
Boo
Boo
Boo
Li b
Bo o
Boo
Lib
Bo o
Bo o
Lup
UM i
Lib
Li b
Boo
2.5
6.
0.3
1.1
0.6
3.1
1.0
0.3
7.9
0.4
0.5
2.0
2.9
1.2
0.8
2.6
0.9
2.0
2.5
0.8
2.1
1.0
8.
1.6
1.3
3.3
0.3
2.3
1.0
1.0
2.0
1.6
2.3
3.0
0.2
2.
3.2
4.3
1.2
0.5
1.3
0.6
1.2
0.4
1.2
0.7
2.0
1.4
4.0
0.4
7.2
2.5
1 4 . p pB , p L , E pf , r
1 4 . p vF , c S , R , v g l b M
vF , e S , R , l b M
1 0 . p C l , L , p R i , C M , st 1 1 . . . 1 3
1 5 . p ee F , S, l E , v d i f f i c
eF , v S , n e b ?
1 4 . p F, S , v l E , t r i a n g l e 2 st 10 - 1 1
1 5 . p F, S , R , N
1 4 . p F, S , b M
1 5 . p vF , S , R, di f
1 5 . p F, v S , st e l l a r
1 5 . p ne b * 1 2
1 6 . p vF , v S , R
1 5 . p F, S , R , N , r, *1 2 . 5 f 5 s
11.9
pB , L , iR , g b M , r
1 4 . p eF , S ; = I C 44 9 3
eF , S , R, di f , rM ; = 5 7 4 7
F, S , e E 0 d e g
1 5 . p vF , v S , R , d i f
1 5 . p F, S , R , g b M
10.6
B, L , v m E 17 0 d e g , b m B N
1 5 . p eF , v S
1 5 . p F, S , R , g b M
1 4 . p vF , S , lE , g l b M
1 3 . p F, S , m E , sm b M N
1 4 . p vF , S , E, ps l b M
1 4 . p F, 1 ' p 5 7 5 4
F, S , d i f r, * 1 4 vn r
1 5 . p F, b M , np 57 5 4
1 4 . p cF , c S , R , b M
ov a l , a r o u n d 2 st 9 . 5 & 1 0
1 5 . p F , 2' nf 5 7 5 4
1 5 . p eF , v S , v di f , *4 p 28 s
1 4 . p F, p S , pm E , gb M N
1 4 . p ee F , L, R , 3 p B s t s f
eF , p S , R , b e t 3 st
1 5 . p v F , v S , R, sb M N
11.6
pF , p S , v l E , r
1 5 . p vF , v S , s b M N = 14 m
1 5 . p F, S , R , N , r
1 5 . p F, v S , R
F, S , R , N
vF , v S , N
1 5 . p e F , p S , R, *9 f 22 s
1 5 . p eF , S , R
F, p L , E n s
1 4 . p vF , S , in d i s t i n c t
1 3 . p pB , p L , p m E , g p m b M
1 4 . p vF , v S , c E 9 0 d e g , v g l b M
eF , e E 14 0 d e g , s u s p
1 6 . p vF , e S , R
1 3 . p vF , S , iR , l b M
1 5 . p F, S , R , s b M * 1 4
1 5 . p F, c S , iF , r
1 4 . p vF , S , R, p of 2
9. p Cl , p L , p R i , l C , st 10 . . . 1 1
1 5 . p ee F , pS , v d i f f i c , f o f 2
14. p vF, S, R, glbM N
1 5 . p F, E ns , m b M N = 1 4 m
13.4
vF , p S , R
1 5 . p eF , p S , R , * n r
vF , S , R
1 6 . p F, S , l b m , r
vF , v S , i R , su s p
1 4 . p D n e b , bo t h eF
F, S , R , N , *1 3 v n r
pF , v S , R , n o s t nr
F, S , R , g b M , r
eF , e S , d i f f i c
1 4 . p v F , v S , lE
1 5 . p pF , i F , d i f f i c
1 4 . p pB , p L , l E , ps l b M , * 8 np
1 4 . p no d e s c r
1 5 . p ee F , S, R
1 3 . p F, R , b M F N , S* s
cS , R , lb M , di f
14. p vF, S, R, pgbM
1 5 . p v F , p S , lE , l b M
pF , s t e l l a r
vF , v S , R , l b M
F, S , v E 8 0 d e g
1 4 . p vF , S , R, pg b M
1 5 . p vF
1 4 . p F, v S , R
F, v S , R, bM
1 4 . p e F , p S , R, gb M
1 5 . p e e F , S , R, v di f f i c , sf o f 2
1 3 . p c F , S , v l E , b M , bi N
1 3 . p pB , p S , i R , F* in v
1 5 . p F, p L , di f
1 3 . p C l , v F , vS , v C
12.2
p F , p L , R, np o f 2
v F , S , i R , be t 2 s t
vF , p S , F * c l o s e f, np o f 2
1 5 . p vF , S , R, di f f i c
vF , p S , R
11.4
F , pS , v m E 14 8 d e g , g v l b M
1 4 . p F , pL , t r i a n g l e 2 st
1 3 . p p B , S , R , s m b M , st e l l a r
1 4 . p vF , S , R, bM
1 5 . p vF , v S , R , v l b M , 2n d o f 3
1 5 . p vF , S , R, S* s , 3 r d of 3
1 4 . p vF , S , R, * nr sp
1 5 . p e e F , p S , R , p B * cl o s e f , d i f f i c
1 5 . p F, S , N d i f
1 4 . p vF , p L , v l b M , * 8 - 9 s p
1 5 . p ee F , pS , R , v d i f f i c
1 5 . p F, S , d i f , * 1 4 sp
eF , p S , R , b M , * sp
1 5 . p F, v S , R, N, r
1 4 . p F, c S , R, ps l b M
1 6 . p ee F , S, R
1 4 . p p F , S , v s b M * 1 3 , 1 s t of 4
v F , v S , vs m b M , * 6 nr
15. p vF, vS, r
e F , v S , E, * nr sf
S
1 4 . p vF , p S , l E , pB * c l o s e to p en d
1 3 . p F, S , v s b M * 1 3 , 2 n d of 4
pF , v S , R , l b M
1 4 . p F , S, R, b M , *1 6 s p
1 4 . p e F , p S , iF
F, v S , R, gb M
vF , v S , R , g b M N
1 5 . p e F , v S , iF , l b M
1 3 . p F , S, R, v g b M , * n f
eS , R ; al s o on e p L , eE 1 0 0 d e g
1 2 . p p B , c L , iR , b p , r
1 4 . p vF , v S , R , l b M
1 2 . p p B , p L , R, mb M , *8 - 9 np 1 '
11.9
B, E 90 d e g + / - , sb M , B D * f 8 '
57 9 1
58 1 8
58 2 1
I1 0 8 1
I1 0 8 2
57 8 6
57 9 3
57 9 6
58 3 6
58 1 7
I4 5 2 1
58 2 6
58 0 6
I4 4 9 9
58 0 1
58 0 2
58 1 1
58 1 5
58 2 8
58 0 9
58 0 3
58 1 2
58 1 3
I1 0 8 4
58 1 4
I4 5 2 8
58 3 0
58 2 7
58 0 0
58 2 5
58 1 6
I4 5 2 4
58 3 5
I4 5 2 5
58 1 0
I4 5 2 6
58 2 9
I1 0 8 5
I1 0 8 6
I1 0 9 0
I4 5 3 0
58 2 4
58 3 4
58 3 1
58 4 0
I4 5 3 1
I4 5 3 3
I4 5 3 2
58 3 7
58 4 2
58 2 2
I4 5 2 3
58 3 8
57 9 9
58 3 9
58 4 1
58 2 3
I4 5 2 7
58 5 3
58 4 5
58 6 2
58 4 7
I1 1 0 0
58 4 6
58 6 7
I1 0 9 8
I4 5 2 9
58 6 6
58 6 0
58 7 0
58 4 8
I1 0 8 7
I1 0 8 8
58 4 9
58 5 1
I1 0 9 9
58 5 2
58 5 0
58 5 6
I1 0 8 9
58 4 3
58 5 7
I1 0 9 2
58 5 9
I1 0 9 3
I1 0 9 4
58 5 4
58 5 5
58 7 4
I1 0 9 1
I4 5 3 4
I1 0 9 5
I1 0 9 6
I1 0 9 7
I4 5 3 5
58 5 8
58 8 1
58 7 5
58 6 1
58 7 6
58 6 4
58 7 9
58 6 5
58 6 8
58 6 9
58 7 1
58 4 4
58 6 3
I1 1 0 1
58 7 2
I1 1 0 2
I1 1 1 4
59 0 9
I4 5 2 2
I1 1 0 3
58 9 4
59 1 2
58 3 3
I1 1 1 0
58 8 6
58 7 3
58 7 7
I1 1 0 4
58 8 8
58 8 4
I4 5 3 6
58 8 9
I1 1 0 5
58 9 3
58 9 2
58 7 8
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
** *
*
Gx
134
Gx
Gx
Gx
Gx
Gx
14
14
14
14
14
14
14
14
14
14
14
14
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
58 . 8
58 . 8
58 . 9
58 . 9
58 . 9
59 . 0
59 . 4
59 . 4
59 . 5
59 . 6
59 . 6
59 . 8
00 . 0
00 . 3
00 . 4
00 . 5
00 . 5
00 . 5
00 . 6
00 . 9
01 . 0
01 . 0
01 . 2
01 . 3
01 . 4
01 . 4
01 . 7
01 . 8
02 . 0
02 . 0
02 . 1
02 . 1
02 . 3
02 . 4
02 . 6
02 . 6
02 . 7
02 . 7
03 . 4
03 . 7
03 . 8
04 . 0
04 . 0
04 . 1
04 . 3
04 . 4
04 . 4
04 . 5
04 . 7
04 . 8
05 . 2
05 . 2
05 . 4
05 . 5
05 . 5
05 . 6
05 . 7
05 . 7
05 . 8
06 . 0
06 . 0
06 . 3
06 . 3
06 . 4
06 . 4
06 . 4
06 . 4
06 . 5
06 . 6
06 . 6
06 . 7
06 . 7
06 . 7
06 . 9
06 . 9
06 . 9
07 . 0
07 . 1
07 . 3
07 . 4
07 . 5
07 . 5
07 . 5
07 . 6
07 . 7
07 . 7
07 . 8
07 . 9
07 . 9
08 . 2
08 . 2
08 . 5
08 . 5
08 . 5
08 . 7
08 . 8
09 . 1
09 . 2
09 . 3
09 . 5
09 . 6
09 . 8
09 . 9
09 . 9
09 . 9
10 . 1
10 . 7
10 . 8
10 . 9
11 . 0
11 . 1
11 . 3
11 . 5
11 . 5
11 . 6
11 . 7
11 . 7
11 . 8
12 . 1
12 . 7
12 . 8
12 . 8
12 . 8
13 . 1
13 . 2
13 . 2
13 . 3
13 . 3
13 . 6
13 . 7
13 . 8
- 19
+4 9
+5 3
- 19
+0 7
- 42
- 16
- 16
+7 3
- 16
+2 5
+5 5
+0 1
- 82
- 13
- 13
+0 1
- 16
+4 9
- 14
- 13
- 07
+0 1
- 07
+0 1
+4 9
+4 7
+2 5
- 51
+1 8
- 16
+2 5
+4 8
+2 5
- 17
+2 3
+2 3
+1 7
+1 7
+4 2
+2 6
- 33
- 33
+0 1
+2 9
+2 3
+2 7
+2 3
+1 2
+2 1
- 54
- 43
+0 2
- 72
+0 1
+0 1
- 55
- 42
+3 9
+0 1
+5 5
+0 6
+6 3
+0 1
+5 5
+5 5
- 43
+5 5
+4 2
+5 5
+0 2
+0 3
+0 3
- 14
+1 2
+5 6
+1 2
+0 1
+1 8
+0 7
- 36
+1 9
+0 9
+1 9
+1 4
+1 4
+0 2
+0 3
+5 4
- 11
+2 3
+1 4
+1 9
+1 9
+3 7
- 11
+6 2
+5 2
- 11
+5 4
+0 3
+5 7
+0 0
+0 0
+0 0
+0 0
- 64
- 18
+0 5
- 11
+0 4
+7 5
+7 5
- 75
+1 9
+5 9
+7 5
- 72
+6 7
+4 1
- 38
- 04
- 05
+4 1
+3 1
- 18
+4 1
+0 4
+4 1
- 15
- 14
16
49
55
14
00
01
42
37
53
11
35
31
54
13
54
55
37
50
59
10
54
27
42
27
37
07
52
58
55
42
08
35
52
38
53
22
20
14
05
41
05
04
04
13
30
24
48
13
38
04
21
31
06
26
38
59
36
27
31
38
34
23
00
36
44
36
14
46
38
28
00
46
46
36
52
31
51
33
27
08
20
36
23
35
33
38
34
58
45
09
42
01
11
11
34
13
57
32
19
30
03
00
31
31
28
31
41
27
46
30
18
27
22
52
12
49
22
52
22
13
08
56
05
16
52
08
20
16
58
30
16
s
r
r
c
z
r
s
s
r
r
m
r
s
s
r
r
s
r
r
r
D
s
s
m
r
m
r
s
r
r
r
z
r
z
r
d
s
m
d
v
u
s
D
s
r
z
u
d
r
r
s
c
s
r
s
r
s
c
r
s
r
r
u
s
r
x
c
s
s
r
r
d
d
r
r
v
r
s
r
z
c
s
z
s
u
m
s
r
s
v
d
d
u
u
d
s
d
s
s
s
s
s
A
A
F
F
r
r
D
r
u
d
A
c
d
s
A
r
u
r
s
F
F
s
D
c
s
d
s
r
s
Li b
Bo o
Bo o
Li b
Vi r
Ce n
Li b
Li b
UM i
Li b
Bo o
Dr a
Vi r
Ap s
Li b
Li b
Vi r
Li b
Bo o
Li b
Li b
Li b
Vi r
Li b
Vi r
Bo o
Bo o
Bo o
Lu p
Bo o
Li b
Bo o
Bo o
Bo o
Li b
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Lu p
Lu p
Vi r
Bo o
Bo o
Bo o
Bo o
Bo o
Bo o
Lu p
Lu p
Vi r
Ap s
Vi r
Vi r
Ci r
Lu p
Bo o
Vi r
Dr a
Vi r
Dr a
Vi r
Dr a
Dr a
Lu p
Dr a
Bo o
Dr a
Vi r
Vi r
Vi r
Li b
Bo o
Dr a
Bo o
Vi r
Bo o
Vi r
Lu p
Bo o
Bo o
Bo o
Bo o
Bo o
Vi r
Vi r
Bo o
Li b
Bo o
Bo o
Bo o
Bo o
Bo o
Li b
Dr a
Bo o
Li b
Bo o
Vi r
Dr a
Vi r
Vi r
Vi r
Vi r
Tr A
Li b
Vi r
Li b
Vi r
UM i
UM i
Ap s
Se r
Dr a
UM i
Ap s
UM i
Bo o
Lu p
Li b
Li b
Bo o
Bo o
Li b
Bo o
Se r
Bo o
Li b
Li b
2. 4
1. 6
1. 8
1. 9
0. 5
3. 1
7. 6
1. 0
2. 4
3. 6
0. 4
0. 7
1. 4
1. 9
1. 2
0. 4
1. 0
6. 2
2. 2
1. 0
40 .
2. 0
4. 2
1. 4
10 .
1. 5
0. 9
1. 0
3. 4
0. 6
5. 2
1. 0
1. 4
4. 3
2. 0
1. 4
3. 0
1. 0
0. 5
2. 7
2. 5
1. 4
1. 1
1. 1
1. 4
2. 6
3. 0
2. 6
2. 8
4. 4
1. 2
2. 9
3. 3
1. 3
0. 1
1. 5
2. 6
0. 9
1. 4
3. 5
13 . p pF , S, R, st e l l a r
15 . p vF , pS , R, eF * in v , be t 2 st
15 . p vF , S
eF , pL , E 17 5 d e g
15 . p pF , S, R
F, mE , B* sf
13 . 2
eF , pS , E, bM N
13 . p F, pS * in ce n t r e
15 . p eF , vS , lE , 2 st in v
15 . p vF , pS
15 . p F, cS , E pf , gb M
vF , pL , E
11 . 6
cB , cL , E 16 5 d e g +/ - , sb M N
10 . 6
Cl , vF , 4' di a m ; 3 F st in ne b ?
vF , vS , sb M , 1s t of 3
vF , vS , sb M , 2n d an d br i g h t e s t
15 . p vF , S, iR
14 . p eF , pS , E 10 d e g , D* in v
14 . p eF , pS , R, be t 2 di s t st
14 . p vF , S, E, gl b M
vF , vS , sb M , 3r d of 3
11 . 2
cB , S, R, sv m b M
10 . 7
B, pS , R, ps m b M
14 . p eF , S, R, di f
14 . p vF , vS , R
15 . p eF , pS , di f , r
15 . p vF , S, R, B* nr f
14 . p pB , pL , R, bM
Cl , pL , pR i , lC
ee F , pS , lE , pB * cl o s e f
F, pS , gb M N , st e l l a r
16 . p F, S, iF , gb M , r
15 . p vF , pS , R
16 . p vF , cS , di f
14 . p eF , vS , lE 23 0 d e g , be t 2 vF st
vF , vS , N
15 . p vF , vL , ir r R , bM
15 . p pB , vS , lE ns
F, iR , bM N
eF , ne b ?
15 . p F, S, di f , *1 3 . 5 nf
9. 0 pB , S, st e l l , N
ee F ? B, st e l l a r ; = 58 2 4
11 . 5
pB , S, mb M
ee F , pS , lE , v di f f i c
16 . p F, vS , R, N
15 . p F, S, iF , *1 0 . 5 f
vF , N, st e l l a r
14 . p vF , S, R, D* np
15 . p eF , vS , R, lb M
7. p Cl , vL , Ri , lC , st 9. . . 1 2
bM , ma g 14
10 . 8
pB , pS
eF , S, R, bM
14 . p pF , pS
F, S, E
7. 9 Cl , cL , Ri , lC M , st 13 . . . 1 4
cS , E 22 5 d e g , bM
15 . p pF , pS , R, mb M , r?
12 . 3
vF , R
15 . p eF , pS , R, v di f f i c
15 . p eF , S, iR
14 . p vF , pS , lE , be t 2 st
10 . 2
vB , pL , R, ps b M N , F* in v s, rr
eF , vS , st e l l a r
vF (o n l y a *1 3 ? )
bM , ma g 14
10 . 0
vB , cL , pm E 14 6 d e g , gb M
14 . p F, S, R, ps b M
15 . p eF , pS , lE , v di f f i c , * f
15 . p eF , S, cl o s e D* sf 7'
vF , vS
ee F , vS
15 . p *1 3 in vF ne b , 3 st p 1s , *8 f 10 s , 15 ' s
15 . p eF , vS , np of 2
ee F , pS , R, be t 2 F st
14 . p eF , vS , sf of 2
11 . 0
cF , S, lE , ps b M
ne b *6 (? ? )
15 . p eF , vS , R
vF , S, lE , vl b M , r
13 . 1
cF , cS , E, p of Dn e b
15 . p vF , vS , R
12 . 4
pF , pS , E, f of Dn e b
15 . p pB , vS , R, lb M
15 . p pB , vS , R, bi N
11 . 8
pB , S, vl E , lb M , am st
15 . p eF , S, R, 2 st nf
14 . p vF , pL , R, in tr i a n g l e of 3 B st
vF , S, di f
pB , S, E ns , N
ee F , S, lE
15 . p vF , S, di f
15 . p vF , vS , R, lb M
F, S, di f , *1 4 sp
14 . p F, S, st e l l N, 58 6 1 sf
pF , cS , R, vg b M (p l a c e ? )
13 . p pB , pL , lE
12 . p F, L, E, r
14 . p F, S, R, mb M
13 . p pF , cS , il E , gb M , *1 4 f
11 . 5
cB , S, E, mb M R N , r
15 . p eF , 58 6 9 s 3'
eF , 58 6 9 s 3' ; = 58 6 5
13 . p pF , S, E, ps b M
eF , fo r m s tr a p e z wi t h 3 ne b p
pB , pL , R, vg v l b M
14 . p *1 2 in eF ne b , S, R
eF , vS , *1 3 f 1s .5 , *1 3 p 2s
14 . p vF , S, R, vm b M , *1 3 nf 0' . 5
15 . p ee F , vS , F* sf , v di f f i c
vF ; on l y a *1 3 ?
14 . p vF , vS
vF , vS , cb M , st in v
vF , S
13 . p pF , pS , E 0d e g +/ 14 . p vF , vS
F, cS , lE , gl b M , am st
15 . p ee F , S, mE
15 . p F, vS , R, bM
13 . p PN , st e l l a r = 9. 5 ma g
vF , S, *1 2 at t n
vF
14 . p cF , vS , R, bM , r
on l y 2 F st (p o s 17 0 d e g , di s t 7" )
vF , L, R, F* at t np , F* nr sf
16 . p ee F , gl b M
ee F , S, lE , F* np
14 . p F, S, R, r, 3 st nr
13 . p eF , L, gb M
11 . 5
pB , pL , pm E 0d e g , ps m b M , * in v
5895
5896
I110 6
I110 7
5902
I111 1
5887
5899
58 8 0
5885
5900
59 0 1
5883
5905
5906
5907
5891
5908
5882
I110 8
I110 9
58 9 7
I453 7
5890
I111 2
5898
I111 3
I453 9
59 0 3
5904
M5
59 1 4
5910
59 1 8
I454 0
59 1 1
59 1 3
5922
59 2 3
I453 8
59 1 7
59 1 9
5915
59 1 6
59 2 0
5921
59 2 4
I111 6
I454 2
I111 5
5926
I111 7
I454 3
5939
I111 8
I111 9
59 2 8
5929
59 3 0
I112 0
59 3 2
59 3 3
I454 6
I454 7
I454 8
59 2 5
I112 1
59 2 7
59 4 9
59 3 4
59 3 5
I112 3
I454 9
I454 4
59 3 1
I112 2
I113 9
5943
59 4 5
I454 1
5936
I112 4
5947
I114 3
59 3 7
59 4 0
59 4 1
59 5 0
59 4 2
59 4 4
I112 9
5948
I112 5
5963
5951
I455 1
5965
5953
59 5 4
I455 7
59 5 8
5952
I455 0
5969
59 5 6
I112 6
I455 2
I455 3
5955
I455 4
5961
59 5 7
5946
I455 6
59 7 1
5966
I455 8
I456 0
I112 7
I455 9
I456 2
I456 3
59 6 0
5938
5962
I456 4
I456 5
I456 6
59 7 6
I456 1
59 5 9
Gx
Gx
Gx
Gx
Gx
13.8
13.8
14 . 0
14 . 2
14.4
14 . 4
14.8
15.0
15 . 1
15.1
15.1
15 . 1
15.2
15.4
15.8
15.9
16.3
16.7
16.8
16 . 8
17 . 1
17 . 4
17 . 5
17.9
17 . 9
18.2
18 . 3
18 . 5
18 . 6
18.6
+4 1
+4 1
+04
+04
+5 0
+54
+0 1
+4 2
- 14
- 10
+4 2
+42
- 14
+5 5
+5 6
+5 6
- 11
+5 5
- 45
- 45
+05
- 21
+02
- 17
+07
- 24
+12
+32
- 24
+0 2
59
59
43
43
21
32
08
03
34
05
13
12
37
31
20
19
31
25
39
39
15
01
02
35
13
06
29
24
04
05
r
r
z
z
r
d
r
s
F
s
s
r
D
s
h
s
r
s
s
d
z
s
z
r
z
s
m
m
s
s
Bo o
Bo o
Ser
Ser
Bo o
Boo
Se r
Bo o
Lib
Li b
Bo o
Boo
Li b
Dr a
Dr a
Dr a
Li b
Dr a
Lu p
Lup
Ser
Lib
Ser
Li b
Ser
Li b
Ser
CrB
Lib
Se r
G x 1 5 18 . 7
Gx 1 5 1 9 . 3
G x 1 5 19 . 3
1 5 20 . 1
G x 1 5 20 . 4
G x 1 5 20 . 9
Gx 1 5 2 1 . 2
G x 1 5 21 . 2
G x 1 5 21 . 2
G x 1 5 21 . 4
G x 1 5 21 . 5
Gx 1 5 2 1 . 6
G x 1 5 21 . 6
G x 1 5 21 . 8
Gx 1 5 2 1 . 9
G x 1 5 21 . 9
G x 1 5 21 . 9
1 5 22 . 1
* 1 5 22 . 4
Gx 1 5 2 3 . 4
1 5 24 . 4
P l 1 5 24 . 6
Gx 1 5 2 4 . 8
G x 1 5 25 . 1
G x 1 5 25 . 7
G x 1 5 25 . 9
Gx 1 5 2 6 . 1
G x 1 5 26 . 1
1 5 26 . 2
G x 1 5 26 . 8
G x 1 5 27 . 0
G x 1 5 27 . 0
G x 1 5 27 . 3
1 5 27 . 4
O C 1 5 27 . 7
G x 1 5 27 . 8
G b 1 5 28 . 0
G x 1 5 28 . 0
G x 1 5 28 . 2
G x 1 5 28 . 3
1 5 28 . 9
G x 1 5 29 . 2
1 5 29 . 4
G x 1 5 29 . 5
G x 1 5 29 . 5
G x 1 5 29 . 6
Gx 1 5 2 9 . 8
G x 1 5 29 . 8
G x 1 5 29 . 9
Gx 1 5 3 0 . 0
1 5 30 . 0
Gx 1 5 3 0 . 7
G x 1 5 30 . 7
G x 1 5 30 . 8
G x 1 5 31 . 2
G x 1 5 31 . 5
G x 1 5 31 . 5
G x 1 5 31 . 6
G x 1 5 31 . 7
G x 1 5 32 . 0
- 15 32.9
G x 1 5 33 . 1
Gx 1 5 3 3 . 5
Gx 1 5 3 3 . 7
1 5 33 . 9
Gx 1 5 3 4 . 0
Gx 1 5 3 4 . 5
G x 1 5 34 . 6
G x 1 5 34 . 6
G x 1 5 34 . 7
Gx 1 5 3 4 . 8
1 5 34 . 8
Gx 1 5 3 4 . 9
G x 1 5 35 . 0
1 5 35 . 0
1 5 35 . 0
G x 1 5 35 . 0
Gx 1 5 3 5 . 1
1 5 35 . 1
Gx 1 5 3 5 . 2
G x 1 5 35 . 4
Gb 1 5 3 5 . 5
G x 1 5 35 . 5
G x 1 5 35 . 6
Gx 1 5 3 5 . 8
1 5 35 . 8
1 5 35 . 8
1 5 35 . 9
1 5 35 . 9
G x 1 5 36 . 0
G x 1 5 36 . 0
G x 1 5 36 . 2
Gx 1 5 3 6 . 4
Gx 1 5 3 6 . 5
1 5 36 . 6
G x 1 5 36 . 6
G x 1 5 36 . 7
G x 1 5 36 . 8
G x 1 5 36 . 9
G x 1 5 37 . 4
+41
+2 0
+45
+01
+03
- 02
+4 1
+41
- 23
- 07
+07
- 13
- 13
+07
+0 5
+31
+08
+33
- 04
+1 2
+15
+13
+6 8
+13
- 03
+18
+4 1
+41
+18
+48
+48
+28
+28
+28
- 54
+06
- 50
+64
+42
+42
+42
+32
- 50
+07
+07
+82
+4 2
+42
- 70
+1 2
+23
+4 2
+82
- 02
+07
+07
+40
+07
+07
+68
+0 3
- 01
+5 6
+1 5
+06
+5 6
+1 5
+15
+39
+28
+0 4
- 50
+5 6
+11
+05
+04
+23
+0 5
+23
+3 0
+12
- 50
+25
+56
+3 9
+25
+39
+23
+25
+43
+39
+05
- 66
+1 6
+43
+43
+43
+59
+25
- 16
52
55
54
47
32
35
40
43
39
22
44
06
10
42
04
14
26
10
28
42
27
29
45
26
39
05
40
41
52
37
37
51
48
51
31
49
40
46
55
56
53
50
35
35
35
36
47
55
35
59
38
43
28
49
28
20
26
18
19
15
59
38
35
00
01
42
12
12
44
40
57
39
28
45
00
42
29
04
28
51
03
40
19
29
47
21
51
29
21
29
50
40
52
37
31
25
33
23
25
37
r
r
r
d
r
r
h
s
c
r
r
s
s
s
s
r
m
d
F
r
d
x
r
m
m
r
s
s
d
r
r
m
z
d
s
z
s
s
r
r
d
m
d
r
m
z
r
r
c
s
D
r
v
r
r
r
r
r
r
u
r
u
s
s
x
s
s
s
z
r
r
d
r
r
x
d
s
r
d
s
s
s
m
r
r
d
d
d
d
v
m
r
c
s
d
u
v
v
m
r
Boo
Se r
Boo
Ser
Ser
Ser
Bo o
Boo
Lib
Lib
Ser
Li b
Lib
Ser
Se r
CrB
Ser
Boo
Lib
Se r
Ser
Ser
UM i
Ser
Ser
Ser
Bo o
Boo
Ser
Boo
Boo
CrB
CrB
CrB
Nor
Ser
Lup
Dra
Boo
Boo
Boo
Boo
Nor
Ser
Ser
UMi
Bo o
Boo
Aps
Se r
Ser
Bo o
UMi
Ser
Ser
Ser
Boo
Ser
Ser
UMi
Se r
Ser
Dr a
Se r
Ser
Dr a
Se r
Ser
Boo
CrB
Se r
Nor
Dr a
Ser
Ser
Ser
Ser
Se r
Ser
Cr B
Ser
No r
Ser
Dra
Bo o
Ser
Boo
Ser
Ser
Boo
Boo
Ser
Tr A
Se r
Boo
Boo
Boo
Dra
Ser
Lib
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15
15.
15.
15.
15.
15.
3.0
3.5
1.6
4.2
0.5
12 . 3
3.2
0.1
12.6
1.7
0.6
0.4
2.0
17 . 4
0.5
2.0
2.6
1.6
2.9
1.4
4.9
1.2
0.8
0.5
1.1
2.0
0.6
15.
12.0
2.4
0.5
0.2
2.0
1.5
1.8
1.2
1.7
3.5
3.5
5.4
2.0
1.3
2.0
0.8
3.0
7.1
0.4
1.5
0.7
2.8
2.8
1.0
2.0
1.0
0.3
p
p
p
p
p
15. p
11.8
15. p
11.7
15. p
12.
14.
10.4
14.
11.9
11.
15.
8. 6
16.
14.
15.
11.5
15.
15.
11.5
5.8
p
p
p
p
p
p
p
p
p
p
v F , S , E n s , ap p a r e n t l y c o n n w i t h 5 8 9 6
vF, vS, R
vF , v S , R , g b M
F, v S , R, gb M
v F , v S , st e l l a r
pB , S , R, 2 st nr
p F , p S , gb M
c B , p L , pm E , sm b M N
eF , v S , R , b M , in f i e l d w i t h 5 8 8 3
F , cL , R , v g b M
vF, S, vlE, gbM
cl o s e n o f 5 9 0 0 , eF , S
v F , p S , st e l l a r N
p F , p S , iR
a r a y , v m E , p a r to 5 9 0 7 a n d cl o s e p it
c B , v L , vm E 1 5 5 d e g , vg , p s b M N
v F , p S , lE , g b M , * 1 1 f
pF, pS, R
P N , v S , R , q u i t e sh a r p
st e l l a r , g a s e o u s sp e c t r u m
ee F , pS , R , * n f , v di f f i c
gl o b . c l . , pF , L , v i R , v g b M , rr r
eF , v S , R , b M
vF, vS, E 235d e g
ee F , pS , R
F , S, R, g b M
eF , * 1 2 n r
F, S , R , v l b M
cF , S , R, gp m b M
! ! , g l o b . c l . , vB , L , eC M , st 11 . . . 1 5 ;
1 5 . p F, v S , R, F st in v
15. p vF, S, er
1 4 . p cF , L , pm E , gl b M , * * s
vF , p S , m E , B* nr
1 4 . p vF , v S , 2 S st in v
1 4 . p vF , p L , v l E , r
15. p eF, S
1 5 . p vF , p L , v l E , v g b M
ee F , vL
1 4 . p eF , v S , p s b M
1 5 . p ee F , pS , l E , n p o f 2
1 2 . p B , S, R, g l b M , p o f 2
1 4 . p F, S , l E , gl b M , f o f 2
13.6
ee F , pS , l E , s f o f 2
10.8
c B , c L , iR , v s b M * 1 2 , a m s t
1 5 . p ne b * , v F , S, F * c l o s e s
1 5 . p ee F , S, R
F, S , R , N , *1 2 s p
on l y a D* , 1 2 . 5 & 1 3 . 5 ,
di s t 5"
1 5 . p F , vS , 2 s t n r
F, v S , R, lb M
eF , p S , v F * nr np
1 3 . p p B , p S , lE
1 5 . p pB , v S , R , S * n r
1 5 . p F, p S , R, *1 1 . 5 n f
1 4 . p pB , c S , R , p s b M , *7 n
1 3 . p v F , v S , sp of D n e b
1 3 . p pF , p S , R , n f o f Dn e b
eF , e S , v F , * a t t
1 5 . p vF , p S , R , n p o f 2
1 5 . p ee F , vS , R , sf of 2
1 5 . p F, v S , R, *1 3 a t t
1 5 . p F, S , R , N , r
vF , S , iF , r
8. p Cl , v L , v R i , l C , st 11 . . . 1 4
1 6 . p ee F , eS , s t e l l a r , v F * cl o s e
8. 3 gl o b . c l . , cB , L , R , vg b M , r r r , s t 1 5
1 3 . p F, S , l E 4 5 d e g +/ - , v g l b M
1 4 . p F, S , i r r , l E n s , 2 S st in v
1 5 . p *1 3 - 1 4 se e m s s l i g h t l y ne b s
vF , e S , s t e l l a r
1 5 . p F, c S , E p f
PN , st e l l a r
1 5 . p eF , p L , R
1 5 . p vF , p S , m b M , * 1 1 p 1 '
1 6 . p ee F , S, l E , v d i f f i c
1 4 . p v F , p S , di f
1 4 . p pF , p L , g m b M , S * at t n p
eF , v S , m E 1 5 0 d e g , su s p
12.4
F , pL , i R , vg b M , r
pB , c S , E 25 0 d e g , N
15. p vF, S, dif
pF , v S , R , * n r
1 3 . p pB , p S , R , v g b M , 3 s t f
1 4 . p eF , p S , R , F * p , 1s t o f 4
1 5 . p ee F , S, R , 2 n d of 4
1 5 . p vF , S , R, S* n p
1 5 . p ee F , S, R , 3 r d of 4
1 5 . p ee F , S, R , 4 t h of 4
1 4 . p vF , p S , i R , D* nf
F * in vF n e b y , v F * c l o s e
1 4 . p F, p L , R, di f
1 2 . p p F , p S , iF
1 3 . p F , pS , E 1 5 0 d e g +/ ee F , L, R , v d i f ; = 59 6 4
1 3 . p c F , c L , lE
1 3 . p p B , c S , p o f Dn e b
1 4 . p pB , c S , f of D n e b
1 6 . p F, v S , N
1 3 . p pF , p L , i R , bM , r
1 5 . p e F , v S , al m s t e l l ; = IC 1 1 2 6
B, p S , lE
15. p eS, R, stel l a r
1 3 . p F, S , R , * 1 6 c l o s e f
*1 3 , ne b u l o u s ? ; = 5 9 5 2
eF , p S , R
1 4 . p F, S , R , g b M
1 5 . p e F , v S , st e l l a r
vF , v S , N , s t e l l
14. p pF, S, E pf
1 3 . p pB , p L , c o m , l b M
9 . 6 g l o b . cl . , c B , pL , R , vg l b M , r r r , s t 16
1 5 . p F, S , R , N
1 5 . p ee F , vS , R , lb M
14. p vF, S, R, gbM, 2 st 8 f
vF , v S
vF , v S ; 5 9 6 6 s f
pF
F, v S , R, N
pB , S , R, mb M , F* o r n e b 1' n f
1 4 . p vF , v S , N
1 5 . p vF , S , ne b *
F , S, am s t
11.4
p F , p L , il E , gb M
pF , R , gb M
1 5 . p F, R , g b M
pF , R , gb M
14.8
ee F , S, R
1 5 . p F, v S , R, N
1 4 . p vF , p S , v l E , b M N
=
I4 5 6 7
59 6 4
I1 1 3 0
59 8 1
I1 1 2 8
59 7 0
59 8 2
59 7 2
I1 1 3 1
59 7 4
59 8 5
59 6 8
59 8 7
59 7 5
I1 1 3 2
I4 5 6 8
59 7 3
59 7 7
I4 5 6 9
I1 1 3 3
I4 5 7 0
59 8 0
59 8 9
I4 5 4 5
I4 5 7 2
I4 5 7 4
I4 5 7 3
I4 5 7 5
59 7 8
I4 5 7 6
59 8 3
I4 5 7 7
I4 5 7 9
59 8 4
I4 5 8 0
I4 5 8 1
59 9 2
59 9 3
59 8 8
I1 1 3 4
59 9 1
I1 1 3 5
I4 5 8 2
59 8 6
I1 1 4 5
59 9 0
I4 5 8 3
60 1 1
59 9 4
59 9 6
59 9 7
I1 1 3 6
59 7 9
60 0 1
60 0 2
59 6 7
I1 1 3 8
I4 5 5 5
59 9 5
I1 1 4 6
I1 1 3 7
I4 5 7 1
I1 1 4 0
60 0 3
59 9 8
I1 1 4 2
I1 1 4 1
60 0 0
I1 1 4 7
60 0 4
I1 1 4 4
60 1 5
59 9 9
60 1 9
I1 1 5 4
60 0 8
60 1 3
60 0 6
60 2 4
I4 5 7 8
60 0 7
60 0 9
60 1 2
60 1 0
I4 5 8 6
I1 1 6 4
60 6 8
60 0 5
60 1 4
60 1 6
I1 1 5 2
I1 1 5 3
I1 1 4 8
60 1 7
60 2 0
60 1 8
60 2 1
60 4 8
60 2 2
60 2 3
I1 1 4 9
I1 1 5 0
I1 1 5 1
60 2 7
I1 1 8 7
I4 5 8 7
I4 5 8 4
I4 5 8 5
I1 1 5 5
I1 1 5 6
I1 1 5 7
I1 1 5 9
60 7 1
I1 1 6 0
I1 1 6 1
I1 1 6 2
60 2 6
60 2 8
I1 1 5 8
I1 1 6 3
60 3 0
60 2 9
I1 1 6 5
I1 1 6 6
60 3 8
60 3 2
60 3 4
60 3 5
60 2 5
I1 1 6 7
I1 1 6 8
135
15 37 . 5
Gx 15 37 . 6
Gx 15 37 . 8
Gx 15 37 . 9
15 37 . 9
Gx 15 38 . 5
Gx 15 38 . 7
Gx 15 38 . 8
Gx 15 38 . 9
Gx 15 39 . 0
Gx 15 39 . 6
Gx 15 39 . 9
Gx 15 39 . 9
Gx 15 40 . 0
Gx 15 40 . 0
Gx 15 40 . 1
Gx 15 40 . 2
Gx 15 40 . 4
Gx 15 40 . 8
Gx 15 41 . 2
Gx 15 41 . 3
Gx 15 41 . 4
Gx 15 41 . 5
Gx 15 41 . 5
Gx 15 41 . 9
Gx 15 42 . 0
Gx 15 42 . 2
15 42 . 3
Gx 15 42 . 4
Gx 15 42 . 6
Gx 15 42 . 7
15 42 . 7
15 42 . 8
Gx 15 42 . 9
Gx 15 43 . 2
Gx 15 44 . 0
Gx 15 44 . 4
Gx 15 44 . 5
Gx 15 44 . 6
Gx 15 44 . 9
Gx 15 45 . 3
Gx 15 45 . 6
Gx 15 45 . 7
Gb 15 46 . 1
15 46 . 2
Gx 15 46 . 4
Gx 15 46 . 4
Gx 15 46 . 6
Gx 15 46 . 8
Gx 15 46 . 9
Gx 15 47 . 4
Gx 15 47 . 6
Pl 15 47 . 7
Gx 15 47 . 7
Gx 15 47 . 7
Gx 15 48 . 1
Gx 15 48 . 2
Gx 15 48 . 3
Gx 15 48 . 4
Gx 15 48 . 5
15 48 . 9
Gx 15 48 . 9
15 49 . 1
Gx 15 49 . 3
- 15 49 . 4
15 49 . 4
15 49 . 6
Gx 15 49 . 9
Gx 15 50 . 1
Gx 15 50 . 3
Gx 15 51 . 3
Gx 15 51 . 4
OC 15 52 . 2
Gx 15 52 . 3
Gx 15 52 . 5
Gx 15 52 . 9
Gx 15 52 . 9
Gx 15 53 . 0
Gx 15 53 . 2
Gx 15 53 . 2
Gx 15 53 . 4
Gx 15 53 . 5
Gx 15 54 . 2
Gx 15 54 . 4
15 54 . 9
15 55 . 1
Gx 15 55 . 4
OC 15 55 . 8
Gx 15 55 . 8
Gx 15 55 . 9
Gx 15 56 . 7
15 56 . 8
15 56 . 9
Gx 15 57 . 2
Gx 15 57 . 2
Gx 15 57 . 5
Gx 15 57 . 5
Gx 15 57 . 6
Gx 15 57 . 8
Gx 15 57 . 8
15 58 . 0
15 58 . 3
Gx 15 58 . 5
Gx 15 59 . 2
Gx 15 59 . 3
Gx 15 59 . 9
Gx 16 00 . 2
Gx 16 00 . 3
Gx 16 00 . 6
Gx 16 00 . 6
Gx 16 01 . 0
16 01 . 0
Gx 16 01 . 1
16 01 . 1
Gx 16 01 . 3
Gx 16 01 . 3
Pl 16 01 . 4
Gx 16 01 . 4
Gx 16 01 . 5
Gx 16 01 . 5
Gx 16 01 . 8
Gx 16 02 . 0
16 02 . 1
Gx 16 02 . 1
Gx 16 02 . 6
Gx 16 03 . 0
Gx 16 03 . 4
Gx 16 03 . 4
OC 16 03 . 7
Gx 16 03 . 9
Gx 16 04 . 0
+4 3
+0 5
+1 7
+5 9
- 01
+1 2
+5 9
+1 7
+1 2
+3 1
+5 9
- 30
+5 8
+2 1
+2 0
+2 8
- 08
+1 7
+2 8
+1 5
+2 8
+1 5
+5 9
- 81
+2 8
+2 8
+2 3
+2 3
- 13
+2 3
+0 8
+2 3
+2 3
+1 4
+2 8
+2 8
+4 1
+4 1
+1 0
+1 6
+2 4
+1 7
+2 8
- 37
+7 2
+0 2
+2 3
+7 2
+1 7
+1 7
+0 8
- 01
- 61
+2 8
+2 8
- 75
+2 6
- 78
- 13
+6 9
+0 8
- 67
+1 9
+1 9
- 28
+1 8
+1 2
- 29
+6 9
+1 8
+4 3
+6 2
- 56
+6 4
+7 0
+2 1
+4 0
+1 2
+6 4
- 74
+1 1
+1 2
+1 4
+0 0
+0 6
+7 0
+7 9
- 57
+0 5
+2 6
+4 8
+4 8
+2 2
+0 6
+2 2
+1 5
+1 5
+7 0
+1 6
+1 6
+1 2
+1 5
+1 7
+2 0
+7 0
+2 5
- 66
- 66
+1 5
+1 9
+1 5
+1 5
+7 0
+1 5
+1 5
+1 7
- 34
+1 9
+0 1
+1 5
+1 7
+1 2
+1 5
+2 6
+3 7
+2 0
+1 7
+2 0
- 60
+1 4
+1 4
16
59
15
23
33
11
21
02
05
45
20
33
05
28
40
09
37
07
17
34
14
47
45
38
07
15
48
48
14
41
14
47
46
14
22
17
05
07
17
58
37
42
06
47
27
24
49
09
51
52
19
33
13
38
37
40
12
11
47
23
35
19
04
01
36
09
24
24
33
56
25
19
28
51
23
08
39
02
56
50
57
05
35
32
01
35
00
26
57
59
05
10
25
00
24
51
56
42
16
18
05
52
27
45
34
57
23
19
42
44
31
25
37
29
39
41
32
21
43
30
58
34
42
20
21
58
12
54
30
57
54
d
s
m
s
d
s
s
r
v
s
s
s
s
r
m
z
r
r
m
u
u
s
r
c
m
z
z
d
r
z
r
d
d
s
z
z
s
r
r
m
r
m
u
s
d
r
m
r
r
r
r
z
s
r
m
s
u
c
r
m
d
c
d
r
r
d
d
t
m
r
m
s
s
r
u
r
r
r
r
c
s
r
s
r
x
d
s
s
r
r
m
d
x
r
s
s
s
s
s
s
d
d
x
s
m
z
c
c
v
x
m
d
r
d
m
x
s
s
s
m
r
r
d
z
r
s
r
s
s
m
m
Bo o
Se r
Se r
Dr a
Se r
Se r
Dr a
Se r
Se r
Cr B
Dr a
Lu p
Dr a
Se r
Se r
Cr B
Li b
Se r
Cr B
Se r
Cr B
Se r
Dr a
Ap s
Cr B
Cr B
Se r
Se r
Li b
Se r
Se r
Se r
Se r
Se r
Cr B
Cr B
Bo o
Bo o
Se r
Se r
Se r
Se r
Cr B
Lu p
UM i
Se r
Se r
UM i
Se r
Se r
Se r
Se r
Tr A
Cr B
Cr B
Ap s
Cr B
Ap s
Li b
Dr a
Se r
Tr A
Se r
Se r
Sc o
Se r
Se r
Sc o
Dr a
Se r
He r
Dr a
No r
Dr a
UM i
Se r
He r
Se r
Dr a
Ap s
Se r
Se r
Se r
Se r
Se r
UM i
UM i
No r
Se r
Cr B
He r
He r
Se r
Se r
Se r
Se r
Se r
UM i
Se r
Se r
Se r
Se r
Se r
Se r
UM i
Cr B
Tr A
Tr A
Se r
He r
Se r
Se r
UM i
Se r
He r
He r
Lu p
He r
Se r
Se r
He r
Se r
He r
Cr B
Cr B
He r
He r
He r
Tr A
Se r
Se r
4. 2
0. 6
2. 8
3. 0
2. 9
1. 0
0. 5
5. 5
2. 2
4. 7
1. 1
0. 5
1. 3
1. 0
2. 1
2. 0
0. 9
3. 0
1. 1
0. 4
0. 6
1. 4
9. 8
0. 8
0. 1
0. 2
2. 9
1. 0
1. 9
0. 9
1. 4
1. 9
0. 4
0. 6
5. 4
5.
1. 8
2. 1
1. 9
2. 3
1. 2
3.
1. 0
1. 7
1. 8
2. 1
2. 5
0. 8
1. 4
2. 2
0. 3
1. 7
2. 0
1. 3
0. 6
0. 6
0. 8
1. 7
2. 9
0. 2
1. 8
1. 2
12 .
0. 5
0. 5
pF , R, gb M
13 . p eF , vL , R, vg b M , r; = IC 45 5 1 ?
15 . p vF (a n o t h e r 2' sp ? ) , *8 . 7 f
13 . 0
F, mE
pF , pS , R
11 . 4
pF , pL , R, rr
11 . 1
cB , S, R, ps b M , r
15 . p F, pS , ir r R
pF , vS , R, st e l l a r , 59 7 0 np
14 . p vF , vS , R, bM
11 . 0
pB , cL , iE , r
13 . p vF , L, R, gb M , r
13 . p pF , cS
14 . p vF , vS , ir r R , se v vF st in v
14 . p no de s c r
15 . p F, S, R, N
F, S, iR
15 . p eF , S, R, lb M
15 . p pB , D *1 3 in S ne b
15 . p pB , pL , iF
15 . p F, cS , R
13 . p F, pS , E 0d e g
13 . p vF , vS
ee F , eS , mE 14 5 d e g , be t 2 vF st , su s p
15 . p pB , cS , gb M , di f , r
16 . p pF , S, R
16 . p F, vS , di f , r
F, S, di f , r, *1 5 at t
14 . p eF , vS , sb M N , am st
15 . p F, vS , R, N, *1 4 np
15 . p eF , eS , R, vl b M
F, S, R, gb M , r
F, S, R, gb M , r
13 . p pB , S, E 13 5 d e g +/ - , bM
15 . p F, S, R
15 . p F, S, iF , *1 2 . 5 nr
14 . p vF , vS , R, bM , sp of 2
14 . p cF , vS , R, bM , nf of 2
15 . p ee F , pS , R, F* nr n
15 . p vF , vS , di f
14 . p pF , S, R, mb M
15 . p vF , vS , R
15 . p F, S, E pf , gb M , *1 2 . 5 f 6s .5
7. 1 !, gl o b . cl . , vB , L, R, vg b M , st 13 . . . 1 5
ee F , pS , R, 60 1 1 nr
13 . p vF , vS , R, gb M
15 . p F, vS , E, N, r
14 . p vF , S, E 90 d e g +/ - , vS * f
15 . p S, sp 59 9 6
13 . p pF , cS , R, r, be t 2 D st
15 . p eF , ee S , st e l l
15 . p F, eS , st e l l a r
!, PN , pF , vS , R, r? am 15 0 st
14 . p vF , S, R
17 . p ne b 10 0 " s of 60 0 1
12 . p F, pL , R, vg b M
15 . p vF , S, iF , lb M , r
vF , vS , eE 55 d e g , bM
14 . p eF , S, R, vS * p
14 . p vF , pS , R, 2 st nr , sp of 2
vF , S, R, *9 cl o s e np
cF , cS , mE 15 5 d e g
vF (S Cl ? ) , *9 . 5 cl o s e
14 . p F, vS , S* in v
Cl , pL , pR i , st vS
vF , di f
vF , vS , R
vF , S, R, sb M
15 . p ee F , S, R, nf of 2
13 . p vF , pL , lE , lb M
15 . p ee F , vS , R, * sf
11 . 2
B, mE
9. p Cl , L, pR i , st 12 . . . 1 4
15 . p ee F , S, R, v di f f i c
15 . p vF , pS , R
14 . p vF , R, pL , bM
14 . p eF , vS , iR , lb M
15 . p vF , S
15 . p pF , pS , R, bM , * cl o s e
eF , eS , cE 14 0 d e g , be t 2 vF st
14 . p F, pL
15 . p F, vS , st e l l
13 . p F, be t 2 B st
13 . p pF , S, E 90 d e g +/ - , gb M , r
eF , S, R, be t *8 f & cu r v e of st p; = 60 1 4
*1 3 wi t h ne b ?
13 . p vF , vS , lE 0d e g , r
10 . 7
Cl , pS , pR i , mC , st 16
14 . p pB , pL , E; = IC 45 8 6
15 . p vF , S, E
14 . p vF , S, R, sp of 2
pF , pS , R, bM , * nf , nf of 2
ne b *; = 60 2 0
14 . p !, vF , vS , R, di s c g, sm b M
12 . 6
eF , eS , iR , lb M ; = IC 11 4 8 ?
15 . p vF , S, lE , p of 2
14 . p eF , vS , lE , f of 2
14 . p F, R, bM
15 . p eF , eS
15 . p F, S, R, bM
ee F , pS , R, am 4 st , v di f f i c
2 S st in F ne b y
13 . p vF , pL , di f
12 . 4
eF , vF * in v , 2 vF st nr
16 . p *1 3 wi t h ne b
15 . p eF , eS , T CB r sp
eF , S, iF
eF , S, iF
vF , S, di f f i c
15 . p ee F , pS , lE , 2 st nr
16 . p vF , vS
vF , eS , R
15 . p eF , vS
vF , vS , R
15 . p F, vS , R, vS N
15 . p vF , vS , R, di f f i c (a n o t h e r su s p )
F, S, R, gp m b M , tr i a n g l e of st np
13 . 2
vF , pS , no Nu c l
13 . p ee F , pL , iR
15 . p F, R, vS N
14 . p pF , vS , R, bM
15 . p vF , vS
vF , S, di f f i c
15 . p vF , vS , vF , * nf
14 . p vF , S, R, *1 0 sf
15 . p vF , pL , lE , vl b M , np of 2
15 . p ee F , vS , R, v di f f i c
14 . p vF , pL , lE , sf of 2
5. 1 Cl , B, vL , pR i , lC , st 7. . .
F, vS , R
16 . p pF , vS , iF , D? , 3 F st n
I116 9
60 3 3
60 3 6
60 3 7
6039
60 4 0
60 5 8
6079
I117 0
I120 0
6041
6042
6043
60 4 6
6051
I117 1
I117 2
I458 8
6044
60 4 5
60 4 7
60 5 2
I117 3
I117 5
I117 7
60 5 0
60 5 3
60 5 4
I117 4
I117 6
I117 9
I118 0
60 5 5
60 5 6
I117 8
6057
I118 1
I118 2
I118 3
6049
I118 4
I118 5
I118 6
I120 1
60 6 0
I118 8
I118 9
60 6 1
6062
I119 0
I119 1
I119 3
6094
I119 2
I119 4
I119 5
6064
I120 4
6063
6059
I458 9
6065
6031
60 6 6
60 6 9
6091
I119 6
I119 7
I459 0
I119 8
60 7 0
60 7 3
I119 9
6088
6076
60 7 7
6095
I459 4
60 7 4
6075
6090
I459 3
I459 2
6078
I459 1
6085
60 8 6
60 8 9
60 9 2
60 7 2
60 8 1
I120 2
6080
6067
60 8 3
60 8 4
6097
I120 5
I121 0
60 9 6
I120 3
I120 6
6111
I121 2
6082
6098
60 9 9
6102
I121 5
6103
I120 8
I121 6
I121 7
I459 6
I121 4
61 0 4
I121 1
I121 8
6093
14;
6100
61 0 5
61 0 7
61 2 3
61 0 8
61 1 0
61 0 9
I459 7
6112
I459 8
6114
Gx
Gx
Gx
Gx
*
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
*
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Nb
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
=
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
M
16
16
16
16
16
16
16
16
16
16
16
04 . 2
04 . 4
04 . 4
04 . 4
04.4
04 . 4
04 . 4
04.5
04 . 5
04 . 5
04.6
04.6
04.9
04 . 9
04.9
04 . 9
04 . 9
04 . 9
05.0
05 . 1
05 . 1
05 . 2
05 . 2
05 . 3
05 . 3
05 . 4
05 . 4
05 . 4
05 . 4
05 . 4
05 . 4
05 . 4
05 . 5
05 . 5
05 . 5
05.6
05 . 6
05 . 6
05 . 6
05.7
05 . 7
05 . 7
05 . 7
05 . 8
05 . 9
06 . 1
06 . 2
06 . 3
06.3
06 . 3
06 . 5
06 . 5
06.6
06 . 6
06 . 7
06 . 7
07.0
07 . 1
07.2
07.4
07 . 4
07.5
07.6
07 . 7
07 . 7
07.8
08 . 0
08 . 3
08 . 3
08 . 6
10 . 0
10 . 1
10 . 6
10.7
11.1
11 . 1
11.1
11 . 3
11 . 4
11.4
11.7
11 . 7
12 . 0
12.1
12 . 3
12.5
12 . 6
12 . 7
12 . 7
13 . 0
13 . 0
13 . 0
13.1
13.2
13 . 3
14 . 2
14.3
14 . 3
14 . 5
14 . 7
15 . 3
15 . 3
15.5
15 . 5
15.6
15.6
15 . 6
15.6
15 . 6
15.7
15 . 7
16 . 0
16 . 1
16 . 1
16 . 2
16 . 5
16 . 8
16 . 8
17.0
+13
- 02
+03
+03
+1 7
+17
+40
+6 9
+17
+69
+1 7
+1 7
+1 7
+19
+2 3
+17
+17
+23
+1 7
+17
+17
+20
+17
+18
+18
+17
+18
+17
+15
+17
+17
+18
+18
+17
+17
+1 8
+17
+17
+17
+0 8
+17
+17
+17
+69
+21
+17
+18
+18
+1 9
+18
+18
+17
+7 2
+17
+17
+17
+2 0
+69
+0 7
- 06
- 06
+1 3
- 54
+13
+38
+6 9
+10
+07
+28
+12
+00
+16
+10
+5 7
+2 6
+26
+6 1
+23
+14
+2 3
+5 2
+12
- 19
+1 4
- 27
+2 9
+29
+33
+27
- 36
+09
+09
+0 2
- 54
+14
+17
+3 5
+09
+62
+26
- 22
+11
+6 2
+64
- 34
+1 9
+19
+2 8
+68
+3 1
+36
+68
+69
- 22
+65
+35
+53
+68
- 22
45
08
52
48
42
45
41
38
43
42
43
42
47
21
56
59
52
56
52
45
43
32
25
08
19
46
08
47
02
58
45
07
10
58
36
10
35
48
46
06
47
43
22
37
30
27
11
15
47
14
16
43
30
46
46
12
33
56
58
25
23
52
04
56
55
55
47
32
29
20
43
42
02
28
52
56
16
40
15
57
27
04
28
12
56
22
29
02
58
14
52
52
10
13
10
45
06
31
33
34
20
18
44
14
15
27
27
09
25
57
32
22
41
38
58
42
01
13
59
u
r
r
r
A
s
s
D
x
u
s
r
r
r
s
x
x
u
v
v
s
s
v
x
x
s
A
r
u
x
x
x
s
s
v
r
v
v
v
r
x
s
v
u
s
x
v
s
r
x
x
x
r
x
v
v
r
D
r
D
F
r
s
r
r
r
u
u
m
m
s
r
u
r
r
r
r
d
r
r
s
x
s
r
d
r
s
r
r
s
r
u
r
s
r
r
r
m
u
r
d
u
D
z
r
r
r
r
u
r
z
u
d
c
u
r
u
m
s
Ser
1.0
Ser
Ser
Ser
He r
Her
1.6
Her
0.4
Dr a
Her
0.3
UMi
1.4
He r
1.6
He r
He r
Her
Se r
1.9
Her
Her
Ser
2.1
He r
0.5
Her
1.3
Her
1.3
Her
1.0
Her
1.3
Her
Her
Her
Her
Her
Ser
1.0
Her
Her
0.6
Her
Her
1.5
Her
Her
1.4
He r
Her
1.1
Her
0.6
Her
0.9
Se r
Her
0.1
Her
0.8
Her
0.8
Dra
1.1
Her
2.2
Her
0.5
Her
0.6
Her
1.4
He r
Her
Her
0.5
Her
0.4
UM i
Her
0.7
Her
0.5
Her
0.6
He r
UMi
Se r
Op h
Oph
Se r
No r
2.
Ser
CrB
UM i
Ser
1.1
Ser
2.8
CrB
0.3
Ser
0.6
Ser
3.6
Her
Ser
1.3
Dr a
Cr B
CrB
Dr a
Her
Her
He r
Dr a
1.9
Her
2.0
S c o 15 0 .
He r
Sco
Cr B
CrB
2.0
CrB
CrB
Sco
1.2
Her
Her
1.7
Se r
No r 13 .
Her
Her
Cr B
Her
0.6
Dra
1.6
CrB
Sco
Her
1.1
Dr a
Dra
Sc o
He r
Her
Cr B
Dra
1.3
Cr B
CrB
Dra
1.1
Dra
Sco
1.9
Dra
1.1
CrB
Dra
1.2
Dra
0.9
Sc o
8.9
14.
15.
14.
15.
17.0
17 . 0
17 . 2
17 . 2
17 . 3
17 . 6
17 . 7
17 . 8
17.9
18 . 2
18.3
+0 0
+34
+34
+61
+35
+35
+35
- 34
+3 5
- 31
+3 5
48
52
53
56
07
05
00
22
06
27
10
r
r
r
r
r
r
s
d
r
d
r
Se r
CrB
CrB
Dra
CrB
CrB
CrB
Sco
Cr B
Sco
Cr B
1.3
p
p
p
p
15. p
13. p
14. p
13.7
15. p
15. p
13.0
15. p
15. p
16. p
14.2
13.6
13.0
15. p
15.
14.
15.
16.
p
p
p
p
15. p
15. p
15. p
16. p
14.3
16. p
13.9
16. p
14. p
15. p
14. p
14. p
14.3
14. p
15.
8.5
15.
15.
14.
15.
15.
16.
15.
11.7
14.
15.
14.
15.
15.
14.
15.
15.
14.
11.
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
14. p
14.
15.
15.
15.
14.
14.
14.
14.
5.6
15.
15.
15.
15.
14.
15.
p
p
p
p
p
p
p
p
p
p
p
p
p
p
15. p
15. p
14.
14.
15.
14.
14.
15.
15.
p
p
p
p
p
p
p
15.
14.
14.
15.
7.2
p
p
p
p
14.
15.
14.
14.
15.
15.
15.
p
p
p
p
p
p
p
eF , v S , s t e l l a r
vF n e b *
vF , v S , R , s t e l l
vF , S
e e F , v S , R , s p o f 3 i n li n e
vF , e S , F * c l o s e
pF , v S , R , s t e l l a r
vF, vS
vF , v S , v S F N , 6 0 4 1 f
pF , p S , l E , *1 2 n r ; = IC 12 0 4 ?
F, S
vF, vS
e e F , p S , l E , `` 4 t h o f 1 0 ' '
eF , p L , p a r t l y ve r i f i e d
F , S, R, g b M N , * 1 0 s f ; = I C 45 8 8
ne b * ?
vF , S , st e l l a r N
vF , v S , R , s t e l l , 5 0 5 1 p
e e F , v S , R , v F * cl o s e p
ee F , vS , R , v d i f f i c
eF , R , pS , F * c l o s e n
F, p L , iR ; = 6 0 6 4 ?
pF , S , iF , g b M , r
ne b o b j e c t , 60 5 5 f 2 '
vF , * 9 . 5 4 ' s
ee F , S, R , v d i f f i c
ee F , S, R , v d i f f i c ; = I C 1 1 8 0
ee F , pS , l E , F * s p ; = IC 11 7 9
pF , S , bM N = 1 2 m
ee F , pS , i R , 2 st n r s
ee F , pS , R ; = 6 0 5 4 ?
F* w i t h n e b ? , 6 0 5 5 f
ee F , pS , R , v d i f f i c
ee F , v di f f i c
ee F , pS , b e t 2 st
eeF, eS, R
ee F , S, R , ` ` 1 2 t h o f 1 2 ' '
vF , S , di f , lb M
vF , v S , s t e l l a r , *1 1 s p 1 '
* 7 in ph o t o s p h e r e
*1 3 w i t h n e b ?
*1 3 w i t h S n e b
F, S , d i f
ee F , pS , i R , v di f f i c
eF , E , sb M
vF , S , di f
ee F , pS , i R , b e t 2 s t
ee F , S, R , 4 B st s
eF, R, vlbM , r
ee F , S, R , 6 0 6 1 n r
ee F , S, l E
F, S , r
v F , v S , lE
vF , S , iF , d i f
eF , v S , d i f
vF , S , di f
v F , v S , r, pB * s f ; = 60 5 2 ?
vF , S , st e l l N , * 1 1 f 3'
F , pL , R , v l b M
vF, S, R
*1 3 , in e F n e b ?
eeF, vS, R, sp of 2
C l , S , m C , st 1 1 . . . 1 4
ee F , vS , R , 2 p B st nr , n f of 2
vF * i n vF , v S , R ne b
v F , v S , R, * n
ee F , nr p * of 3 in li n e
L, m E , * a t t n f
F, S , g b M , d i f
F, v S , R, N = 1 3 m
F, L , p m E , v g b M , r
vF , S , r
ee F , S, E , * 9 . 5 f 9 s
v F , v S , lE
vF, S, E
F, s b M
e F , p S , R, in l i n e w i t h 2 st
F, S , R , N , r
eF , v S , R , b M
F , vS , R , * o r s t in v ; rr ?
vF, S, R
PN , st e l l a r
vL , E , in v n u 2 Sc o
e F , v S , R, bM
*5 . 6 in F ne b
F, S
F, v S , st e l l a r N
vF , S , R, bM
vF , s t e l l a r N
pF , R , vg v l b M , r
vF , S , R, bM ; = I C 1 2 0 2
eF , p S , R
p B , p S , R, mb M , wi t h *1 2 . 5 2 0 " nf ( n e b s ? )
C l , v B , vL , v R i , l C , st 1 0 . . .
eF , v S , d i f f i c
ee F , pS , R , v d i f f i c
neb *13
F, S , l E , * p
vF , v S , l E , r
vF , v S , R , b M
no d e s c r
eF , S , R
v F , p S , lE , D * n r s
ee F , pS , R , 3 s t n i n li n e
eF, S, E, lbM; none x i s t e n t ?
e F , v S , R, *8 f 41 s , n p o f 2
eF , v S , R , s f o f 2
vF, S, R
vF , S , R, 1s t o f 3
vF, S, R, vglb M
vF , * 7 10 5 " n
ee F , pS , R , 2n d o f 3
ee F , S, R , v d i f f i c
F, S , m E 4 0 d e g , mb M N , p r o b s p i r
eF , S , R
vF , S , iR
pB , v S , R , b M
vF , v S , l E
! ! gl o b . c l . , v B , L , v m b M ( v a r * ) , r r r , s t
eeF, vS, eeF* clos e p
F, S , R , g v l b M
F, v S
pF , v S , E , * n r
eF , v S , R , l b M
eF , v S , R , g b M
F, S , R , g b M
bM , m a g 1 4
1 5 . p v F , v S , R, bM
ne b s t r e a k o f F s t , 1' n s
15. p eF, S, R, glbM
I4 6 0 0
I1 2 0 9
61 0 6
61 1 6
60 8 7
61 2 5
61 3 5
61 2 8
61 1 3
61 2 7
61 1 7
I4 5 9 9
I1 2 0 7
61 3 0
61 1 9
61 2 0
I4 6 0 1
61 3 3
61 2 2
I4 5 9 5
61 3 6
61 4 0
61 2 6
61 4 3
61 1 8
61 2 9
61 3 1
I1 2 1 3
61 3 8
61 3 7
61 4 1
61 4 2
I4 6 0 2
61 2 1
61 3 2
I1 2 1 9
61 1 5
61 4 5
61 4 7
61 4 6
61 2 4
61 5 4
I4 6 0 3
I4 6 0 4
61 5 7
61 0 1
61 5 0
61 5 5
61 7 0
61 4 8
61 4 4
61 4 9
61 5 9
61 7 6
61 3 4
61 3 9
61 5 8
61 6 0
61 6 1
61 6 2
61 6 3
61 6 6
I1 2 2 0
61 8 2
61 7 4
61 7 3
61 7 5
I4 6 0 5
I4 6 0 7
61 8 0
61 7 7
61 7 9
61 6 8
61 5 3
61 8 4
61 8 7
61 8 9
I4 6 0 6
61 9 0
61 9 1
61 7 2
61 8 1
61 7 1
62 5 2
62 1 7
62 5 1
61 5 2
I4 6 0 9
61 8 5
I4 6 1 0
I4 6 1 1
I4 6 1 2
61 6 4
61 6 5
61 6 9
61 6 7
61 8 6
I1 2 2 1
61 5 6
I1 2 2 2
I1 2 2 3
61 9 8
61 7 8
62 0 2
61 9 5
61 9 4
I1 2 2 5
I4 6 1 3
61 9 6
61 9 7
I4 6 1 4
I4 6 1 5
I4 6 1 6
61 5 1
61 9 9
62 1 4
62 0 6
I1 2 2 7
62 0 1
61 9 2
62 0 3
61 8 8
I1 2 2 6
61 9 3
62 1 1
62 1 3
61 8 3
62 0 5
M1 3
I1 2 2 8
I4 6 1 7
136
Nb
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
?
Gx
Gb
Gx
Gx
OC
Gx
Gx
Gx
OC
Gx
Nb
Nb
Gx
Gb
Gx
Gx
Gx
Gb
Gx
Gx
Gx
OC
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
OC
Gx
Gx
Pl
Pl
OC
OC
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
?
Gx
OC
Gx
Nb
Gx
OC
Gx
Gx
Gx
Gb
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
16
18 . 3
18 . 7
18 . 8
18 . 8
18 . 9
18 . 9
19 . 0
19 . 1
19 . 2
19 . 2
19 . 3
19 . 3
19 . 4
19 . 5
19 . 7
19 . 8
20 . 0
20 . 1
20 . 2
20 . 7
20 . 8
20 . 9
21 . 4
21 . 7
21 . 8
21 . 8
22 . 0
22 . 0
22 . 9
23 . 1
23 . 1
23 . 4
23 . 4
23 . 6
23 . 7
24 . 4
24 . 6
25 . 0
25 . 1
25 . 2
25 . 6
25 . 6
25 . 6
25 . 6
25 . 7
25 . 8
25 . 8
26 . 1
27 . 0
27 . 1
27 . 3
27 . 4
27 . 4
27 . 5
27 . 7
27 . 7
27 . 7
27 . 7
28 . 3
28 . 4
28 . 4
28 . 6
29 . 2
29 . 5
29 . 7
29 . 8
29 . 9
30 . 2
30 . 3
30 . 5
30 . 6
30 . 7
31 . 4
31 . 5
31 . 5
31 . 6
31 . 6
31 . 6
32 . 0
32 . 0
32 . 1
32 . 3
32 . 5
32 . 5
32 . 6
32 . 6
32 . 7
33 . 0
33 . 2
33 . 6
33 . 7
33 . 8
34 . 0
34 . 0
34 . 1
34 . 4
34 . 4
34 . 7
34 . 8
35 . 1
35 . 4
35 . 5
35 . 7
36 . 2
36 . 5
36 . 6
36 . 9
37 . 3
37 . 4
37 . 5
37 . 8
37 . 9
38 . 0
38 . 3
39 . 0
39 . 5
40 . 1
40 . 1
40 . 2
40 . 3
40 . 4
40 . 5
41 . 1
41 . 3
41 . 5
41 . 5
41 . 6
41 . 7
Gx 16 42 . 0
Gx 16 42 . 1
- 22
+1 5
+0 7
+3 5
- 57
+5 7
+6 4
+5 7
+1 4
+5 7
+3 7
- 42
- 29
+5 7
+3 7
+3 7
- 20
+5 6
+3 7
- 70
+5 5
+6 5
+3 6
+5 5
- 02
+3 7
+3 8
- 01
+4 0
+3 7
+4 0
+3 7
+1 2
- 26
+1 1
+1 9
- 51
+4 0
+4 0
+4 0
- 40
+4 9
- 24
- 23
+5 5
- 72
+4 0
+4 8
+5 9
+2 4
- 26
+1 9
+4 2
+5 9
- 49
- 38
+3 9
+4 0
+3 2
+3 2
+3 2
+3 9
+0 8
+5 5
+4 0
+4 0
+4 0
- 25
+2 4
+4 0
+3 5
+3 5
+2 0
- 40
+4 0
+5 7
+5 9
- 26
+5 8
+5 8
- 01
+1 9
- 13
+8 2
+7 8
+8 2
- 52
+2 2
+3 5
+3 9
+3 9
+3 9
- 48
- 48
- 44
- 49
+2 1
+4 6
- 60
+4 6
+4 9
+5 7
- 45
+6 1
+3 9
+3 6
+6 7
+3 5
+3 6
+3 6
+3 6
+3 6
+3 6
- 73
+3 6
+6 6
+5 8
+5 8
+2 3
- 43
+2 3
- 48
+4 6
- 48
+5 7
+5 7
- 69
+3 6
47
34
25
09
54
36
54
59
07
58
05
16
39
37
48
47
02
40
48
09
57
23
23
05
17
59
56
31
56
55
48
16
45
32
48
28
58
56
55
53
40
50
28
26
22
12
30
22
35
05
02
36
41
35
09
51
23
55
49
52
52
33
27
31
51
49
39
06
34
34
04
07
12
15
35
43
39
03
27
48
29
50
03
36
12
33
37
46
20
16
20
16
06
06
03
36
33
24
36
13
16
31
38
57
02
11
38
59
06
02
07
04
00
15
06
01
38
37
45
22
46
47
00
46
47
50
23
28
d
x
s
r
s
r
r
u
r
r
r
d
d
r
r
s
s
r
r
c
r
s
r
s
s
r
r
d
A
s
A
r
d
s
r
u
o
r
A
r
s
s
s
s
r
s
r
r
r
r
s
r
r
r
s
s
s
s
r
r
r
s
d
r
r
s
r
s
d
r
r
r
r
s
r
r
r
d
r
r
r
s
s
r
s
r
s
m
r
d
d
d
r
r
s
s
s
u
r
v
d
r
s
r
s
r
u
x
A
A
x
s
x
r
A
r
r
x
r
s
r
s
z
s
s
r
r
s
+6 5 34 u
+3 6 41 x
Sc o
He r
He r
Cr B
No r
Dr a
Dr a
Dr a
He r
Dr a
Cr B
Sc o
Sc o
Dr a
Cr B
Cr B
Sc o
Dr a
Cr B
Tr A
Dr a
Dr a
Cr B
Dr a
Se r
Cr B
Cr B
Se r
He r
Cr B
He r
Cr B
He r
Sc o
He r
He r
No r
He r
He r
He r
Sc o
He r
Op h
Op h
Dr a
Ap s
He r
He r
Dr a
He r
Sc o
He r
He r
Dr a
No r
Sc o
He r
He r
He r
He r
He r
He r
He r
Dr a
He r
He r
He r
Sc o
He r
He r
He r
He r
He r
Sc o
He r
Dr a
Dr a
Sc o
Dr a
Dr a
Op h
He r
Op h
UM i
UM i
UM i
No r
He r
He r
He r
He r
He r
No r
No r
No r
No r
He r
He r
Tr A
He r
He r
Dr a
Sc o
Dr a
He r
He r
Dr a
He r
He r
He r
He r
He r
He r
Ap s
He r
Dr a
Dr a
Dr a
He r
Sc o
He r
Ar a
He r
Ar a
Dr a
Dr a
Tr A
He r
Dr a
He r
0. 3
2. 6
12 .
1. 4
0. 6
20 .
2. 5
6. 2
1. 2
4. 7
2. 2
26 . 3
1. 4
3.
29 .
2. 4
20 .
60 .
10 . 7
9. 3
7.
5. 5
2. 1
2. 4
2. 2
30 .
0. 4
2. 6
10 . 0
3. 1
30 .
0. 7
7.
8.
1. 8
1. 3
1. 9
4.
1. 8
1. 5
1. 7
8.
20 .
15 .
2. 0
16 . 6
1. 6
eF , eS , R
pF , vS , R, bM , r
12 . 2
F, pL , lE , vg b M , r
15 . p vF , vS , R, gb M
5. 4 Cl , B, L, lC , st 7. . . 1 0
pF , pS , lE ; = 61 3 0 ?
vF , vS , mE , 2 st nr
13 . p pF , pS , R, bM
15 . p vF , S, R
13 . p pF , vS , R
14 . p vF , S, R
PN , 15 ma g
no de s c r
14 . p pF , pL , R, B* nr p
15 . p vF , eS , R
14 . p vF , vS , R, D* nf
2 st 8 in eL , di f ne b , lE np s f
ee F , S, cE , v di f f i c
15 . p vF , R, no N
F, S, eE 55 d e g
15 . p ee F , S, R, v di f f i c
12 . p cF , pL , iR
14 . p F, vS , R, bM S N
14 . p pB , iR , vg v l b M
12 . p vF , cL , cE 45 d e g +/ - , r
14 . p eF , vS , R, lb M
14 . p vF , pL , iR , di f
F, vS , R
vF , vS , R, bM
14 . p F, S, iR , bM
vF , pS , no Nu c l
15 . p eF , S, bM
ee F , lE , e di f f i c , F* f
5. 9 Cl , 8 or 10 B st li n e , wi t h 5 st , rr r ; = M4
15 . p eF , vS , vl b M
15 . p F, S, E pF , lb M
11 . p Cl , eL , eR i
15 . p F, R, bM
16 . p eF , on e of 3
14 . p cF , vS , R, bM
5. 8 Cl , B, L, pR i , lC M , st 9. . . 1 1
14 . p vF , S, R, lb M , er
eF , vL , di f , st in v
rh o Op h in eL ne b
15 . p ee F , pS , R, v di f f i c
9. 3 gl o b . cl . , pF , L, iR , vg b M , rr , st 14
15 . p vF , vS , R
13 . p F, pS , iF , gb M
ee F , vS , R, v di f f i c ; = 61 7 6 ?
vF , S, wi t h st
9. 1 Cl , cL , mC , gb M , rr r
15 . p vF , pS , R, pB * nr s
15 . p vF , S, iR , lb M
15 . p eF , eS , v di f f i c
7. 2 Cl , cL , pR i , lC M , st 13 . . . 1 5
9. 2 B, pL , R, ps b M , rr
16 . p F, S, iF
15 . p cF , pL , R, gb M , r
15 . p vF , S, lb M
15 . p F, S, lb M
15 . p vF , S, lb M
12 . 0
pF , S, vl E , vg m b M
ee F , pS , E
14 . p vF , vS , iR
15 . p vF
14 . p cF , vS , R, bM
15 . p vF , vS , R
*7 in eF , vL ne b
F, cS , di f
15 . p eF , vS , R, mb M
15 . p vF , pL , iE , rr , * nr
15 . p vF , S, bM N , 4' nf 61 7 7
14 . p ee F , mE , F* at p en d , v di f f i c
12 . p PN , st e l l a r
15 . p eF , vS , R, vl b M
15 . p vF , vS , lb M
13 . p vF , pS , lE
ne b ; F* p 4s .5 , 0' . 5 n
13 . p vF , pS , R, F* nr
pF , pL , E, 2 st p
vF , eS , R, bM
11 . 9
pB , pL , vl E , pg m b M
8. 1 gl o b . cl . , L, vR i , vm C , R, rr r ; = M1 0 7
15 . p vF , vS , f of 2
11 . 2
B, cL , lE , sl b M
14 . p cF , S, bM , p of 2
8. p Cl , L, lC , st L
15 . p F, vS , R, gb M N
14 . p F, S, R, gb M , *1 1 np
F, eS , R, gb M
F, vS , iF
F, eS , R, gb M
eF (s t r o n g l y su s p ) , D* f nr
F, cS , lE , vg l b M , D* p
7. p Cl , mu No r in v
6. 7 Cl , L, lC , iF
14 . p eF , vS , E
15 . p ee F , pS , E, p of 2
pF , pL , vl E , gb M
ee F , pL , R, f of 2
ee F , pS , R, be t 2 di s t F st
15 . p vF , vS , R, 2 st f
7. 2 Cl , B, S, st pL
ee F , pS , * f
15 . p vF , S, R, gb M , be t 2 st
14 . p vF , vS , sb M *1 2
15 . p ee F , vS , 2 or 3 F st in v , * p
eF , di f ; = 61 9 6 ?
14 . p vF , vS , st e l l a r
15 . p eF , E, st e l l a r
eF , st e l l a r
12 . 8
*1 3 in S ne b
eF , S, di f , r; *1 2 sf 2'
vF , vS *9 nr
eF
14 . p eF , vS , R
14 . p pF , eS , R, st e l l , 3 vF st nr ; = IC 12 2 7
vF , S, R, st e l l a r N; = 62 0 6
15 . p eF , vS
9. p Cl , pL , pR i , iR , st 11 . . . 1 4
15 . p eF , vS
! F, vL , vi E , B* in v
15 . p eF , S, R, fo r m s ar c wi t h 4 st
5. 2 Cl , vL , lR i , lC , rr r , F ne b in v
14 . p vF , pS , R, sp of 2
15 . p eF , vS , R, nf of 2
vF , eS , R, gb M
5. 9 !! gl o b . cl . , eB , vR i , vg e C M , st 11 . . . ; =
14 . p vF , pS * n, 4 st in cu r v e
S, E 29 d e g , bM
s
I122 4
G x 1 6 42 . 9
6207
Gx 1 6 4 3 . 1
6223
Gx 1 6 4 3 . 1
6212
Gx 1 6 4 3 . 3
62 3 2
G x 1 6 43 . 3
6226
Gx 1 6 4 3 . 5
62 0 0
O C 1 6 44 . 2
I461 9
G x 1 6 44 . 2
6210
Pl 1 6 4 4 . 5
var i a b l e ? )
62 3 6
G x 1 6 44 . 5
I122 9
G x 1 6 45 . 0
I123 0
1 6 45 . 3
6245
Gx 1 6 4 5 . 5
62 1 9
G x 1 6 46 . 3
62 4 8
G x 1 6 46 . 4
62 0 4
O C 1 6 46 . 5
6237
Gx 1 6 4 6 . 5
I123 1
G x 1 6 46 . 9
I460 8
G x 1 6 46 . 9
62 2 9
G b 1 6 47 . 0
62 1 8
G b 1 6 47 . 2
10. . . ; =
62 2 0
G x 1 6 47 . 2
6238
Gx 1 6 4 7 . 2
62 2 8
G x 1 6 48 . 0
62 4 4
G x 1 6 48 . 1
62 2 4
G x 1 6 48 . 2
62 4 7
G x 1 6 48 . 2
62 2 5
G x 1 6 48 . 3
I123 3
1 6 48 . 4
I462 0
1 6 48 . 5
I123 2
1 6 49 . 1
6216
OC 1 6 4 9 . 4
62 0 8
O C 1 6 49 . 5
6246
Gx 1 6 4 9 . 9
62 3 3
G x 1 6 50 . 1
6239
Gx 1 6 5 0 . 1
62 4 1
G x 1 6 50 . 1
62 3 0
G x 1 6 50 . 6
62 2 2
O C 1 6 50 . 7
I462 1
G x 1 6 50 . 8
6215
Gx 1 6 5 1 . 1
I462 3
G x 1 6 51 . 2
I462 4
G x 1 6 51 . 5
62 2 7
- 1 6 51 . 6
62 6 0
G x 1 6 51 . 8
62 3 4
G x 1 6 51 . 9
I123 5
G x 1 6 52 . 1
I462 2
? 1 6 52 . 1
6258
Gx 1 6 5 2 . 3
6243
Gx 1 6 5 2 . 4
6221
Gx 1 6 5 2 . 8
I123 4
1 6 52 . 9
I462 5
1 6 52 . 9
6240
Gx 1 6 5 3 . 0
6235
Gb 1 6 5 3 . 4
I462 6
* 1 6 53 . 4
62 6 2
- 1 6 53 . 6
62 3 1 C+ N 1 6 54 . 0
I462 7
1 6 54 . 1
62 5 5
G x 1 6 54 . 8
6209
Gx 1 6 5 5 . 1
I463 0
G x 1 6 55 . 1
62 4 2
O C 1 6 55 . 6
62 7 5
G x 1 6 55 . 6
62 5 7
G x 1 6 56 . 0
I462 9
1 6 56 . 2
I123 7
G x 1 6 56 . 3
6261
Gx 1 6 5 6 . 5
6263
Gx 1 6 5 6 . 7
I462 8
N b 1 6 57 . 0
62 5 4
G b 1 6 57 . 1
10. . . 1 5 ; =
62 6 4
G x 1 6 57 . 3
62 6 5
G x 1 6 57 . 5
6288
Gx 1 6 5 7 . 5
6249
OC 1 6 5 7 . 6
62 8 9
G x 1 6 57 . 8
I461 8
G x 1 6 57 . 9
62 5 0
O C 1 6 58 . 0
6269
Gx 1 6 5 8 . 0
6267
Gx 1 6 5 8 . 2
6285
Gx 1 6 5 8 . 4
I123 6
G x 1 6 58 . 5
I463 2
1 6 58 . 5
6286
Gx 1 6 5 8 . 6
62 7 0
G x 1 6 58 . 7
6271
Gx 1 6 5 8 . 8
62 7 2
G x 1 6 58 . 9
62 7 9
G x 1 6 59 . 0
I463 6
1 6 59 . 0
6253
OC 1 6 5 9 . 1
6274
Gx 1 6 5 9 . 4
62 8 3
G x 1 6 59 . 4
62 5 6
G b 1 6 59 . 5
62 7 6
G x 1 7 00 . 3
I123 8
1 7 00 . 6
6259
OC 1 7 0 0 . 7
62 7 7
G x 1 7 00 . 8
62 8 2
G x 1 7 00 . 8
I123 9
G x 1 7 00 . 8
6278
Gx 1 7 0 0 . 9
6290
Gx 1 7 0 0 . 9
62 9 1
G x 1 7 00 . 9
I124 0
1 7 01 . 0
6266
Gb 1 7 0 1 . 2
= M62
I463 8
1 7 01 . 2
I124 1
G x 1 7 01 . 4
I463 4
P l 1 7 01 . 6
6280
Gx 1 7 0 1 . 9
6268
OC 1 7 0 2 . 4
62 7 3
G b 1 7 02 . 6
M19
I463 9
1 7 02 . 9
6292
Gx 1 7 0 3 . 0
6295
Gx 1 7 0 3 . 1
6298
17 03.4
6331
Gx 1 7 0 3 . 5
6297
Gx 1 7 0 3 . 6
62 8 4
G b 1 7 04 . 5
62 8 1 C+ N 1 7 04 . 8
6299
Gx 1 7 0 5 . 0
6303
17 05.1
62 8 7
G b 1 7 05 . 2
I463 7
P l 1 7 05 . 2
6324
Gx 1 7 0 5 . 4
6306
Gx 1 7 0 7 . 6
63 0 7
G x 1 7 07 . 7
63 1 0
G x 1 7 08 . 0
+19
+3 6
+6 1
+3 9
+70
+6 1
- 47
+17
+2 3
15
50
34
48
38
58
29
46
49
m
s
s
r
r
r
s
z
s
Her
He r
Dr a
He r
Dra
Dr a
Ara
Her
He r
+70
+51
+51
+7 0
+09
+70
- 47
+7 0
+58
- 77
+47
- 01
48
17
13
48
02
22
01
23
27
29
32
57
s
u
d
r
r
s
s
r
u
c
s
s
Dra
Dra
Her
Dr a
Her
Dra
Ara
Dr a
Dra
Aps
Her
Oph
- 00
+6 2
+26
+62
+06
+62
+06
+63
+18
+46
- 44
- 53
+5 5
+23
+4 2
+45
+04
- 44
+08
- 58
+22
+17
- 41
+63
+04
+63
- 16
+6 0
+2 3
- 59
+56
+02
+0 2
- 22
+02
+56
- 41
- 07
+36
- 72
+26
- 39
+63
+39
- 16
+55
+2 8
+2 7
- 40
- 04
17
08
12
11
18
58
13
09
17
05
44
49
33
34
44
24
35
45
48
59
31
27
13
43
23
07
14
33
21
13
54
26
24
11
19
56
48
38
30
32
39
30
15
39
43
02
00
50
20
06
r
r
r
r
r
r
r
d
d
d
s
s
s
r
s
r
r
r
u
s
m
z
r
r
r
z
x
r
r
s
d
x
s
s
F
r
s
d
s
r
u
s
s
r
d
v
r
r
s
s
Oph
Dr a
Her
Dra
Her
Dra
Her
Dra
Her
Her
Sc o
Ara
Dr a
Her
He r
Her
Her
Sco
Her
Ar a
Her
Her
Sco
Dra
Oph
Dra
Oph
Dr a
He r
Ar a
Dra
Oph
Op h
Op h
Oph
Dra
Sco
Oph
Her
Ap s
Her
Sco
Dra
Her
Oph
Dra
He r
He r
Sco
Oph
+27
+27
+6 8
- 44
+68
- 77
- 45
+2 7
+2 2
+5 8
+20
+22
+5 8
+27
+2 7
+27
+47
+47
- 52
+2 9
+49
- 37
+23
+23
- 44
+23
+29
+23
+2 3
+5 9
+58
+61
- 30
52
51
27
47
31
00
48
52
59
59
02
55
58
38
59
56
14
11
43
57
56
07
07
05
40
03
50
01
01
00
58
03
07
r
r
r
s
r
c
s
r
r
s
v
d
s
r
r
r
r
d
s
r
r
s
r
d
s
r
r
u
r
r
r
d
s
Her
Her
Dr a
Sc o
Dra
Aps
Ara
He r
He r
Dr a
Her
Her
Dr a
Her
He r
Her
Her
Her
Ar a
He r
Her
Sco
Her
Her
Sc o
Her
Her
Her
He r
Dr a
Dra
Dra
Op h
+33
+63
- 21
+0 6
- 39
- 26
34
42
50
40
44
16
d
u
s
r
s
s
Her
Dra
Oph
Op h
Sc o
Oph
+22
+6 1
+6 0
+6 2
+7 8
+6 2
- 24
- 37
+6 2
+6 8
- 22
- 40
+7 5
+6 0
+60
+61
54
03
20
02
38
02
46
54
27
21
42
53
25
44
45
00
d
r
r
d
r
r
s
s
r
D
s
s
r
s
s
s
Her
Dr a
Dr a
Dr a
UM i
Dr a
Oph
Sco
Dr a
Dr a
Oph
Sco
UM i
Dr a
Dra
Dra
0.7
3.0
3.4
12.
0.2
3.0
1.0
3.3
5.
2.4
1.2
4.5
14.5
4.
16.
1.7
2.8
1.1
2.0
0.6
15.
11.6
13.
15.
13.
14.
7. 4
15.
9.
p vF ,
pB,
p F,
p eF
p pF ,
p F,
Cl
p F,
p PN
15.
14.
15.
14.
15.
13.
15.
p
p
p
p
p
p
p
10.
7. 2
14.1
15.
12.3
15.
15.
10.
15.
12.
15.
16.
p
p
p
p
p
p
p
p
p
3.2
14. p
15. p
11. p
2.2
5.0
15. p
10.2
2.6
3.5
14. p
1.3
9.
15. p
6. 4
15. p
15. p
2.1
15. p
15. p
90.
15.1
6.
1.9
8.
1.3
1.2
6. 6
15.
15.
15.
8.2
15.
5. 9
14.
14.
15.
1.5
14.
15.
15.
15.
15.
5.
10.
14.
13.
10 .
2.1
8.0
15.
15.
14.
14.
14.
15.
14 . 1
6.6
1.7
0.2
14.
11.
15.
10.
7. 2
6.
13.5
5.1
0.3
p
p
p
p
1.2
1.6
2.1
15. p
14. p
9. 0
5. 4
15. p
9. 2
14.
13.
14.
14.
14.
ee F , pS , i R , 3 F st s
e e F , e S , e F * cl o s e , v d i f f i c
vF , S
vF , v S , R , b e t 2 st , n f o f 2
ee F , vS , l E , p B * nr n, n of 2
F, p S , iF
eF , v S , l E , F s t in v , s o f 2
eF , v S , v E , be t 2 s t ( = 6 2 4 7 ? )
vF , R
ee F , S, i R , B* sf
C l , p S , pR i , pC , s t 1 2 . . . 1 5
Cl , L , Ri , l C M , s t 9 . . . 1 2
eF, S, R
pF , S , R, gb M
v F , E , b i N np s f
eF , p S
ee F , pS , R , v d i f f i c
Cl , v L , v R i , l b M , s t 1 2 . . . 1 3
vF , v S
pF, R, vglb M , *4 p 79s
F, S , R , g b M
vF , R
Cl , e L , e R i (M i l k y W a y )
eF , p S , R , s e v st n r s f
F, S , R
vF , d i f , p S , * 8 n f 3 '
cF , S , iF , D
e F , v S , R, B* & D* p
v F , v S , iF , d i f
g l o b . cl . , p B , cL , R , gl b M , r r
vF , s e v s t i n n e b ?
ne b , *1 0 c l o s e nf ; = 6 2 4 0 ?
v F , p L , lE , d i f ; = I C 4 6 2 5
p B , c L , iR , r r r , s t 1 4 . . . 1 6
eF
ee F , pS , R , v d i f f i c
C l , B , c L , pR i , st 1 0 . . . 1 3
eF , e S , d i f , * 1 2 s 1 2 "
eF , c L , E 90 d e g
v F , p L , vg v l b M
F, S , R , s t e l l N
Cl , B , L, Ri , s t 8. . . 1 1
ee F , S, l E , v d i f f i c
vF ( v S D* ? ) , F D* n f
vF , v S , e E 7 5 d e g , s u s p
eF , p L , l E , * n r p
e F , e S , iF
vF, vS, R
F, e L , E p f , d i f
! gl o b . c l . , B , vL , R , g v m b M , r r r ,
st
p eF , v S
p eF , v S
p e F , v S , R, sp o f 2
C l , p R i , v l C , i F , st L & S
p eF , p L , m E , nf of 2
!! e F , eS , 2 - b r a n c h sp i r a l
Cl , L , lR i , lC , s t 8 . . . 1 2
p F , S, R
p v F , p L , R, lb M
p e e F , S , R, v di f f i c , np o f 2
eF , p S , v l E , v F * cl o s e p
eF ; n e b ?
p eF, pS, R
p eF , S , R
p vF, R
p vF
p vF , p S , l E , co a r s e D * np
vF , f a i n t e r th a n 62 7 9
p Cl, S, tria n g u l a r , st 13
p eF, vS
p vF , c S , i R
gl o b . c l . , vF , v L , iR , v g b M , rr r
eF
eF
! C l , B, v L , vR i , st 11 . . .
p eF
p vF , S , R
p eF , e F st e l l N ; = 6 2 7 6 ?
p vF, stel l a r
p e F , p S , R, * cl o s e f
p ee F , eS , R
su s p ne b , 3' n f * 8 . 7
! g l o b . cl . , v B , L, gm b M , r r r , s t 1 4 . . . 1 6 ;
14. p
15. p
5.6
60.
pL, lE
S, tr i a n g l e w i t h 2 s t 1 2 & 1 4
( i n Mi l k y W a y )
R
, v B , v S , R, di s c & bo r d e r ( N u c l
1 2 . p F, p L
1 5 . p ee F , pS , v d i f f i c , n p of 2
ee F , L, R , v d i f f i c , s f o f 2
vF, pL, R
1 5 . p F, S
1 3 . p ee F , pL , R , v d i f f i c
8. 2 Cl , p R i , e i C M , st 1 1 . . . 1 2
eF, S, E
1 4 . p ee F , L, R , p B * sp
vF , v S , c E 8 5 d e g , b M
9. 4 gl o b . c l . , vB , L , R , di s c & F b o r d e r , r
6. 6 !! g l o b . c l . , vB , v L , i R , gm b M , r r r , s t
15. p
15. p
15. p
15.
vS, R, stel l a r
p L , E 4 5 d e g +/ - , v g m b M
S, R, m b M
p
p
p
p
p
no d e s c r , *9 s f 2 ' . 5
eF , p S , R
PN , st e l l a r
pB, S, lE
C l , B , p L , cR i , st 1 0 . . .
gl o b . c l . , vB , L , R , vC M ,
rr r ,
st 16 ; =
vF , v S , R
eF, E, v diff i c , F st nr
e F , S , m E , F* n r
v F , e S , R, be t 2 s t , f of 2
eF, S
p B , p S , R, be t 2 s t , p of 2
gl o b . c l . , B, L, R , C M , rr r , st 1 6 . . .
Cl , L , pR i , lC , s t 9 . . . 1 1
vF, vS, R
e F , p L , mE , n e a r l y b e t 2 s t
gl o b . c l . , cB , L , R , gm p C M , r r r , s t 16
PN , st e l l a r
vF, S, E, S* s
v F , v S , lE
vF , v S , l E , *1 3 n r n
F, p L , lE
I4 6 4 3
63 0 1
62 9 6
I1 2 4 2
63 1 7
63 1 9
I1 2 5 1
62 9 3
62 9 4
63 1 3
63 4 0
63 1 1
I1 2 4 3
I1 2 4 4
63 1 2
I4 6 3 1
I1 2 5 4
I1 2 4 8
I4 6 4 2
63 0 8
63 1 4
I1 2 4 5
63 1 5
63 2 0
63 2 3
63 0 2
I4 6 3 3
63 2 7
63 0 9
63 2 9
I1 2 4 6
I1 2 5 0
63 0 4
63 2 1
I4 6 4 5
I1 2 4 9
63 3 2
63 3 8
63 4 5
63 4 6
I4 6 3 5
63 3 0
I1 2 5 2
I4 6 4 9
I4 6 5 0
I4 6 4 8
63 3 6
I1 2 4 7
63 1 6
63 0 0
63 3 9
63 4 1
63 4 4
63 4 3
63 1 8
63 5 9
63 2 5
63 0 5
63 4 8
63 2 2
63 6 1
63 5 0
63 5 8
63 4 9
63 3 3
63 5 1
I1 2 5 3
63 4 7
63 3 4
63 3 5
63 2 6
63 4 2
63 5 3
I4 6 6 0
63 3 7
63 6 3
63 6 5
I1 2 5 5
63 7 0
I1 2 6 1
63 5 6
63 2 8
I1 2 5 6
I4 6 4 0
I4 6 4 6
63 5 5
I4 6 4 1
63 7 3
63 6 4
63 5 4
63 5 7
I4 6 4 4
I4 6 5 1
63 6 7
63 6 0
63 7 6
63 7 7
63 5 2
I4 6 4 7
63 9 5
I4 6 5 2
63 6 8
I1 2 5 7
I4 6 5 3
63 7 1
63 8 1
I1 2 5 8
I1 2 5 9
I1 2 6 0
63 7 2
63 6 6
63 8 2
63 8 5
63 8 7
63 9 0
63 8 6
63 9 1
63 6 9
63 7 5
64 1 2
63 9 4
63 9 3
63 7 8
63 7 9
64 1 4
63 9 9
63 6 2
63 7 4
63 8 4
63 8 9
I4 6 5 7
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Pl
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
*
Gb
Gx
Gx
Gb
Gx
Gx
OC
Gx
Gb
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Nb
Pl
Gb
Gx
Pl
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
As t
Nb
Gx
OC
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
137
Gx
Gx
Gx
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gb
OC
Gx
Gx
?
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
08 . 5
08 . 6
08 . 7
08 . 7
09 . 3
09 . 6
10 . 1
10 . 2
10 . 3
10 . 4
10 . 4
10 . 6
10 . 6
10 . 6
10 . 8
11 . 0
11 . 5
11 . 8
11 . 8
12 . 0
12 . 6
12 . 6
12 . 8
12 . 9
13 . 3
13 . 7
13 . 8
14 . 0
14 . 1
14 . 3
14 . 3
14 . 4
14 . 5
14 . 5
14 . 6
14 . 9
15 . 0
15 . 3
15 . 3
15 . 3
15 . 7
15 . 8
15 . 8
15 . 8
15 . 9
16 . 0
16 . 3
16 . 4
16 . 6
17 . 0
17 . 1
17 . 1
17 . 2
17 . 3
17 . 8
17 . 9
18 . 0
18 . 1
18 . 4
18 . 5
18 . 6
18 . 7
19 . 0
19 . 1
19 . 2
19 . 2
19 . 8
19 . 9
20 . 5
20 . 5
20 . 8
21 . 2
21 . 2
21 . 6
22 . 3
22 . 7
22 . 7
23 . 1
23 . 3
23 . 5
23 . 6
23 . 7
23 . 8
23 . 9
23 . 9
24 . 0
24 . 2
24 . 3
24 . 5
24 . 6
24 . 6
24 . 6
24 . 7
25 . 2
25 . 4
25 . 4
25 . 4
25 . 5
26 . 0
26 . 4
26 . 4
27 . 1
27 . 1
27 . 1
27 . 2
27 . 3
27 . 3
27 . 4
27 . 4
27 . 5
27 . 7
27 . 8
28 . 0
28 . 4
28 . 5
28 . 9
28 . 9
29 . 3
29 . 3
29 . 6
30 . 1
30 . 3
30 . 6
30 . 6
30 . 6
31 . 8
31 . 9
32 . 3
32 . 4
32 . 7
32 . 7
+4 2
+4 2
+0 3
+0 4
+6 2
+6 2
+7 2
- 26
- 26
+4 8
+7 2
+4 1
+1 0
+3 6
+4 2
- 77
+7 2
+6 0
- 55
+2 3
+2 3
+3 8
+2 3
+4 0
+4 3
- 37
- 77
+4 3
- 12
+4 3
+2 0
+5 7
- 29
+2 0
+4 3
+3 5
+4 3
+5 7
+5 7
+5 7
- 77
+2 9
+5 7
+5 7
+5 7
+4 5
+4 3
- 12
- 28
- 62
+4 0
+4 3
+4 2
+4 1
- 39
+6 1
- 23
- 59
+4 1
- 42
+6 0
+4 1
+5 2
+3 6
- 18
+3 6
+1 8
+1 6
- 35
- 30
- 51
- 19
+1 5
+7 5
- 38
+4 1
+6 2
+1 2
+5 7
+7 1
- 17
- 64
+2 6
- 80
- 60
- 26
- 80
+5 9
+2 9
- 38
- 34
- 73
- 49
+3 7
- 30
+5 8
+5 8
- 48
- 80
+7 1
- 59
+1 1
- 07
- 60
+2 6
+6 0
+5 8
+5 8
+5 8
+2 6
- 05
+5 6
+5 7
+5 7
+6 0
+5 2
+5 8
- 23
+1 6
+7 5
+5 9
+5 9
+0 6
+1 6
+7 4
+5 9
- 67
- 32
+0 7
+1 6
- 17
20
20
54
02
53
59
24
35
34
19
18
39
47
17
17
36
24
00
24
23
16
02
13
16
46
06
32
38
55
41
14
25
28
18
07
31
39
25
21
19
29
23
23
23
20
52
48
47
08
49
51
08
27
03
27
47
46
09
39
57
37
41
37
03
31
02
40
40
43
08
45
35
42
51
29
08
11
41
00
17
49
59
28
04
00
21
09
01
24
32
10
56
57
46
00
50
50
25
12
06
44
33
06
53
30
01
31
33
29
28
05
52
33
34
06
44
52
46
12
42
32
39
17
17
23
38
03
36
04
24
31
x
r
s
u
r
r
u
s
r
r
s
r
x
u
r
d
v
v
s
s
s
u
s
r
r
s
c
r
s
r
d
d
s
r
z
z
r
r
r
r
c
r
d
d
d
x
r
F
s
s
s
s
r
r
s
s
s
t
r
s
s
r
r
r
s
r
d
r
s
r
s
s
r
v
s
r
r
u
r
d
s
A
u
c
c
s
c
r
r
r
s
c
s
r
r
r
r
s
c
s
c
s
d
c
r
s
v
v
d
s
s
r
r
r
r
r
r
s
r
s
r
r
r
s
r
r
s
s
s
s
x
He r
He r
Op h
Op h
Dr a
Dr a
Dr a
Op h
Op h
He r
Dr a
He r
Op h
He r
He r
Ap s
Dr a
Dr a
Ar a
He r
He r
He r
He r
He r
He r
Sc o
Ap s
He r
Op h
He r
He r
Dr a
Op h
He r
He r
He r
He r
Dr a
Dr a
Dr a
Ap s
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Dr a
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He r
Op h
Op h
Ar a
He r
He r
He r
He r
Sc o
Dr a
Op h
Ar a
He r
Sc o
Dr a
He r
Dr a
He r
Op h
He r
He r
He r
Sc o
Sc o
Ar a
Op h
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UM i
Sc o
He r
Dr a
Op h
Dr a
Dr a
Op h
Ar a
He r
Ap s
Ar a
Op h
Ap s
Dr a
He r
Sc o
Sc o
Ap s
Ar a
He r
Op h
Dr a
Dr a
Ar a
Ap s
Dr a
Ar a
Op h
Op h
Ar a
He r
Dr a
Dr a
Dr a
Dr a
He r
Op h
Dr a
Dr a
Dr a
Dr a
Dr a
Dr a
Op h
He r
Dr a
Dr a
Dr a
Op h
He r
Dr a
Dr a
Ar a
Sc o
Op h
He r
Op h
1. 1
1. 0
1. 7
7. 9
3. 4
1. 2
1. 9
1. 5
0. 4
1. 3
1. 8
1. 7
0. 9
0. 8
3. 7
1. 1
6. 8
14 .
14 .
15 .
16 .
14 .
14 .
8. 2
p
p
p
p
p
p
15 . p
11 . 0
15 . p
15 . p
15 . p
13 . 9
13 .
14 .
13 . 1
15 .
13 . 3
15 .
15 .
13 .
p
p
p
p
p
p
15 . p
11 . p
14 . p
8. 4
14 .
16 .
15 .
14 .
14 .
15 .
15 .
p
p
p
p
p
p
p
3. 1
15 . p
14 . p
4. 9
5. 4
3. 4
11 . 2
9. 0
11 . p
13 . p
6. 5
4.
1. 2
4. 3
14 . p
12 . p
12 . 6
10 . 7
10 .
2. 4
9. 3
15 .
6. 0
14 .
14 .
15 .
15 .
7. 9
16 .
p
p
p
p
p
p
14 . p
40 .
0. 2
3. 0
12 . p
9. 9
1. 5
0. 8
1. 1
14 .
14 .
14 .
14 .
p
p
p
p
7. 2
8. 4
1. 7
1. 5
2. 6
5. 0
1. 6
14 . p
9. 6
14 . p
14 . p
50 .
2. 1
12 .
7. 1
1. 7
2. 6
1. 7
4. 0
6. 9
15 . p
14 . p
14 . p
8. 2
13 . p
13 . p
1. 6
1. 5
1. 2
1. 5
1. 9
8. 3
1. 1
2. 3
1. 3
10 . 7
3.
6. 0
3. 1
15 . p
14 . p
14 .
10 . 0
15 .
14 .
15 .
14 .
15 .
15 .
13 .
14 .
11 . 8
16 .
15 .
15 .
15 .
15 .
15 .
8. 3
9. 0
10 . 6
14 .
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
p
F, *1 2 in v ; = 63 0 1
F, st e l l a r ; = IC 46 4 3
pB
vS , R, vl b M
ee F , S, R, F* nr , sp of 2
vF , vS , R, lb M , nf of 2
ee F , pS , R, sp of 2, 63 4 0 nr
gl o b . cl . , vB , L, R, ps b M , rr r , st 16
on l y a D* 13 , 13 . 5 , di s t 8"
ee F , vS , lE , be t 2 F st
cF , pL , R, vg m b M
pB , vS , R
on l y 5 st 12 - 14 in li n e ns , 45 " lo n g
vF , pS , R, be t 2 st
eF , ir r R , di f , vS * in v
eF , ee S , an n ? , su s p
ee F , pS , R, nf of 2, v di f f i c
ee F , pS , R, be t 2 st p & f
PN , st e l l a r
vF , S, R, sb M
F, vS , R, bM
eF , S, R, bM , F* cl o s e s
eF , S
eF , *1 3 p 0s .5
eF , vS , di f f i c
pB , E pf , PN
vF , cL , cb M ; sp i r ?
eF , vS , di f f i c
cl o s e Dn e b , 16 0 d e g , bo t h B, eS
vF , vS , R, bM
ne b *1 3 ? *1 0 n 1'
pF , S, cE
gl o b . cl . , B, cL , R, lb M , rr r , st 16
eF , iR , pS , vl b M
eF , pS , *1 3 . 5 f 80 "
ee F , pS , R, v di f f i c , 4 st s
vF , ov a l , ib M
F, S, R, vg l b M
ee F , vS , R, 2n d of 3
ee F , S, R, 3r d of 3
vF , eS , cb M
eF , S, R
vF , pS , *1 2 . 5 v cl o s e
eF , pS , v di f , *1 2 . 5 f 0' . 5
eF , st an d ne b
Cl , vS , ne b , vF D* in v
vF , vS , R, bM
st e l l a r , *9 . 8 sp 0' . 7 ; D* 12 - 12 is 30 s p
gl o b . cl . , cB , pS , R, gv m b M , rr r , st 16
F, vL , vl E , am st , 2 st in v
vF , L, iR , sp of 2
gl o b . cl . , vB , vL , eC M , rr r , st S; = M9 2
F, S, R, *1 2 nf , nr
vF , S, lE , nf of 2
Cl , pL , Ri , R, gb M , st 12 . . . 1 4
pB , S, R, bM N = *1 2
pF , L, R, rr
vF , vS , R, gl b M
eF , vS , iR , lb M
Cl , vL , pR i , lC (p l a c e of * nf )
vF , pS , mE , ne a r l y be t 2 st
pF , pS , gb M
eF , S, R, D* nr np
vF , eS , R, lb M , p of 2
gl o b . cl . , B, L, R, eC M , rr r , st 14 ; = M9
vF , vS , fa i n t e r th a n 63 4 9
F
eF , iR , di f
cF , vL , ic E , vg l b f , *8 in v
di f ne b in pa t c h e s
!! ! PN , pB , vS , R
cB , pS , lE , er
pB , pS , 3 S st in v , *1 0 nf 1'
pL , E ns , *9 . 2 sp 30 "
!! ! ri n g , eF , S, am st
vF , S, R, gb M
ee F , pL , iR , eF st in v , * sf
vF , pS , R, fo r m s tr a p wi t h 3 st
vF , vS , R, B* nr n
ee F , pS , R
gl o b . cl . , vB , cL , vg v m b M , rr r , st 20
eF pa i r of st on l y , on e ha z y
F, S, gb M
vF , eS , cb M
F, pL , sp i r
cF , L, R, gb M , rr r
eF , vS , bM
ee F , pL , v di f f i c
pF , vS , R, bM *1 3
eF , S
F, L, E, vg l b M , D* in v
eF , vS , mE 13 5 d e g
Cl , pC
vF * in vF , vS , R ne b
ne b in pa t c h e s (M i l k y Wa y )
ee F , eS , R, v di f f i c
eF , eS , R, lb M
Cl (n o t ne b ) , pF , L
bM
vF , pL , lE , D* n
F, PN , 15 ma g
F, S, E
F, pL , lb M
ee F , eS , bM , eF , * vn r , su s p
vF , S, R, np of 2
vF , pL , E
pB , pS , R, 1s t of 3
pB , pS , R, 2n d of 3
ee F , S, R, 3r d of 3
vF , pS , iF , sf of 2
F, L, vl b M
pF , pS , R
eF , S, R, B* s
eF , S, R
ee F , mE , v di f f i c
vF , pS , R, be t 2 st
eF , vS , R, ne a r l y be t 2 st
!! ri n g , pB , S, R
F, vS , R
gl o b . cl . , cL , R, vg b M , rr
eF , pS , R, n of 2
eF , pS , R, s of 2
v di f f i c u l t
vF , pL
ee F , pS , R, v di f f i c , be t 2 st
eF , vS , R
gl o b . cl . , cB , L, vg m b M , rr r , st 14 . . . 1 7
Cl , S, P, B* in v
pB , S, vl E
F, S, iF , er
vF , *1 1 np 2'
I126 2
Gx
I126 3
Gx
I126 4
Gx
I465 9
I465 5
6383 C+N
64 1 0
*
63 8 0
Gb
6411
Gx
6419
Gx
64 2 0
Gx
64 2 4
Gx
6388
Gb
17. . .
64 2 2
Gx
6409
Gx
64 2 3
Gx
I126 5
Gx
6434
Gx
I465 4
Gx
I465 8
6402
Gb
15; =
I465 6
Gx
6396
OC
6418
Gx
64 0 6
64 0 1
Gb
64 6 1
Gx
I126 7
Gx
64 0 8
Gx
6404
OC
6405
OC
64 3 5
Gx
6397
Gb
64 1 3
64 0 0
OC
64 3 6
Gx
64 1 7
Gx
64 5 6
Gx
63 9 8
Gx
6457
Gx
6403
Gx
63 9 2
Gx
64 6 3
Gx
6427
Gx
64 4 9
Gx
64 2 8
64 7 7
Gx
64 2 9
Gx
6433
Gx
64 7 0
Gx
64 7 1
Gx
64 7 2
Gx
6431
64 4 8
6415
64 1 6
OC
64 3 0 As t
6443
Gx
64 6 2
Gx
64 2 6
Gb
64 5 4
Gx
6407
Gx
I466 3
Pl
I126 6
6421
6464
Gx
I466 6
Gx
6459
Gx
64 4 6
Gx
64 4 7
Gx
I466 5
OC
I466 7
64 2 5
OC
6442
Gx
64 7 4
I466 8
64 7 3
Gx
I466 2
Gx
I466 9
Gx
64 3 2
64 5 0
I127 0
*
64 5 2
Gx
6466
Gx
6439
Pl
6479
Gx
6478
Gx
6440
Gb
I466 4
Gx
6437
6445
Pl
6458
Gx
6488
Gx
6503
Gx
64 4 4
OC
6460
Gx
6508
Gx
64 8 9
Gx
64 9 1
Gx
64 4 1
Gb
64 9 3
Gx
64 5 1
OC
64 6 7
Gx
64 6 8
Gx
I126 8
6453
Gb
64 9 8
I466 1
Gx
6497
Gx
6505
Gx
64 8 4
Gx
64 8 2
Gx
64 8 5
Gx
64 5 5
I126 9
Gx
64 8 6
Gx
6487
Gx
6481
D*
64 6 5
64 6 9
OC
64 7 6
64 7 5
OC
6510
6538
Gx
64 9 0
Gx
6480
6511
64 9 5
Gx
6512
Gx
17
17
17
17
17
17
17
17
17
17
17
17
17
33 . 0
33 . 1
33 . 3
34 . 2
34 . 6
34.8
35 . 2
35 . 4
35.6
35.9
36 . 1
36 . 2
36.3
+43
+43
+43
- 17
- 60
- 32
+60
- 39
+6 0
+6 8
+68
+69
- 44
45
49
38
56
43
34
49
04
48
08
01
59
44
u
u
u
d
d
s
r
s
r
r
r
r
s
Her
Her
Her
Oph
Ara
Sc o
Dra
Sco
Dr a
Dr a
Dra
Dra
Sc o
17
17
17
17
17
17
17
17
36 . 3
36.6
36 . 7
36 . 7
36.8
37 . 1
37 . 2
37.6
+68
+5 0
+68
+42
+7 2
- 74
- 59
- 03
02
46
09
05
05
23
35
15
r
r
r
u
r
c
d
s
Dra
Dr a
Dra
Her
Dr a
Aps
Ara
Op h
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
17
37 . 7
38.1
38.1
38 . 3
38 . 6
38 . 7
38 . 7
38 . 8
39.6
40.1
40 . 1
40.7
40 . 7
40 . 8
41 . 2
41 . 7
42 . 4
42 . 7
42.8
43.2
43 . 5
43 . 5
43.6
43 . 7
43 . 9
43 . 9
44 . 0
44.0
44 . 1
44 . 1
44 . 2
44.3
44 . 3
44.4
44 . 4
44 . 6
44.6
44 . 7
44 . 9
44 . 9
45.0
45 . 5
45 . 6
45.8
45.8
45 . 8
45.9
46 . 1
46 . 3
46 . 3
46 . 3
46 . 9
46.9
46 . 9
46 . 9
47 . 0
47 . 1
47 . 2
47 . 4
47 . 5
47 . 8
48 . 0
48.2
48.3
48.3
48.6
48.9
49 . 0
49.1
49.2
49.2
49.3
49.4
49 . 5
49.6
49.9
50 . 0
50 . 1
50 . 2
50 . 4
50 . 7
50 . 7
50 . 7
50 . 7
50.9
51 . 0
51 . 0
51.2
51.3
51 . 7
51 . 8
51 . 8
52 . 0
52 . 1
52 . 6
52.7
52.8
52 . 9
52 . 9
53 . 8
53 . 9
54.0
54.2
54 . 5
54.6
54.7
54 . 8
54.8
- 63
- 35
+5 8
+18
- 23
+73
+59
+18
- 33
- 32
+62
- 53
+12
- 36
+60
+23
+67
- 61
+6 6
- 61
- 69
+67
+2 5
+56
+25
+67
+25
+3 6
+67
+67
+67
+2 5
+53
- 35
- 32
+18
+4 8
+61
+03
+55
- 60
- 44
- 46
- 33
+6 0
+55
+5 5
+35
+35
+05
+55
- 31
+2 0
+57
+57
+57
- 64
+61
- 24
+18
+62
+20
+5 1
- 16
+5 4
+5 1
- 20
- 63
- 35
- 20
+2 0
+6 2
+7 0
- 34
+2 0
+7 2
+60
+61
- 37
+61
- 30
+17
+17
+17
- 34
+59
- 74
+5 9
+6 5
+24
+23
+31
- 35
+21
+29
+2 9
+0 4
- 25
- 22
- 29
- 34
+6 0
+7 3
+18
- 30
+6 0
+18
+6 2
44
00
43
50
55
30
23
52
15
13
37
40
37
57
27
40
34
41
28
41
47
35
29
47
32
37
21
46
34
34
36
30
32
01
21
09
05
53
00
42
44
54
06
42
53
46
45
33
33
43
53
32
45
20
24
20
38
26
53
35
13
51
26
29
10
09
22
15
26
01
49
14
09
49
46
02
06
32
03
33
13
32
32
13
36
29
02
30
33
30
04
28
23
34
50
51
10
24
21
08
49
48
25
23
26
48
20
39
c
s
r
r
s
r
v
r
s
s
r
s
r
s
r
r
r
A
r
A
c
r
r
r
r
r
r
r
r
r
r
r
r
r
s
r
r
r
s
s
c
s
d
r
r
m
r
r
r
s
d
s
r
r
d
r
s
x
D
r
x
r
r
s
r
s
s
c
r
s
r
r
s
s
r
r
r
r
s
v
s
s
u
D
s
r
c
r
r
r
s
r
r
v
r
r
r
D
s
r
s
D
r
r
r
D
r
r
Ara
Sc o
Dr a
Her
Oph
Dra
Dra
Her
Sc o
Sc o
Dra
Ar a
Oph
Sco
Dra
Her
Dra
Pav
Dr a
Pa v
Aps
Dra
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Dra
Her
Dra
Her
He r
Dra
Dra
Dra
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Dra
Sc o
Sco
Her
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Dra
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Dra
Pa v
Sco
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Dra
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Her
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Dra
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Dra
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Her
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Sg r
Dr a
Dr a
Sg r
Pav
Sc o
Sg r
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Dr a
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Her
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Dr a
1.5
1.7
1.4
80 .
3.9
8.7
2.1
1 5 . p eF , p S , R , 1 s t of 3
1 5 . p eF , p S . , R , 2n d o f 3
1 6 . p eF , p S , R , 3 r d of 3
pF , S , *8 f 21 s , 3 ' n
eF , e S , m E 1 7 0 d e g
5 . 5 C l , s t 1 3 , *6 - 7 in M
ee F , S, R , n e a r l y b e t 2 s t , s p o f 2
eF , p S , l E , *9 at t
13. p vS, gbM
15. p eeF, eS, R, v diff i c
1 5 . p ee F , eS , R , v d i f f i c
1 5 . p vF , p S , R
6 . 9 g l o b . cl . , v B , L, R , p g , ps v m b M , r r r ,
15.
15.
15.
14.
13.
p
p
p
p
p
1.7
11 . 7
2.2
3.
5.6
7.6
8.5
14. p
9. 5
15. p
1.7
5.
15 .
25 . 7
8.
14. p
11. p
4.2
15. p
5.7
9.
15.
14.
15.
p
p
p
p
14. p
1.5
15. p
14. p
14. p
14.
14.
15.
15.
15.
18.
3.2
1.4
1.9
0.2
0.6
41.
8.
2.2
0.1
1.9
5.4
1.7
0.6
6.2
12.
7.8
1.4
8.
2.7
2.3
3.5
p
p
p
p
p
5. 7
15. p
14. p
11.2
15. p
13. p
15.
16.
16.
15.
14.
4. 2
p
p
p
p
p
7. 2
14. p
15. p
11.4
15.
15.
14.
14.
14.
9.7
p
p
p
p
p
13. p
15. p
14. p
10.2
14.
14.
15.
14.
7. 4
p
p
p
p
8. p
15. p
14. p
9.9
2.5
2.3
14.
15.
13.
11.3
14.
p
p
p
p
1.9
15. p
14. p
12.
80.
8. p
3. 3
14. p
14. p
14. p
15. p
eF , p S , R ,
vF, S, R
ee F , vS , R ,
ee F , S, l E
v F , v S , R,
eF , e S , R ,
F, P N , 1 5
! g l o b . cl .
near l y
st
bet 2 st
* clos e
f
st e l l a r , * 8 s
vmbM
mag
, B , v L , R, e R i ,
vgmb M ,
ee F , vS , e E 90 d e g , cb M
C l , p L , lR i , lC
eF, pS, R
vF , e S , s t e l l a r
pB , p L , R , * 1 2 f in v
eF , p S , R , 5 s t n r
ee F , pS , R , v d i f f i c
F, S , i R , gb M
Cl, F, L, pRi, lC, st 13.. . 1 5
C l , L , i R , lC , s t 7, 10 . . . ; = M 6
ee F , vS , R , vF D* n r f
g l o b . cl . , B , v L , R i , st 13
vF , v S , s m b M
Cl , p L , p R i , i R , st 9. . . 1 0
ee F , pS , l E , * * * n r
pF , S , vl b M
ee F , eS , R , v d i f f i c , be t 2 s t
eF h a z y * on l y , p o f 2
F , vS , R , b M
e F ha z y * o n l y , f of 2
cF , S , R, gl b M , * 1 3 sp
ee F , S, R , v d i f f i c , 2 n d of 6
v F , v S , st e l l a r
vF , p S , R
vF , S , st e l l a r
ee F , eS , R , v d i f f i c , * n r
F, S , s t e l l a r
vF, S, pmE, bM
ee F , vS , R , v d i f f i c , 3r d o f 6
ee F , eS , R , * n r , 4 t h of 6
ee F , eS , R , v d i f f i c , 5t h o f 6
vF, vS, R
vF , p S , R , l b M
n e b s p o r t i o n of Mi l k y W a y
Cl , v L , R i , lC
vF , S , mE
e F , p S , lE
F, e S , R, PN ?
vF , c L , E , v l b M
vF , p S , R , l b M
eF, S, R, 3 st nr
PN , st e l l
st e l l a r ( g a s e o u s sp e c t r u m )
C l , v L , pR i , st 8. . . 1 2
eeF, pS, R, s of 4 st
eF * , sl i g h t l y n e b s
e F , e S , R, r
eF , v S , i R
vF , S , R
Cl , c o
2 st e l l n e b su s p
Cl , p S , l R i , l C , st 10 . . . 1 2
p F , S , i R , gb M
eF , p S , R , n o f 3 , 3 s t n r
eF , * 3 ' n
ee F , S, R , s o f 2
F, p S , lE
eF , S ; eF st i n v ?
on l y 4 st 12 - 1 3
vF , v S , B * f 2 ' ; no n e x i s t e n t ?
ee F , S, R , v d i f f i c , 6 4 8 8 f
ee F , S
e F , v S , R, be t 2 s t
PN , stel l a r = 13m
e F , p S , R, 3 st n
pB, S, vmE, spin d l e
p B , p L , R, bM
eF , v S , c E , cb M
C l , F , e L , vS s t + n e b
p B , p S , R, gb M , r, * 1 5 np
e F , v S , st e l l a r
pF, pS, E
B o r p B , L , m E , *9 f 4'
Cl , v L , v R i , s t 1 2 . . . 1 3
v F , p L , iR
vF, S, 3 st nr
ee F , pL , l E , b e t 2 s t
pF , e S , v F * at t , np of 2
gl o b . c l . , vB , p L , R, v g m b M , rr r ,
F, e S , R, PN ? , F * v n r , s f of 2
Cl , p L , p R i , b i f i d , st 1 2 . . .
vF , v S , l E
vF , S , R
ee F , pS , R , v d i f f i c
c L , i R , pm b M , r
pF , p S , R , F * v n r , s f of 2
eF , v S , R , c b M
e F , p S , lE , * c l o s e n , np of 2
eeF, vS, R
eF , v S , R , m b M
! vF , S , R , vs v m b M v S R N
vF , v S , R
Cl , r r , s t e S + n e b
ee F , pL , R , 2 F s t ; *1 0 s p 4'
vS * s l i g h t l y n e b s
F , S, R, g b M
vS, bM
on l y 2 F D s t
Cl , p R i ( i n Mi l k y W a y )
ne b o r ne b s pa r t of Mi l k y W a y
Cl , v B , p R i , l C , st 7. . . 1 2 ; = M7
eeF, pS, lE, v diff i c
e F , v S , lE , b e t 2 eF st
vF , v S , s t e l l a r
n e b o r n e b s p a r t o f M i l k y Wa y
F , pL , b M
F, S , R
v F , R , 1 s t of 3
rr r ,
st 1 8
st
I4 6 7 0
I4 6 7 1
65 1 6
64 9 9
65 2 1
65 0 0
65 0 4
65 3 4
65 0 1
64 9 4
65 3 6
65 1 5
I4 6 7 7
65 4 3
64 9 6
65 3 2
65 2 4
65 0 9
64 8 3
65 1 3
65 0 7
65 1 8
65 4 2
65 0 6
65 5 2
65 1 7
65 2 7
65 2 5
65 1 4
I4 6 7 2
65 2 6
64 9 2
I4 6 7 6
I4 6 7 5
I4 6 7 3
65 1 9
65 2 0
65 2 2
65 2 3
65 3 5
65 0 2
65 3 1
65 2 8
65 3 0
65 3 9
65 6 2
I1 2 7 2
I1 2 7 3
65 3 3
65 4 7
65 3 7
65 6 0
65 2 9
I1 2 7 1
65 4 9
65 4 8
65 5 0
65 4 0
65 6 6
65 4 6
65 4 4
65 5 5
65 4 1
I4 6 7 8
I4 6 8 8
I4 6 7 4
I4 6 8 1
I4 6 8 3
I4 6 9 1
65 9 8
65 5 1
65 5 4
65 6 4
I4 6 8 4
I4 6 9 3
65 5 3
I4 6 8 5
I1 2 7 4
65 9 2
65 5 6
65 5 9
I1 2 7 5
65 9 4
I1 2 7 7
65 5 8
65 6 1
I1 2 7 8
I4 6 9 0
I1 2 7 6
65 7 5
65 7 1
65 8 2
65 7 0
I1 2 7 9
65 9 7
I4 6 7 9
I1 2 8 1
65 7 6
65 6 5
65 7 4
66 0 1
65 6 3
65 7 2
65 7 7
I1 2 8 0
65 4 5
65 7 9
66 0 7
65 8 0
65 8 5
I4 6 9 7
65 8 1
66 0 8
66 0 9
65 6 8
66 2 1
66 2 2
I4 6 8 0
65 6 9
I4 6 8 6
65 6 7
65 8 6
I4 6 8 7
I4 6 8 9
I4 7 0 8
65 7 3
65 8 7
65 9 1
66 1 7
I1 2 8 2
65 9 3
Nb 17
17
Gx 17
D* 17
Gx 17
Gx 17
Gx 17
Gx 17
Gx 17
OC 17
Gx 17
Gx 17
Gx 17
Pl 17
Gb 17
Gx 17
Gx 17
Gx 17
Gx 17
Gx 17
OC 17
Gx 17
Gx 17
- 17
Gx 18
Gb 18
Gx 18
- 18
C+ N 18
18
Nb 18
Gx 18
Gx 18
18
Pl 18
- 18
OC 18
Gb 18
Nb 18
Gb 18
Gx 18
OC 18
Gb 18
OC 18
Gb 18
Gx 18
OC 18
OC 18
- 18
Gx 18
Pl 18
Gx 18
- 18
18
Gx 18
Gx 18
Gx 18
OC 18
Gx 18
OC 18
Gb 18
Gx 18
Gb 18
18
Gx 18
Gx 18
18
18
Gx 18
Gx 18
- 18
- 18
- 18
Nb 18
18
Gb 18
Nb 18
Nb 18
Gx 18
18
Nb 18
Nb 18
Gx 18
OC 18
Gb 18
- 18
18
18
Gb 18
Gx 18
Gx 18
Gx 18
Gx 18
18
Gx 18
Gx 18
? 18
Gx 18
Pl 18
Gx 18
Gx 18
Pl 18
Pl 18
Gx 18
Gx 18
Gx 18
18
Gx 18
18
Gx 18
Gx 18
Gx 18
Gx 18
Gx 18
OC 18
Gx 18
Gx 18
Gx 18
Gb 18
Gx 18
Pl 18
Gx 18
Gx 18
Gx 18
Gx 18
- 18
Gx 18
Gx 18
Gx 18
? 18
Gx 18
138
55 . 1
55 . 1
55 . 2
55 . 3
55 . 8
56 . 0
56 . 0
56 . 0
56 . 1
56 . 8
57 . 3
57 . 4
58 . 3
58 . 6
59 . 0
59 . 1
59 . 2
59 . 4
59 . 5
59 . 5
59 . 6
59 . 7
59 . 7
59 . 8
00 . 1
01 . 8
01 . 8
02 . 1
02 . 3
02 . 4
02 . 6
02 . 8
02 . 8
03 . 2
03 . 3
03 . 4
03 . 4
03 . 6
03 . 8
03 . 8
04 . 2
04 . 6
04 . 8
04 . 8
04 . 8
04 . 9
04 . 9
05 . 0
05 . 1
05 . 1
05 . 2
05 . 3
05 . 5
05 . 5
05 . 8
06 . 0
06 . 0
06 . 3
07 . 0
07 . 2
07 . 3
07 . 8
08 . 0
08 . 0
08 . 1
08 . 2
08 . 3
08 . 7
08 . 7
08 . 8
09 . 0
09 . 1
09 . 1
09 . 1
09 . 2
09 . 3
09 . 3
09 . 5
09 . 9
10 . 0
10 . 0
10 . 0
10 . 2
10 . 2
10 . 3
10 . 5
10 . 5
10 . 5
10 . 7
10 . 8
10 . 9
11 . 0
11 . 1
11 . 1
11 . 3
11 . 4
11 . 6
11 . 8
11 . 9
11 . 9
11 . 9
12 . 0
12 . 1
12 . 1
12 . 2
12 . 3
12 . 3
12 . 3
12 . 4
12 . 4
12 . 5
12 . 6
12 . 6
12 . 6
12 . 8
12 . 9
13 . 0
13 . 5
13 . 6
13 . 6
13 . 7
13 . 7
13 . 7
13 . 7
13 . 7
13 . 8
13 . 9
14 . 0
14 . 1
14 . 1
14 . 2
- 21
- 10
+6 2
+1 8
+6 2
+1 8
+3 3
+6 4
+1 8
- 19
+6 4
+5 0
+6 6
+6 6
- 44
+5 6
+4 5
+0 6
- 63
+2 4
- 17
+2 8
+6 1
- 24
+6 6
- 08
+1 9
+1 1
- 23
- 62
- 23
- 66
+1 1
- 09
- 27
- 29
- 27
- 30
- 24
- 00
- 65
- 22
- 30
- 24
- 07
+5 6
+2 5
+2 5
- 24
+2 5
- 19
+4 6
- 36
- 24
+1 8
+1 8
+1 8
- 27
+5 2
- 23
- 25
+1 7
- 43
- 23
+1 1
- 62
- 23
- 26
+1 1
+6 9
- 29
- 18
+1 7
- 23
+1 7
- 25
- 23
- 23
+6 1
- 27
- 24
- 23
+6 1
+3 1
- 31
- 16
+3 1
- 19
- 07
+3 1
+2 1
+4 9
+1 4
+3 6
+6 1
- 56
+3 6
+2 1
- 28
+1 4
+6 1
- 33
+0 6
+2 1
+2 5
- 63
+2 1
+6 1
+2 1
+3 9
+2 5
+2 5
+6 1
+6 1
- 21
+6 8
+6 8
- 64
- 31
- 57
- 19
+2 1
- 57
- 57
+6 1
- 22
+1 8
+2 1
+6 1
+2 1
+2 2
48
17
40
23
37
20
12
19
22
01
56
44
38
38
16
13
55
17
40
54
24
52
22
39
36
58
44
03
02
50
35
25
49
15
06
48
54
02
23
18
25
30
03
20
35
15
05
07
53
13
51
52
18
27
32
35
35
49
16
20
00
36
42
52
42
24
24
14
50
04
33
26
24
25
20
54
59
44
25
31
06
50
07
00
46
48
09
49
12
05
14
53
06
02
10
15
01
25
11
59
26
52
51
28
40
46
26
19
26
37
26
25
19
19
36
22
20
29
50
44
05
05
44
45
09
10
50
02
19
06
17
x
d
r
r
r
s
s
r
s
s
r
r
m
s
s
r
r
s
r
r
s
r
s
r
r
s
r
r
s
d
s
r
z
d
s
r
s
s
s
s
c
s
s
s
s
r
x
x
r
r
s
s
r
D
r
D
D
s
r
s
s
s
s
d
u
c
d
d
z
r
r
r
r
s
d
s
s
s
r
D
s
s
r
x
s
r
d
d
s
r
r
r
s
d
r
c
x
r
s
s
r
s
s
r
m
A
D
r
D
r
u
r
r
r
s
s
r
c
s
c
s
r
c
c
z
r
s
r
r
x
r
Sg r
Se r
Dr a
He r
Dr a
He r
He r
Dr a
He r
Sg r
Dr a
Dr a
Dr a
Dr a
Sc o
Dr a
He r
Op h
Pa v
He r
Sg r
He r
Dr a
Sg r
Dr a
Op h
He r
Op h
Sg r
Pa v
Sg r
Pa v
Op h
Op h
Sg r
Sg r
Sg r
Sg r
Sg r
Se r
Pa v
Sg r
Sg r
Sg r
Se r
Dr a
He r
He r
Sg r
He r
Sg r
He r
Sg r
Sg r
He r
He r
He r
Sg r
Dr a
Sg r
Sg r
He r
Cr A
Sg r
Op h
Pa v
Sg r
Sg r
Op h
Dr a
Sg r
Sg r
He r
Sg r
He r
Sg r
Sg r
Sg r
Dr a
Sg r
Sg r
Sg r
Dr a
He r
Sg r
Sg r
He r
Sg r
Se r
He r
He r
He r
Op h
He r
Dr a
Te l
He r
He r
Sg r
He r
Dr a
Sg r
Op h
He r
He r
Pa v
He r
Dr a
He r
He r
He r
He r
Dr a
Dr a
Sg r
Dr a
Dr a
Pa v
Sg r
Pa v
Sg r
He r
Pa v
Pa v
Dr a
Sg r
He r
He r
Dr a
He r
He r
5.
2. 5
2. 5
2. 0
27 .
1. 0
5. 8
6. 9
2. 3
7.
1. 5
4. 3
29 .
40 .
0. 3
6.
5. 6
90 .
3. 6
1. 2
13 .
3. 7
15 .
6. 9
0. 2
1. 3
1.
13 .
8. 9
2. 1
13 . 1
1. 6
1. 5
3.
8. 1
10 .
9.
8.
10 .
3. 7
7. 1
1. 8
1. 9
0. 2
1. 4
0. 8
0. 1
0. 4
1. 6
13 .
2. 5
1. 7
5. 8
0. 5
0. 1
1. 5
0. 9
2. 3
st e l l a r , 12 . 5 ma g
sp i r a l ? (e d g e of pl a t e )
15 . p vF , vS , 2n d of 3
S D* in ne b
14 . p F, pL , 3r d of 3
13 . p vF , vS , sp of 2
13 . p F, vm E , sb M
15 . p ee F , pS , R
12 . 3
vF , vS , nf of 2
5. 5 Cl , B, vL , pR i , lC , st 10 . . . ; = M2 3
14 . p vF , pL , R
14 . p vF , vS , R, 2 B st nr
15 . p vF , S; 65 4 3 f 16 s .5
9. p PN , vB , pS , sb M v S N
9. 2 ne b + Cl , pL , mE , gv l b M
15 . p ee F , pS , R
14 . p pF , pS , lE
13 . p vF , pL , ir r R , lb M
F, S, E, bM , be t 2 st 10
14 . p vF , vS , st e l l a r
10 . p Cl , pS , lR i , lC
15 . p 2 vF , cl o s e st in vF , vS ne b
14 . p eF , S, mE , 2 st sp
Cl , Ri , eL , vl C
14 . p F, pS , iR
10 . 3
pB , pL , R, rr
15 . p ee F , vS , R
Cl , P, st L
6. 3 !! ! vB , vL , tr i f i d , D* in v ; = M2 0
ee F , eS , vE 45 d e g , cb M
F, L, cE
pF , S, pm E 90 d e g , *1 2 at t f
16 . p eF , vS
do u b t f u l , no t se e n a se c o n d ti m e
PN , 13 ma g , *1 3 nf 33 "
vF , np 65 2 2
8. p Cl , pS , Ri , lC , st 9. . . 1 3
8. 6 gl o b . cl . , B, pL , R, gv m b M , rr r , st 16
5. 8 !! ! vB , eL , ei F , wi t h L Cl ; = M8
10 . 6
pF , L, di a m 1' or 2'
vF , vS , f * of D* in v
5. 9 Cl , pR i , lC , st 9. . . 1 2 ; = M2 1
9. 5 gl o b . cl . , pF , cS , R, gb M , rr r , st 16
4. 6 Cl , B, L, pR i , f M8
9. 6 no de s c r i p t i o n
14 . p F, pS , R, bM , be t 2 st
S Cl
vF , S Cl wi t h ne b ? *1 0 f 3'
eL , ei F , st f
14 . p F, vS , E, mb M
13 . p PN , B, S, st e l l a r
14 . p ee F , pS , iR
Cl in Mi l k y Wa y
eF , vL , B* in v , pa r t of 65 2 3
15 . p vF , pL , iR , ne a r 65 4 8
13 . p cF , S, lE , r; = 65 5 0
13 . p vF , pS , R, se v F st in v , ne a r 65 4 9
15 . p pF , S, iE , er or Cl
15 . p eF , vS , R, *1 6 nr
8. 0 Cl , vL , vR i
8. 3 cF , pL , iR , r
12 . p F, L, R, vg l b M
6. 6 gl o b . cl . , B, R, eC , gb M , rr r , st 15 . . . 1 6
B, S, E
15 . p vF , pS , di f , *1 2 cl o s e f
eF , vS , eE 80 d e g , cb M st e l l N
S ne b or ne b *
vF , ee L
15 . p F, S, iF , 1 or 2 F st in v
14 . p eF , pS , R
vF , vS , R, rr
Cl , pR i , vl C , st L & S
eF , vS
S ne b or ne b *
eF , S, bM , se v eF st in v
8. 3 gl o b . cl . , F, L, lE , vg l b M , rr , st 20
*7 . 5 in L, di f ne b
3 st 8. 5 to 9m in pL ne b
15 . p vF , vS , R
F, vL , cE , lb M , rr ; no ne b u l o s i t y ?
vF , vL , lE , ** in v
2 st 8 & 8. 5 in pL ne b
15 . p vF , vS , R
S Cl
gl o b . cl . , pB , pL , R, gl b M , rr r , st 16
Cl , L, lC , st cL
vF , vS , se v st su s p
*9 . 5 in ne b , E sp n f
ee F , vL , v di f f i c , D* cl o s e p
14 . p pB , S, R
15 . p eF , vS , st e l l
15 . p ee F , pS , R
13 . p pF , pL , R
ee F , pS , R, v di f f i c
15 . p vF , vS , R, B* nr
cF , S, R, vm b M ; su s p
= IC 12 7 9
15 . p eF , vS
13 . p PN , st e l l a r
12 . 0
pB , S, R
15 . p eF , pS , R
14 . p PN , F, L, cE , ha z y bo r d e r
9. p PN , vB , vS , R, l ha z y
14 . p vF , S
15 . p *1 3 , ne b u l o u s ?
ee F , ee S , R
F, p of Dn e b
15 . p eF , pS , R, v di f f i c
F, f of Dn e b
13 . p ee F , S, eE , be t se v B st
15 . p F, S, iF , r
15 . p eF , di f , be t 2 F st
15 . p vF , eS , R, vF * nr
15 . p vF , pS , lE , F* nr
9. p Cl , vL , lC
13 . 1
pF , pS , R, lb M , s of 2
13 . p pF , pS , R, lb M , n of 2
eF , vS , eE 85 d e g , cb M
8. 7 gl o b . cl . , cB , L, R, rr r , st 15 . . .
bM , ma g 14
12 . p PN , st e l l , 11 ma g , in a Cl
14 . p eF , S, R
bM ma g 14
bM , ma g 14
15 . p eF , eS , v di f f i c , 66 1 7 nr
Cl , st vS
12 . 1
F, vS , R, st e l l
ee F , vS , st e l l
15 . p ee F , pL , R, v di f f i c
vF , 2 or 3 st su s p
15 . p vF , vS , R, lb M
6606
Gx 1 8
I469 2
Gx 18
I469 4
Gx 18
65 9 9
Gx 18
6600
- 18
6583
OC 1 8
I128 5
OC 18
6612
Gx 1 8
I128 6
Gx 18
65 7 8
Pl 18
I468 2
Gx 18
I470 1
Nb 18
66 0 2
Gx 18
65 8 9
18
65 9 0 C+ N 1 8
65 9 5
OC 18
66 0 5
OC 18
I470 0
18
66 1 0
- 18
I128 3
Nb 18
I469 5
18
65 9 6
OC 18
I128 4
Nb 18
66 1 6
Gx 18
6604 C+N 18
6603
OC 1 8
I469 9
Pl 18
65 8 4
Gb 18
66 1 5
Gx 18
66 1 1 C+ N 1 8
6619
Gx 1 8
I470 3
OC 18
6623
Gx 1 8
I470 6
18
66 4 3
Gx 18
66 1 3
OC 18
I470 7
18
I469 6
Gx 18
6618 C+N 18
I469 8
18
65 5 7
Gx 18
65 8 8
18
66 3 6
Gx 18
66 2 8
Gx 18
66 2 7
Gx 18
66 2 0
Pl 18
I470 2
Gx 18
66 2 5
OC 18
66 2 4
Gb 18
66 5 4
Gx 18
6651
Gx 1 8
I470 9
18
6626
Gb 1 8
14. . . 1 6 ;
6632
Gx 1 8
66 1 4
Gx 18
6650
Gx 1 8
66 4 8
- 18
66 2 9
Pl 18
64 3 8
Gx 18
I 4 7 1 5 C+ N 1 8
I473 3
18
66 3 1
OC 18
66 3 5
Gx 18
66 3 3
OC 18
I470 4
Gx 18
66 4 0
Gx 18
I471 1
18
I470 5
Gx 18
I471 0
Gx 18
6641
Gx 1 8
I128 8
Gx 18
66 4 6
Gx 18
I128 9
18
66 3 4
- 18
I471 3
Gx 18
66 3 9
OC 18
6667
Gx 1 8
6638
Gb 1 8
I471 4
Gx 18
I471 2
Gx 18
I128 7
Nb 18
66 3 7
Gb 18
66 4 7
OC 18
I472 5
OC 18
6642
Gb 1 8
I476 2
OC 18
6630
Gx 1 8
6644
Pl 1 8
66 4 5
OC 18
I471 6
18
66 5 7
Gx 18
6676
Gx 1 8
6678
- 18
I471 9
Gx 18
6668
18
I471 7
Gx 18
6649
OC 1 8
6663
Gx 1 8
66 7 0
Gx 18
I472 0
Gx 18
I476 3
18
6677
Gx 1 8
6679
Gx 1 8
6672
Gx 1 8
I471 8
Gx 18
6658
Gx 1 8
66 5 9
- 18
I129 1
Gx 18
I473 2
Pl 18
66 6 2
Gx 18
66 6 5
Gx 18
I472 1
Gx 18
I472 2
Gx 18
66 6 0
18
6661
Gx 1 8
66 5 5
- 18
6690
Gx 1 8
66 8 9
Gx 18
66 6 6
18
66 5 2
Gb 18
I472 3
Pl 18
6656
Gb 1 8
11. . . 1 5 ;
66 6 4
OC 18
I472 6
18
66 8 7
Gx 18
66 7 1
Gx 18
66 7 5
Gx 18
I472 7
Gx 18
I472 8
Gx 18
14.7
14 . 8
15 . 4
15 . 6
15.7
15.8
16 . 1
16.2
16 . 2
16 . 3
16 . 4
16 . 5
16 . 6
16 . 9
17 . 0
17 . 0
17 . 1
17 . 1
17 . 2
17 . 3
17 . 4
17 . 5
17 . 7
17 . 8
18.1
18.4
18 . 5
18 . 6
18 . 6
18 . 8
18.8
18 . 9
19.5
19 . 6
19 . 8
19 . 9
20 . 1
20 . 3
20.8
21 . 0
21 . 4
21 . 5
22 . 0
22 . 2
22 . 7
22 . 9
23 . 1
23 . 2
23 . 7
24 . 1
24.3
24 . 3
24.5
=
25.0
25 . 2
25.4
25 . 6
25 . 7
26 .
26 . 2
26 . 5
27 . 2
27 . 6
27 . 7
27 . 9
28 . 1
28 . 1
28 . 2
28 . 7
28.8
29 . 4
29 . 6
29 . 8
29 . 9
30 . 0
30 . 1
30.7
30.9
30 . 9
31 . 1
31 . 3
31 . 4
31 . 5
31 . 6
31.9
32 . 5
32.6
32.6
32 . 6
32 . 7
33 . 0
33.2
33.2
33 . 2
33.3
33 . 3
33.5
33.5
33 . 5
33 . 5
33 . 5
33.6
33.6
33.8
33 . 8
33.9
33 . 9
33 . 9
33 . 9
34 . 0
34 . 5
34 . 5
34 . 5
34 . 6
34.6
34 . 8
34.8
34 . 9
35 . 3
35 . 8
35 . 8
36.4
M
36 . 7
36 . 9
37 . 2
37 . 4
37 . 4
37 . 9
37 . 9
+4 3
- 58
- 58
+24
+2 5
- 22
+25
+3 6
+55
- 20
- 71
- 16
+25
- 19
- 19
- 19
- 14
- 19
+15
- 19
- 58
- 16
- 19
+22
- 12
- 18
- 45
- 52
+13
- 13
+2 3
- 13
+2 3
- 16
+74
- 17
- 16
- 64
- 16
- 63
- 76
- 63
+66
+23
+15
- 26
- 59
- 12
- 30
+73
+7 1
- 56
- 24
16
42
13
56
02
08
06
05
34
27
35
44
02
46
53
53
58
52
00
44
55
40
40
15
14
25
59
13
16
47
40
47
43
01
34
08
01
44
11
22
34
48
38
29
42
49
14
03
22
11
36
12
52
r
c
c
r
r
s
x
r
u
s
c
s
r
D
s
s
s
x
r
d
d
s
x
r
s
s
s
s
s
s
r
x
r
d
s
s
d
c
s
d
A
D
r
r
s
s
c
s
s
s
s
d
s
Ly r
Pav
Pav
Her
He r
Sg r
Her
Ly r
Dra
Sgr
Pav
Sgr
Her
Sgr
Sgr
Sgr
Ser
Sgr
Her
Sgr
Pav
Sgr
Sgr
Her
Se r
Sg r
Tel
Tel
Oph
Ser
He r
Ser
He r
Sgr
Dra
Sgr
Sgr
Pav
Sg r
Pav
Oct
Pav
Dra
Her
Her
Sgr
Pav
Sct
Sgr
Dra
Dr a
Tel
Sg r
+2 7
- 63
+6 8
+64
- 23
- 85
- 18
+64
- 12
+14
+06
- 71
+34
- 64
- 71
- 66
+2 2
+39
+39
+40
- 33
- 67
- 13
+6 7
- 25
- 66
- 71
- 10
- 32
- 17
- 19
- 23
+67
- 63
- 25
- 16
- 56
+34
+6 6
+6 7
- 56
+6 7
- 57
- 10
+4 0
+59
- 58
+67
+6 7
+6 7
+4 2
- 60
+2 2
+23
+49
- 22
+32
+30
- 58
- 57
+22
+2 2
- 05
+7 0
+70
+33
- 32
- 63
- 23
32
14
00
59
12
25
26
58
02
49
34
37
18
57
42
59
54
43
52
00
25
13
12
59
30
39
42
50
21
21
15
29
50
17
08
54
58
02
57
51
44
08
58
24
03
53
24
08
08
08
48
08
53
34
16
39
03
42
30
48
55
55
59
32
32
35
59
22
54
s
r
r
r
s
s
F
d
s
s
s
c
r
d
c
s
r
u
r
d
r
c
r
s
s
c
c
s
s
s
s
s
x
A
s
s
d
r
r
r
c
D
c
s
r
r
c
d
r
r
r
c
s
r
s
s
r
r
s
c
D
s
r
s
t
D
s
x
s
He r
Pav
Dr a
Dra
Sgr
Oct
Sgr
Dra
Sct
Her
Oph
Pav
Lyr
Pav
Pav
Pav
He r
Lyr
Lyr
Lyr
Sgr
Pav
Sct
Dr a
Sg r
Pav
Pav
Sct
Sgr
Sgr
Sgr
Sg r
Dra
Pa v
Sg r
Sgr
Pav
Lyr
Dr a
Dr a
Tel
Dr a
Pav
Sc t
Ly r
Dra
Pav
Dra
Dr a
Dr a
Ly r
Pav
He r
Her
Dra
Sgr
Lyr
Lyr
Pav
Pav
Her
He r
Sct
Dr a
Dra
Lyr
Sgr
Pav
Sg r
- 08
- 62
+59
+26
+40
- 62
- 62
13
51
37
24
04
42
32
s
d
r
r
r
c
c
Sct
Pav
Dra
Lyr
Lyr
Pav
Pav
1.7
2.1
3.
1.5
0.2
2.5
60.
5.
4.
11.
10.
60 .
5.
0.2
7.9
1.2
35.
3.9
9.
2.4
46 .
1.5
0.1
1.6
5.9
3.0
1.8
11 . 2
3.1
0.3
2.6
30.
5.
1.3
27.
3.2
2.7
4.2
1.3
1.2
2.6
5.0
1.1
2.1
44.
7.1
32.
4.5
0.1
10.
1.3
1.5
6.
2.5
2.1
1.9
2.4
0.1
4.1
1.6
2.0
3.8
3.9
3.5
0.2
24 . 0
16.
1.4
2.0
14. p vF, S, R, gbM, vF* inv
F, S , i F , su s p
F, S , e E 2 0 d e g , lb M
1 3 . p pF , v S , R , g b M , S * a t t f
F , vS , s t e l l ; = 66 0 2
1 0 . p C l , p R i , p C , cE , s t 1 3 . . .
S Cl
15. p eeF, eS, R, v diff i c
1 5 . p eF , p S , R , 2 s t n r
1 3 . p PN , st e l l a r = 13 m a g
vF , c S , c E 1 4 0 d e g , st e l l N
eL , c o n n w i t h c l o u d IC 4 7 1 5
1 4 . p Cl , v S , s t F , 3 0 " , n e b u l o u s ?
D* i n c e n t r e o f e F , pL n e b y
D* i n c e n t r e o f p F , pL , R n e b y ; = 6 5 9 5
7. p F, p L , cE , * * in v ; = IC 47 0 0
6. p Cl , l R i , l C , s t 1 0 . . . 1 2
*9 . 4 in d e n s e n e b ; = 6 5 9 5
F, S , E , m b M , r
*9 . 3 ne b u l o u s
eF , v S , R , b M , se v s t nr ; s u s p
Cl , l C
*7 . 6 in n e b , 1 5 ' di a m
1 5 . p vF , e S , m E , 2 s t 9- 1 0 nr , o n e p 2s , 0' . 6
6.5 Cl, lRi, lC
1 1 . p ! , Cl , v R i , v m C , R , s t 15 (M i l k y Wa y )
1 2 . p PN , st e l l a r
9. 2 gl o b . c l . , cB , c L , R, g m b M , r r r , s t 15
1 5 . p vF , v S
6. 0 Cl , a t le a s t 1 0 0 st L & S ; = M 1 6
1 4 . p F , S, E
B, e L , Cl M1 6 i n v
14. p pF, S, R, bM
*9 . 2 in S ne b , co n n wi t h M1 7
11.1
pB , p L , E 50 d e g , 2 st p
6. 9 Cl , P , vl C ; = M 1 8
*9 . 4 in S ne b , co n n wi t h M1 7
ne b , su s p
6 . 0 ! ! ! , B , eL , e i F , 2 h o o k e d ; = M 1 7
eF , v S , e E 4 5 d e g , s t e l l N
vF , v S , R , g l b M
se v v F st (n o n e b )
1 4 . p ee F , pS , R , 3 s t nr
1 5 . p vF , S , lE , b M
13.2
vF , p L
1 5 . p PN , st e l l a r
eF , e S , * in d i s c , r i n g s u s p
9. p Cl , l C , l R i , s t 1 1 . . . 1 2
8. 3 gl o b . c l . , vB , p L , R, r r r , s t 1 6
11.6
*1 2 - 1 3 in pB , p L ne b y
14. p eeF, pS, lE, v diff i c
eF , v S , v E 0 d e g , s t e l l N ; su s p
6 . 9 ! , gl o b . c l . , v B , L , R , g e C M , rr r , st
s
1 3 . p F , S, R, g b M
vF , S , R, gv l b M , *9 p
15. p vF, vS, R
S, p m E , * * in v
1 2 . p pl a n or g l o b . c l . , pB , e e S , R
1 3 . p pB , R , vg b M
ee L c l o u d of s t a n d ne b
vF , s t e l l a r
1 2 . p Cl , p L , p R i , s t 1 2 . . . 1 5
1 5 . p vF , S , R
4. 6 Cl , l C , s t L
cB , b M
1 4 . p vF , S , R, vl b M
eF , e S , e E 1 2 5 d e g , st e l l N
eF , e S , R
1 2 . p vF , v S , R , b M
1 4 . p v F , v S , R, bM
1 4 . p v F, S, l E , 3 s t nr
1 3 . p F, S , i F
ee F , pS , l E , 3 st n r
ne b , wi t h o u t s t a r s
vF
Cl ( i n Mi l k y W a y )
1 2 . p v F , p L , lE , v F D * nr
9 . 2 g l o b . cl . , B , S , R, rr
vF
vF , v S , R , b M
*5 . 5 in L , E n e b
7. 7 gl o b . c l . , B, L, R , r r r , s t 1 4 . . . 1 6 ; = M6 9
8. p Cl , L , Ri , l C , st v S
4. 6 Cl , p C ; = M2 5
8 . 8 g l o b . cl . , p B , pL , i R , g p m b M r r r , s t 16
vF , e S , C l o r * w i t h n e b
pF, S, R, gbM
12. p PN , stel l a r
9. p Cl , p L , v R i , p C , st 11 . . . 1 5
ee F , eS , l E 90 d e g , su s p
1 4 . p vF , v S , s b M
1 5 . p e e F , p S , l E , lb M , v d i f f i c
p F , p S , R; no n e x i s t e n t ?
eF , v S , 2 pa t c h e s , s u s p
p B , p S , mE ; = 6 6 7 7 ?
F, S , e E 9 5 d e g , st e l l N
8 . 9 C l , P , l C , pS , s t 9- 1 0 , 1 2 . . . 1 3
15. p eeF, pS, R, v diff i c
1 5 . p ee F , S, m E , v d i f f i c
cF , S , eE 16 5 d e g , c b M
vF , n e b * ? ; 6 6 7 7 n r
1 3 . p v F , v S , be t * v cl o s e & v F D *
1 3 . p e F , n e b D* 12 . 5 , d i s t 5 "
1 5 . p 2 c l o s e st , n o n e ne b s
cB , S , E 1 2 5 d e g , B , s t e l l N
12.9
F , vS , l E
Cl , P , lC
1 4 . p eF , v S , R , F , 2 s t 1 2 nf an d n p
1 3 . p PN , st e l l a r
1 5 . p F* i n v F , vS , l E ne b y
1 4 . p vF , v S
1 3 . p F, c L , E 1 5 0 d e g
F, v S , 2- b r a n c h s p i r
pB , p S , R , m b M , b e t 2 st ; = 6 6 6 1
11.9
F , vS , R , g b M
pF , v S , E
1 3 . p p F , L , R , b e t 2 st
1 2 . p vF , p S , * 8 f , 7 ' di s t
eF , S , R, v di f f i c
8. 9 B, S , l E , rr r , st 1 5
1 5 . p vF , v S , R
5 . 1 ! ! , g l o b . c l . , vB , v L , R , v R i , v m C , s t
7.8 Cl,
eF ,
1 5 . p eF ,
1 4 . p vF ,
1 3 . p vF ,
vF ,
eF ,
L,
vS,
pL,
vS,
E,
eS,
S,
pRi, vlC
R , e F * 0' . 5 nf
R , b e t 2 st
R, mbM
45 "
R
cE 17 0 d e g , s t e l l
N
66 6 9
Gx
I4 7 3 4
Gx
I1 2 9 0
66 7 4
Gx
I4 7 2 4
I4 7 3 6
Gx
I4 7 3 1
Gx
I4 7 3 0
Gx
I4 7 5 6
OC
66 9 1
Gx
I4 7 3 5
66 8 0
Gx
66 8 5
I4 7 3 7
I4 7 7 2
Gx
66 9 6
Gx
I4 7 2 9
Gx
66 8 6
Gx
I4 7 3 8
66 8 8
Gx
I4 7 3 9
I4 7 4 3
66 8 2
66 9 3
*
I4 7 4 1
66 9 2
Gx
I1 2 9 3
I4 7 4 4
I4 7 6 8
OC
I4 7 4 2
Gx
66 8 3
OC
I4 7 4 5
Gx
66 9 5
Gx
I4 7 4 8
I4 7 4 9
I4 7 4 0
Gx
I4 7 5 0
66 8 1
Gb
M7 0
67 0 1
Gx
I4 7 5 1
I4 7 5 3
I4 7 5 2
I4 7 5 7
Gx
I4 7 6 1
Gx
I4 7 5 4
Gx
66 5 3
Gx
I1 2 9 2
I4 7 5 5
66 7 3
Gx
66 9 4
OC
66 9 7
Gx
I4 7 5 9
Gx
I4 7 6 0
I4 7 7 6
Pl
67 1 4
I4 7 4 6
I4 7 4 7
67 0 0
Gx
I4 7 5 8
67 0 2
Gx
I4 7 6 4
67 0 3
Gx
I4 7 6 5
Gx
I4 7 6 6
I4 7 6 7
Gx
I4 7 6 9
Gx
I4 7 7 0
I4 7 7 7
66 9 8
I4 7 7 4
Gx
I4 7 7 1
I4 7 7 5
Gx
66 8 4
Gx
67 1 1
Gx
I4 7 9 1
I1 2 9 4
I4 7 7 8
Gx
I4 7 8 0
I4 7 7 9
67 1 0
Gx
67 1 3
Gx
67 0 4
OC
I4 7 8 2
Gx
67 0 5
OC
I4 7 7 3
Gx
67 0 9
OC
I4 7 8 3
I4 7 8 1
66 9 9
Gx
I4 7 8 6
I4 7 8 4
I4 7 8 5
Gx
67 1 2
Gb
I1 2 9 6
Gx
67 2 0
Pl
67 1 6
OC
I1 2 9 5
Pl
I4 7 8 8
67 1 5
Gb
= M5 4
67 1 7
Gb
I4 8 0 2
67 4 7
Gx
67 0 7
Gx
67 0 8
Gx
I4 7 9 2
I4 7 8 7
Gx
I4 7 8 9
Gx
67 3 2
Gx
I4 7 9 6
Gx
I4 7 9 7
Gx
I4 7 9 0
67 0 6
Gx
I4 7 9 3
67 2 4
67 3 1
I4 7 9 4
I4 7 9 5
I4 7 9 8
Gx
I4 8 0 0
Gx
I4 7 9 9
67 4 2
Pl
67 2 3
Gb
I4 8 0 1
Gx
67 2 8
I4 8 0 3
67 5 0
Gx
67 2 1
Gx
67 3 5
OC
67 4 0
Gx
139
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
38 . 0
38 . 4
38 . 5
38 . 6
38 . 6
38 . 6
38 . 7
38 . 8
39 . 0
39 . 3
39 . 7
39 . 8
39 . 9
39 . 9
39 . 9
40 . 0
40 . 0
40 . 1
40 . 4
40 . 7
40 . 8
41 . 3
41 . 6
41 . 6
41 . 6
41 . 7
41 . 7
41 . 8
41 . 8
41 . 9
42 . 2
42 . 6
42 . 7
42 . 7
42 . 9
43 . 0
43 . 0
43 . 2
+2 2
- 57
- 24
+2 5
- 70
- 57
- 62
- 63
+0 5
+5 5
- 62
+2 2
+3 9
- 62
+4 0
+5 9
- 67
+4 0
- 61
+3 6
- 61
- 61
- 04
+3 6
- 63
+3 4
+5 6
- 63
- 05
- 63
- 06
- 64
+4 0
- 64
- 63
- 68
- 62
- 32
04
29
07
23
07
54
57
21
27
38
57
18
59
36
00
19
26
08
54
16
54
46
46
55
57
49
19
14
31
52
17
57
24
05
13
22
58
18
r
c
D
s
d
c
c
c
s
s
d
r
D
d
u
r
c
r
d
r
d
d
r
r
d
r
D
d
x
c
s
c
r
d
d
c
d
s
He r
Pa v
Sg r
He r
Pa v
Pa v
Pa v
Pa v
Se r
Dr a
Pa v
He r
Ly r
Pa v
Ly r
Dr a
Pa v
Ly r
Pa v
Ly r
Pa v
Pa v
Sc t
Ly r
Pa v
Ly r
Dr a
Pa v
Sc t
Pa v
Sc t
Pa v
Ly r
Pa v
Pa v
Pa v
Pa v
Sg r
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
43 . 2
43 . 2
43 . 5
43 . 8
43 . 9
43 . 9
44 . 0
44 . 6
44 . 8
45 . 0
45 . 1
45 . 2
45 . 2
45 . 7
45 . 7
45 . 8
45 . 9
45 . 9
45 . 9
46 . 0
46 . 4
47 . 0
47 . 0
47 . 3
47 . 3
47 . 5
47 . 7
47 . 7
48 . 1
48 . 1
48 . 2
48 . 2
48 . 3
48 . 4
49 . 0
49 . 0
49 . 0
49 . 9
50 . 0
50 . 0
50 . 5
50 . 6
50 . 7
50 . 9
50 . 9
51 . 1
51 . 3
51 . 5
51 . 5
51 . 7
52 . 1
52 . 7
52 . 9
52 . 9
53 . 1
53 . 3
53 . 6
54 . 6
54 . 6
54 . 7
55 . 1
+6 0
- 62
- 62
- 64
- 57
- 52
- 61
- 73
- 27
- 63
- 62
- 09
+2 5
- 63
- 62
- 33
+6 6
- 72
- 72
+3 2
- 65
+4 5
- 63
+4 5
- 63
- 63
- 63
- 63
- 63
- 53
- 25
- 57
- 63
- 57
- 65
+4 7
+1 9
+4 0
- 61
- 59
- 63
+2 6
+3 3
- 05
- 55
- 06
- 69
+1 0
- 58
- 62
- 57
- 56
- 63
- 59
- 08
+3 3
+3 3
- 19
- 08
- 63
- 30
40
07
06
05
10
51
59
16
49
41
17
24
31
05
57
21
44
40
37
17
45
42
29
33
20
17
24
10
23
08
55
56
15
11
11
39
20
15
43
14
00
50
57
12
29
16
55
21
48
47
19
42
25
15
42
04
02
53
50
26
29
s
d
d
d
c
c
c
c
d
d
r
s
r
c
d
s
r
d
d
r
d
s
d
s
c
d
c
c
d
d
r
c
d
c
s
s
d
d
c
d
d
s
r
s
c
s
c
s
d
d
s
d
d
c
s
u
s
s
s
d
s
Dr a
Pa v
Pa v
Pa v
Pa v
Te l
Pa v
Pa v
Sg r
Pa v
Pa v
Sc t
He r
Pa v
Pa v
Sg r
Dr a
Pa v
Pa v
Ly r
Pa v
Ly r
Pa v
Ly r
Pa v
Pa v
Pa v
Pa v
Pa v
Te l
Sg r
Pa v
Pa v
Pa v
Pa v
Dr a
He r
Ly r
Pa v
Pa v
Pa v
Ly r
Ly r
Sc t
Te l
Sc t
Pa v
Aq l
Pa v
Pa v
Pa v
Te l
Pa v
Pa v
Sc t
Ly r
Ly r
Sg r
Sc t
Pa v
Sg r
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
18
19
19
19
19
19
19
55 . 1
55 . 1
55 . 3
55 . 4
55 . 6
55 . 7
56 . 1
56 . 3
56 . 4
56 . 5
56 . 5
56 . 6
56 . 9
56 . 9
57 . 0
57 . 0
57 . 1
57 . 2
58 . 3
58 . 7
58 . 9
59 . 3
59 . 6
59 . 6
00 . 0
00 . 6
00 . 7
00 . 8
00 . 8
00 . 8
- 22
- 22
+7 2
- 53
- 53
- 56
- 68
- 68
+5 2
- 54
- 54
- 64
- 63
- 61
+1 0
+4 3
- 62
- 61
- 62
- 63
- 63
+4 8
- 36
- 64
- 08
- 62
+5 9
- 57
- 00
+2 8
42
42
47
49
43
25
41
34
22
13
18
56
10
23
22
04
05
36
07
08
55
28
38
40
57
04
10
47
28
45
s
d
r
v
v
d
c
c
r
c
s
d
c
d
r
r
d
d
c
c
d
s
s
c
r
d
r
s
F
r
Sg r
Sg r
Dr a
Te l
Te l
Te l
Pa v
Pa v
Dr a
Te l
Te l
Pa v
Pa v
Pa v
Aq l
Ly r
Pa v
Pa v
Pa v
Pa v
Pa v
Dr a
Sg r
Pa v
Aq l
Pa v
Dr a
Pa v
Aq l
Ly r
1. 4
4. 2
1. 5
1. 5
1. 8
52 .
1. 7
12 . 1
5. p
14 . p
15 . p
1. 1
15 . p
16 . p
1. 4
15 . p
14 . p
14 . p
1. 3
11 .
2. 2
10 . p
14 . p
1. 1
7. 8
1. 8
1. 6
1. 7
1. 4
1. 8
15 .
1. 2
0. 1
2. 1
2. 6
3. 6
1. 3
2. 1
1. 1
1. 4
3. 7
1. 3
1. 5
2. 0
6.
1. 6
14 .
1. 6
13 .
1. 9
2. 9
7. 2
1. 3
2. 5
7.
1. 4
9. 1
8. 1
15 . p
1. 4
1. 4
14 . p
11 . 3
1. 5
1. 9
1. 7
0. 5
11 . 0
1. 7
1. 9
2
st
2
4 F st in v
is ne b s
st 14 . . . 1 7 ;
=
13 . p pB , pS , mE , F* cl o s e f
vF , vS , R, bM
vF , vS , R, bM
eF , vS , R, vF * sf 1'
eF , eS , cE 50 d e g
vF , bM , do u b t f u l
eF , pS , R, st e l l N; ri n g ?
vF , S, lE , gl b M
st e l l a r , ga s e o u s sp e c t r u m , *9 . 6 sf
vF , vS , eE 90 d e g , st e l l N
pF , S, R, ps b M , r
8. 0 Cl , cL , pR i , pC , st 12 . . . 1 5 ; = M2 6
14 . p F, vS , st e l l
eF , eS , R
eF , vS , R, F* np 1'
12 . p PN , st e l l a r
ee F , pS , v di f f i c , se v B st n
eF , eS
vF , eS , cE 75 d e g
14 . p eF , lE , di f , iR
vF , S, R
12 . 2
pF , S, lE
ee F , eS , bM
11 . 4
B, S, R, mb M
vF , S, R, bM
eF , eS , bM
eF , eS , mE 25 d e g , cb M
eF , vS , mE 17 0 d e g , cb M
ee F , eS , bM
vF , PN , lE
su s p e c t e d Cl , cL , st vF
eF , S, iF , mb M
eF , eS , R, bM
eF , eS , mE 15 d e g , su s p
10 . 5
vB , pL , R, vg , ps v m b M *7 p
14 . p vF , pS , R, lb M
ne b ; *6 f 2'
ee F , S, iR , v di f f i c , F* cl o s e nf
cF , vS , cE 35 d e g
eF , vS , lE 12 0 d e g
ee F , eS , eF * p 0' . 3
12 . 8
vF , S, R, bM
14 . p vF , S, R, bM
9. 2 Cl , B, 60 st 13
ee F , eS , su s p
5. 8 !, Cl , vB , L, iR , Ri , *9 , st 11 . . . ; = M1 1
eF , di f
6. 7 Cl , pR i , lC , iF
eF , vS
3 ee F st in ne b
13 . p pF , pS , lE 90 d e g , ps l b M
ee F , eS , mE 0d e g
cF , S, R, bM
eF , vS , iF , st e l l N
8. 2 gl o b . cl . , pB , vL , ir r , vg l b M , rr r
15 . p eF , pS , iR , 4' np M5 7
9. 0 !! ! , ri n g , B, pL , cE (i n Ly r a ) ; = M5 7
6. 9 Cl , pR i , st 9. . . 1 3
15 . p pB , pL , gb M
ee F , eS , eE 35 d e g
7. 7 gl o b . cl . , vB , L, R, g, sm b M , rr r , st 15 ;
3. 9
1. 6
2. 8
eF , pL
vF , vS , lE 13 0 d e g
Cl of ha l f do z e n st 12 . . .
F, pS , iR , bM
eF , eS , cE 17 0 d e g
eF , eS , R
vF , vS , eE 88 d e g , st e l l N
ee F , eS , eE 0d e g , *9 s 2'
Cl , C
vF , pL , R, pB * s nr
eF , vS , bM
eF , S, cl o s e to a S*
ee F , vS , R, v di f f i c , sp of
eF , vS , cE 10 d e g , be t 2 F
eF , eS ; 66 8 5 f 2s , 2' . 7 s
ee F , pL , v di f f i c
vF , S, R, st e l l N
ee F , eS , R, v di f f i c , nf of
ee F , eS , eF * sf 0' . 5
F, pS , R, bM
ee F , eS , eF * in v
vF , bM
Cl , L, Ri , st 10 . . . 1 8
vF
vF , vS , lE 20 d e g , st e l l N,
vF , vS , ir r E , se v vF st in v
3 st 14 , of wh i c h th e f on e
ee F , eS , R, eF * in v
Cl , D, st sc
cF , vS , R, bM , F* in v
Cl , vR i , vl C (i n Mi l k y Wa y )
eF , vS , vF * p 0' . 4
vF , S, ir r E ns , vl b M
eF , vS , R, F* sf 1'
ee F , eS , 3 F st nr
ee F , vS , R, lb M , 2 eF st nr
ee F , eS , R, *1 1 np 0' . 5
gl o b . cl . , B, pL , R, gb M ,
15 . p
7. 3
13 . p
12 . 0
15 . p
F, S, rr , Cl + ne b
ne b *1 3 , 15 " nf 67 1 7
ee F , v di f f i c , pB st sf
F, S, vl E , gb M
pF , S, R, gp m b M , la s t of gr o u p
ee F , eS , mE 16 0 d e g , be t 2 st , su s p
eF , di f
eF , eS , R
pB , vS , R, F* n
14 m , bM , ne a r ed g e of pl a t e
14 m , bM , ne a r ed g e of pl a t e
cB , S, R, bM
vF , vS , eE 12 0 d e g , st e l l N
eF , vS , cE 13 0 d e g
Cl
vF
F, S, R, bM
ee F , eS , eE 40 d e g
F, S, R, bM
vF , S, st e l l N, ov a l ri n g , 2 wi s p s
vF , S, R, st e l l N, ri n g , 2 wi s p s
vF , st e l l a r
gl o b . cl . , vL , vl E , vg b M , rr r , st 14 . . . 1 6
cF , S, R, bM
Cl , vL , P
ee F , eS , R
vF , vS , R
pF , cS , R, vm b M
Cl , vL , P, st 12 . . .
ee F , S
I480 4
Gx 19
I480 8
Gx 19
I481 2
Nb 19
67 3 8
OC 19
67 4 3
? 19
6718
Gx 1 9
I480 6
Gx 19
6745
Gx 1 9
6726
Nb 1 9
67 2 5
Gx 19
40d e g
6727
Nb 1 9
I481 6
19
6729
Nb 1 9
I480 5
19
6737
- 19
I480 7
Gx 19
67 4 1
Pl 19
I481 0
Gx 19
67 1 9
Gx 19
6722
Gx 1 9
6748
- 19
I480 9
19
I481 4
19
67 4 9
Gb 19
67 5 7
Gx 19
6762
Gx 1 9
6763
Gx 1 9
I481 1
19
I481 3
19
67 5 1
Pl 19
I481 8
Gx 19
67 3 3
Gx 19
I481 7
Gx 19
I481 5
19
6759
Gx 1 9
I481 9
Gx 19
6734
Gx 1 9
67 3 6
Gx 19
6730
Gx 1 9
6739
Gx 1 9
6755
OC 1 9
67 6 4
Gx 19
67 5 6
OC 19
I482 0
Gx 19
I482 1
Gx 19
67 4 4
Gx 19
67 6 6
- 19
67 4 6
Gx 19
67 5 2
Gb 19
67 8 6
Gx 19
67 6 5
Pl 19
6760
Gb 1 9
67 5 3
Gx 19
67 5 4
Gx 19
67 6 7
- 19
I482 3
19
I482 6
Gx 19
I482 9
Gx 19
I482 4
Gx 19
I482 7
Gx 19
I482 8
19
I483 0
Gx 19
6758
Gx 1 9
I483 2
Gx 19
67 7 2
Pl 19
I483 1
Gx 19
I482 2
19
67 7 3
- 19
67 6 1
Gx 19
I483 7
Gx 19
I483 5
19
I483 3
19
I483 9
Gx 19
I484 0
Gx 19
67 8 7
Gx 19
I483 6
Gx 19
6768
Gx 1 9
I483 4
19
I484 6
Pl 19
67 7 4
OC 19
6779
Gb 1 9
11. . . 1 4 ;
6783
Gx 1 9
6789
Gx 1 9
6775 Ast 19
I483 8
19
I482 5
19
I129 7
Pl 19
67 6 9
Gx 19
67 7 8
Pl 19
6781
Pl 1 9
I129 8
OC 19
6770
Gx 1 9
67 7 1
Gx 19
I484 4
Gx 19
I484 3
19
I484 2
Gx 19
I484 5
Gx 19
I485 0
19
6791
OC 1 9
I484 1
19
67 8 5
19
67 9 2
Gx 19
6796
Gx 1 9
I129 9
OC 19
I484 8
19
6780
Gx 1 9
6790
Pl 1 9
6793
OC 1 9
I484 7
19
67 8 2
Gx 19
67 9 8
Gx 19
I130 0
? 19
67 7 6
Gx 19
I484 9
19
I485 1
Gx 19
6795
- 19
I485 2
Gx 19
I486 7
Gx 19
67 8 4
Gx 19
I130 1
Gx 19
67 7 7
19
67 8 8
19
68 0 0
OC 19
I485 4
19
I485 5
19
I485 6
Gx 19
6801
Gx 1 9
67 9 4
Gx 19
I486 3
19
01 . 1
01 . 1
01 . 1
01 . 4
01 . 4
01.5
01 . 5
01.6
01.7
01 . 8
- 61
- 45
- 37
+11
+29
- 66
- 57
+4 0
- 36
- 53
50
19
04
36
16
07
32
45
53
56
c
c
d
s
A
c
c
r
s
A
Pav
CrA
CrA
Aql
Lyr
Pa v
Pav
Ly r
Cr A
Tel
01.8
01 . 8
01.9
02 . 0
02.2
02 . 3
02 . 6
03 . 0
03 . 1
03.7
03.8
04 . 0
05 . 0
05 . 1
05 . 1
05.6
05.6
05 . 8
05 . 8
05 . 9
06 . 0
06 . 2
06 . 2
06 . 7
06.9
07 . 1
07.2
07 . 5
07.6
07.8
07.8
08 . 3
08 . 7
09 . 2
09 . 5
09 . 8
09 . 9
10 . 4
10 . 9
10 . 9
11 . 1
11.2
11 . 4
11 . 4
11 . 6
12 . 2
12 . 3
12 . 6
13 . 2
13 . 3
13 . 6
13 . 8
13.9
14 . 1
14 . 6
14 . 7
14 . 9
15 . 0
15 . 3
15 . 3
15 . 5
15 . 6
15 . 6
15 . 9
16 . 3
16 . 3
16.5
16 . 5
16 . 5
16 . 6
16.6
= M5
16.6
16.7
16.8
16 . 8
17 . 3
17 . 4
18 . 4
18 . 4
18.4
18 . 5
18.7
18 . 7
19 . 0
19 . 3
19 . 5
20 . 4
20 . 4
20.7
20 . 8
20 . 9
21 . 0
21.5
22 . 6
22 . 8
22.9
23.2
23.2
23 . 5
24 . 0
24 . 0
24 . 1
25 . 4
25 . 4
25 . 5
26.1
26 . 4
26 . 5
26 . 6
26 . 6
26 . 8
26 . 9
27 . 2
27 . 4
27 . 5
27 . 5
27.7
27 . 9
28 . 3
- 36
- 13
- 36
- 63
- 18
- 56
- 00
- 56
- 68
- 64
+2 1
- 62
- 58
+01
+55
+6 3
+6 3
- 67
- 66
- 06
- 55
- 62
- 56
- 61
+5 0
- 59
- 65
- 65
- 68
- 61
+0 4
+50
+04
- 63
- 55
- 63
+46
- 61
- 59
+73
+30
+0 1
- 57
- 50
+37
- 64
- 57
- 56
- 62
- 60
- 62
- 59
- 56
- 56
- 02
- 62
- 72
+04
- 50
- 54
- 58
- 62
- 54
- 56
+60
- 60
- 40
- 64
- 09
- 16
+3 0
54
09
57
03
32
56
27
10
35
54
36
10
44
47
43
56
56
07
31
00
08
12
10
41
19
28
28
26
55
22
14
56
41
28
01
51
15
58
59
24
33
02
03
39
43
00
12
32
05
52
04
18
19
37
42
16
26
53
40
40
14
20
38
13
25
12
11
01
03
16
11
r
d
s
d
r
c
s
c
c
c
r
d
d
s
r
r
D
d
d
s
c
c
c
d
r
c
c
c
c
c
s
s
s
c
c
s
r
c
s
r
s
s
s
s
r
d
c
c
c
c
d
c
s
c
s
c
d
r
v
s
d
d
c
c
r
c
r
d
s
r
s
Cr A
Sgr
Cr A
Pav
Sg r
Pav
Aql
Tel
Pav
Pa v
Vu l
Pav
Pav
Aql
Dra
Dr a
Dr a
Pav
Pav
Aql
Tel
Pav
Tel
Pav
Dr a
Pav
Pa v
Pav
Pa v
Pa v
Aq l
Cyg
Aql
Pav
Tel
Pav
Lyr
Pav
Pav
Dra
Lyr
Aq l
Pav
Tel
Lyr
Pav
Pav
Tel
Pav
Pav
Pav
Pav
Te l
Tel
Aql
Pav
Pav
Aql
Tel
Tel
Pav
Pav
Tel
Tel
Dra
Pav
Cr A
Pav
Aql
Sgr
Ly r
+4 6
+6 4
- 00
- 61
- 72
- 39
- 60
- 01
+0 6
- 01
- 60
- 60
- 56
- 59
- 60
- 60
- 00
+3 7
- 72
- 01
+43
+6 1
+20
- 56
- 55
+0 1
+2 2
- 65
- 59
+53
+52
- 63
- 62
- 57
+0 3
- 60
+50
- 65
+49
- 71
- 54
+25
- 59
- 59
- 54
+5 4
- 38
- 36
01
00
55
37
45
37
31
36
33
37
31
33
02
18
39
23
08
51
13
06
08
09
45
47
47
31
11
31
55
38
39
52
54
40
31
20
07
37
45
30
57
08
18
18
55
22
53
12
r
r
F
d
d
s
s
s
s
x
s
s
c
d
s
c
d
s
d
D
r
s
x
d
s
s
r
d
s
r
x
s
d
c
r
c
u
c
v
D
D
s
d
d
c
r
r
d
Cy g
Dr a
Aq l
Pav
Pav
CrA
Pav
Aql
Aq l
Aql
Pa v
Pav
Tel
Pav
Pav
Pav
Aql
Ly r
Pav
Aql
Lyr
Dr a
Vul
Pav
Te l
Aq l
Vu l
Pav
Pav
Cyg
Cyg
Pav
Pav
Pav
Aq l
Pav
Cyg
Pav
Cyg
Pav
Tel
Vul
Pav
Pav
Tel
Cy g
Sgr
Sgr
1.5
2.0
15.
1.5
2.1
2.
ee F , eS , c E
vF , c L , c E 4 5 d e g , l b M , s u s p
*7 i n v in eL n e b
8. p Cl, P, lC
Cl , p L , P , s t 1 1 . . . 1 2
v F , S , R , g l b M , *9 s p
ee F , eS , e E 10 d e g , 2 st vn r , su s p
13. p vF, lE ns
* 6 - 7 i n F, pL , n e b
eF , e S , s t e l l N , wi t h st r a i g h t w i s p
1.
0.9
0.1
3.0
1.6
2.9
11. p
6.3
11.1
14. p
14. p
14. p
0.3
1.6
1.7
1.5
13. p
15. p
2.7
1.4
1.2
1.5
2.2
15 .
2.5
4.
1.4
1.8
15.5
1.4
20.4
0.6
6.6
2.5
2.2
7.5
13. p
11. p
9. p
5. 4
13. p
9.1
12. p
13. p
1.7
2.0
2.5
2.5
1.7
2.1
2.0
1.0
3.3
2.2
2.8
13. p
14. p
12. p
2.4
1.1
15. p
1.1
13. p
7.1
0.1
2.5
0.3
1.8
2.5
2.6
1.6
2.4
1.7
16 .
2.1
1.9
0.1
2.7
1.9
1.6
1.7
1.0
0.8
1.4
1.0
8.3
at
* 8 in F, p L n e b
PN , st e l l a r
v a r * ( 1 1 . . . ) wi t h ne b ! !
eF , v S , e E 2 5 d e g , b M
C l , p L , pR i , R, st 1 2 . . . 1 5
vF , v S , l E , PN ?, s u s p
PN , st e l l a r
eF , S , eE 14 0 d e g , l b M , s u s p
vF , p L , R , v g v l b M
p F , S , E , g l b M , 2 st 8 p
p B , v S , bM
eF , v S , l E 2 0 d e g
ee F , cS , c E 10 0 d e g , s u s p
Cl , L , lC , s t L & S
pF , m E , 3 F st in v
eF, mE; = 6763
e F , v S , cE , F * n r
ee F , eS , R , al m s t e l l
vF , S , R
pB , S
eF , e S , c E 9 0 d e g
ee F , vg l b M , v d i f f i c u l t
eF , v S , c E 0 d e g
cF , v S , R , b M
v F , S , R , v F D* cl o s e s p
vF , S , eE 13 0 d e g
v F , S , R , g l b M , p of 2
eF , S , R, gl b M , f o f 2
v F , S , R , p m b M , *7 - 8 nf
c F , v S , cE , p s b M , 3 s t p
C l , v L , vR i , pC , s t 1 2 . . . 1 4
pF , p L , m E , se v v F s t in v
Cl , S , Ri , l C , st 1 1 . . . 1 2
ee F , eS
vF , v S , e E 1 0 d e g
cB , c L , R , v g , sv m b M , r
PN , st e l l a r
eF , c S , R , g l b M
gl o b . c l . , B, vL , i R , r r r , s t 1 1 . . . 1 6
F, S , R , 2 s t n f
F, S , E
p B , p L , vg l b M
pB , p L , R , g b M
pF , p L , m E 6 3 d e g , v g l b M
vF , S , R, st e l l a r , S * nr n
vF , v S
eF , e e S , R
ee F , eS , m E 20 d e g
eF , e S , D n e b
F, c S , eE 17 0 d e g , s t e l l N
vF , v S , c E 6 0 d e g
eF , e S , R , l b M
pB, S, R
vF , v S , e E 1 4 5 d e g , st e l l N
vF , L , R, vv l b M , r
! cF , v S , eE 1 5 0 d e g , 2- b r sp i r
F, S , R
Cl , P , lC
vF , p S , i R
F, c S , R, bM
eF , e S , c E 0 d e g
ee F , eS , R , bM
F, n e b *
cF , v S
ee F , pS , 4 s t s f , e di f f i c
F, c L , iF , 2 s t i n v
vF, S, R, pslb M
eF , v S , l E 1 4 0 d e g
PN , st e l l a r
Cl , v L , l C
g l o b . cl . , B , L , iR , g v m C M , r r r , s t
15. p eF, diff i c
13. p eeF, pL, R, v diff i c
C l , P , l C , st 1 0 . . . 1 1
cF , S , eE 45 d e g
eF , e S , R
st e l l a r ( g a s e o u s sp e c t r u m )
11.8
vF , S , R, lb M , 1s t o f 3
1 3 . p S, E , i l l - de f i n e d d i s c
1 2 . p P N , F , L, R, v s b M d i s c , S * nf
vS C l , 67 7 8 p 3 '
12.0
e F , v S , 2n d o f 3
12.5
eF , S , 3r d o f 3
vF , v S
eF , e S , c E 9 0 d e g
12.3
vF , v S , R
cF , b M , * 1 1 sp 0' . 4
PN , st e l l a r
9.5 vF
eF , S , R, cb M
eS , s t e l l a r
1 3 . p F, E 26 d e g , g l b M , * 9 . 5 s f
1 4 . p v F , p S , mE ns
S Cl of v F s t
eF , e S , R
13. p vF, L, R, vglb M
1 0 . p P N , B , eS , s t e l l = 9 . 5 m a g
Cl, P, lC
vF , e S , R , * 8 . 9 s f 4 '
1 3 . p cF , c S , R , l b M , * 9 s
1 4 . p F, v S , R, * vn r
= 67 9 8
12.0
pB , S , R, pg b M
vF , v S
vF , v S , e E 1 5 d e g , v m b M , su s p
C l , R i , be t 2 s t 9
cF , b M
1 4 . p S; 2 st 7 nf 3 ' ( = I C 13 0 1 ? )
ee e F , p S , am S st
ee F , vS , R , 3 s t f; = IC 48 6 7 ?
2 st 8 or 9 ma g n r ( n o n e b )
pB , S , mE , p s l b M
Cl , v L , p R i , v l C , s t 1 0 . . .
vF , c S , R
eF , v S , R , s u s p
eF , e S , D n e b , s u s p
1 5 . p e F , p S , R, F* s nr
eF , p S , R , v g v l b M
cl o s e D * , ne b u l o u s ?
I4 8 5 7
Gx 19
I4 8 5 8
Gx 19
67 9 7
- 19
I4 8 6 1
19
68 0 2
OC 19
I4 8 5 9
19
I1 3 0 2
Gx 19
I4 8 5 3
19
I4 8 6 5
19
68 0 3
Pl 19
I1 3 0 3
Gx 19
I4 8 6 0
Gx 19
68 0 4
Pl 19
I4 8 6 2
Gx 19
67 9 9
Gx 19
I4 8 6 8
19
68 0 7
Pl 19
I4 8 6 6
Gx 19
I4 8 7 3
19
I1 3 0 4
19
I4 8 7 1
Gx 19
I4 8 7 2
Gx 19
I4 8 6 9
Gx 19
I4 8 7 4
Gx 19
68 0 5
Gx 19
68 0 6
Gx 19
68 1 7
Gx 19
I4 8 7 0
Gx 19
I4 8 7 5
Gx 19
I4 8 7 6
Gx 19
I4 8 7 7
Gx 19
68 1 1
OC 19
I4 8 7 8
19
I1 3 0 5
19
I4 8 7 9
19
68 0 9
Gb 19
12 . . . 1 5 ;
I4 8 6 4
Gx 19
68 1 3
Nb 19
I4 8 8 1
Gx 19
I4 8 8 2
Gx 19
I4 8 8 0
Gx 19
68 1 5
OC 19
68 1 9
OC 19
68 2 5
Gx 19
I1 3 0 6
? 19
I4 8 8 3
Gx 19
68 1 4
Gx 19
I4 8 8 4
19
I1 3 0 7
? 19
68 2 0
Nb 19
68 2 3
OC 19
I4 8 8 6
Gx 19
68 1 0
Gx 19
68 2 4
Gx 19
68 0 8
Gx 19
I4 8 8 5
Gx 19
68 1 6
19
30 "
68 1 8
Pl 19
68 2 1
Gx 19
68 2 6
Pl 19
68 2 2
Gx 19
I4 8 8 8
Gx 19
I4 8 9 5
Gx 19
I1 3 0 8
19
I4 8 8 9
Gx 19
I4 8 9 1
Gx 19
68 1 2
Gx 19
I4 8 9 0
Gx 19
I4 8 9 4
Gx 19
68 2 9
Gx 19
I4 8 9 8
19
68 3 1
Gx 19
68 3 2
- 19
I4 8 8 7
19
68 2 7
OC 19
I4 8 9 6
19
I4 8 9 7
Gx 19
I4 8 9 2
Gx 19
68 3 3
Pl 19
I4 9 0 0
19
68 2 8
- 19
I4 8 9 3
19
68 3 0
OC 19
68 3 4
OC 19
68 3 7
OC 19
68 3 8
Gb 19
I4 8 9 9
19
I4 9 0 1
Gx 19
I4 9 0 2
19
68 3 5
Gx 19
68 3 9
- 19
68 3 6
Gx 19
68 4 2
Pl 19
68 4 0
OC 19
68 4 3
OC 19
I4 9 0 5
19
I4 9 0 7
19
68 4 6
OC 19
I4 9 0 9
Gx 19
I4 9 0 6
Gx 19
I4 9 1 3
Gx 19
I4 9 0 8
19
68 4 7
- 19
I4 9 1 1
19
68 4 1
Gx 19
I4 9 1 0
19
I4 9 1 4
19
I4 9 0 3
19
I4 9 1 6
Gx 19
I4 9 0 4
19
I4 9 1 5
Gx 19
I4 9 1 7
Gx 19
68 5 6
- 19
I4 9 1 8
19
I4 9 2 2
19
68 5 3
Pl 19
I4 9 2 4
19
I4 9 2 0
20
I4 9 1 9
Gx 20
I4 9 2 6
20
68 5 2
Pl 20
68 6 9
Gx 20
I4 9 3 1
Gx 20
68 4 5
Gx 20
I4 9 2 3
Gx 20
I4 9 2 5
20
68 4 9
20
I4 9 2 7
Gx 20
68 5 7
Pl 20
140
28 . 6
28 . 6
28 . 9
29 . 2
30 . 6
30 . 8
30 . 9
30 . 9
30 . 9
31 . 3
31 . 5
31 . 5
31 . 6
31 . 7
32 . 3
33 . 5
34 . 6
34 . 6
34 . 9
35 . 5
35 . 7
35 . 7
36 . 0
36 . 4
36 . 8
37 . 2
37 . 4
37 . 6
37 . 7
37 . 7
37 . 9
38 . 2
38 . 8
39 . 3
39 . 7
40 . 0
= M5 5
40 . 1
40 . 4
40 . 4
40 . 4
40 . 5
40 . 9
41 . 3
41 . 7
41 . 7
42 . 0
42 . 7
42 . 7
42 . 8
43 . 1
43 . 1
43 . 1
43 . 6
43 . 7
43 . 9
43 . 9
44 . 0
- 58
- 58
- 25
- 57
+2 0
- 66
+3 5
- 71
- 46
+1 0
+3 5
- 67
+0 9
- 67
- 55
- 45
+0 5
- 61
- 46
+4 1
- 57
- 57
- 61
- 47
- 37
- 42
+6 2
- 65
- 52
- 52
- 51
+4 6
- 58
+2 0
- 52
- 30
46
46
40
34
16
19
47
04
42
03
53
22
13
19
54
54
41
09
08
02
31
31
02
16
33
19
22
49
04
51
59
34
13
13
22
58
c
c
r
d
s
d
s
d
d
s
v
c
s
c
c
d
s
c
d
d
c
c
c
c
c
v
r
c
c
c
c
s
d
d
d
s
Pa v
Pa v
Sg r
Pa v
Vu l
Pa v
Cy g
Pa v
Te l
Aq l
Cy g
Pa v
Aq l
Pa v
Te l
Te l
Aq l
Pa v
Te l
Cy g
Pa v
Pa v
Pa v
Te l
Sg r
Sg r
Dr a
Pa v
Te l
Te l
Te l
Cy g
Pa v
Vu l
Te l
Sg r
- 77
+2 7
- 55
- 55
- 56
+2 6
+4 0
+6 4
+3 7
- 55
- 10
- 58
+2 7
+2 3
+2 3
- 51
- 58
+5 6
- 70
- 60
- 28
33
18
51
12
25
51
11
05
39
33
19
07
30
17
18
48
40
07
39
39
33
c
s
c
c
c
r
s
r
x
c
s
d
x
s
s
c
s
s
s
c
D
Oc t
Vu l
Te l
Te l
Te l
Vu l
Cy g
Dr a
Cy g
Te l
Aq l
Pa v
Vu l
Vu l
Vu l
Te l
Pa v
Cy g
Pa v
Pa v
Sg r
44 . 0
44 . 4
44 . 8
44 . 9
44 . 9
45 . 0
45 . 1
45 . 3
45 . 3
45 . 4
45 . 6
47 . 0
47 . 1
47 . 8
47 . 9
48 . 1
48 . 3
48 . 9
49 . 1
49 . 3
49 . 5
49 . 7
50 . 3
50 . 4
50 . 6
51 . 0
52 . 2
53 . 5
53 . 8
54 . 4
54 . 4
54 . 4
54 . 5
54 . 5
54 . 7
55 . 0
55 . 3
56 . 1
56 . 1
56 . 2
56 . 5
56 . 7
56 . 8
56 . 8
56 . 9
57 . 0
57 . 7
57 . 8
57 . 8
58 . 1
58 . 2
58 . 3
58 . 5
58 . 5
58 . 9
59 . 3
59 . 3
59 . 5
59 . 6
59 . 9
00 . 1
00 . 2
00 . 2
00 . 6
00 . 7
00 . 8
00 . 9
01 . 0
01 . 2
01 . 3
01 . 8
01 . 9
- 14
- 06
+5 0
- 14
- 54
- 14
- 14
- 54
- 54
- 55
- 56
- 51
+5 9
- 33
+5 9
+5 9
- 69
+2 1
- 58
- 51
- 70
+4 8
- 51
+0 7
- 72
+2 3
+2 9
+1 1
+1 8
- 70
- 58
- 56
- 12
+1 7
- 12
+2 9
+1 2
+1 2
- 61
- 52
+3 0
- 50
- 60
- 37
- 55
+2 9
- 51
- 31
- 56
- 50
- 70
- 50
- 70
- 52
- 52
+5 6
- 52
- 40
+2 2
- 41
- 53
- 55
- 38
+0 1
+6 6
- 38
- 47
- 52
- 52
- 40
- 53
+3 3
09
50
31
48
27
48
43
20
21
21
33
51
55
19
54
25
35
13
59
52
14
58
20
55
31
04
25
41
47
36
43
23
34
54
41
17
06
09
13
27
21
03
28
20
47
20
58
49
52
07
27
16
11
38
16
08
17
22
43
33
23
22
35
43
13
35
05
38
51
13
55
31
s
s
s
s
c
m
d
s
c
c
c
c
r
d
r
r
d
r
d
c
c
s
d
r
d
s
s
A
s
d
c
d
s
r
s
s
A
A
d
d
r
c
c
c
d
r
d
c
d
d
d
c
d
c
c
r
d
d
s
d
d
c
d
s
s
c
r
c
d
d
c
r
Sg r
Aq l
Cy g
Sg r
Te l
Sg r
Sg r
Te l
Te l
Te l
Te l
Te l
Dr a
Sg r
Dr a
Dr a
Pa v
Vu l
Pa v
Te l
Pa v
Cy g <
Te l
Aq l
Pa v
Vu l
Cy g
Aq l
Sg e
Pa v
Pa v
Te l
Sg r
Sg e
Sg r
Vu l
Aq l
Aq l
Pa v
Te l
Cy g
Te l
Pa v
Sg r
Te l
Vu l
Te l
Sg r
Pa v
Te l
Pa v
Te l
Pa v
Te l
Te l
Cy g
Te l
Sg r
Vu l
Sg r
Te l
Te l
Sg r
Aq l
Dr a
Sg r
Te l
Te l
Te l
Sg r
Te l
Cy g
1. 8
1. 8
3.
8. 8
1. 0
13 . 3
0. 1
1. 5
1. 1
1. 1
1. 4
1. 5
11 . p
14 . 2
12 . p
14 . p
1. 6
3. 2
3. 2
2. 3
1. 4
1. 2
15 . p
1. 5
1. 3
1. 2
1. 1
13 .
6. 8
19 . 0
7. 0
1. 6
3.
1. 5
1. 2
1. 5
5.
1. 3
3. 2
40 .
12 .
1. 5
3. 8
2. 1
1. 7
2. 0
0. 3
1. 1
2. 3
10 . 2
1. 3
10 . 0
2. 6
2. 8
2. 1
1. 3
0. 9
eF ,
**
eF ,
eF ,
eF ,
Cl ,
7. 3 Cl ,
15 . p eF ,
ne b
vF ,
11 . 2
pF ,
eF ,
F,
F,
7. 1 Cl ,
F,
12 . p cF ,
11 . 9
pB ,
13 . p pB ,
vF ,
eF ,
10 .
14 .
10 .
9.
p
p
p
p
8. p
12 . p
15 . p
14 . p
1. 1
1. 6
0. 1
12 .
5.
7. 2
14 . p
7. 9
7. 8
8. 3
5. 0
2. 7
12 . 5
1. 2
0. 8
13 . p
14 . p
14 . p
2. 1
1. 7
1. 9
1. 5
1. 3
1. 4
1. 2
15 . 2
8. 1
1. 6
0. 5
1. 7
2. 6
1. 3
1. 3
vF , cS , R; = IC 48 5 8
ee F , eS , pr o b sp i r ; su s p
ne b wi t h *9 at t f; no n e x i s t e n t ?
vF , eS , cE 25 d e g , su s p
Cl , L, vC , E 0d e g , st 14 . . . 1 8
eF , S, cb M , al m st e l l N
vF , un d e f i n e d
ee F , eS , lE 17 0 d e g
F, pe r h st e l l N; *9 . 5 at t sf
PN , st e l l a r
vF , S, wi t h S Cl
eF , S, R
cB , S, iR , rr r
eF , S, cb M , lE 0d e g
eF , vS , R, lb M , 3 vS st nr
eS , lE , ma g 9. 4
PN , st e l l a r
cF , S, R, bM
F, S, R, F* M
F ne b y
vF , S, eE 15 d e g
vF , S, eE 5d e g ; = IC 48 7 1
F, S, R, bM , F* sp 1'
F, S, R, F* M
eF , R, vg b M
eF , vS , *1 4 at t
ee F , pS , lE
vF , S, F* in v
F, S, R, lb M
F, S, R, lb M
F, S, R, lb M
Cl , L, pR i , lC , st 11 . . 1 4
eF , eS , mE 40 d e g
vF , *9 . 5 at sf en d
F, S, R, lb M
gl o b . cl . , pB , L, R, vR i , vg b M ,
13 . p
vS , eE 70 d e g , vF * sp 1'
in vF , S ne b
vS , R
eS , R
vS , R
vL , pR i , lC , st 10 . . . 1 5
vL , vR i , st 11 . . . 1 5
vS , v di f f i c , F* nr
gr o u p of F st
vS , mE 17 0 d e g
pL , R, bM , r
eS , cE 17 0 d e g
vL , E ns , st in v
S, R, bM
cR i , E, st 11 . . . 1 2
S, R, mb M
S, eE 17 0 d e g , st e l l N
iF , bM
E, bi N , *8 f
eS , eE 85 d e g , st e l l N
pS , R, vl b M , *1 4 at po s 20 d e g
st
, di s t
PN , B, vS , R
F, pL , R
PN , B, pL , R, *1 1 M
vF , vS , E, di f ; = IC 48 9 5
F, vS , R, lb M
gr o u p of ne b , 25 ' di a m ; = 68 2 2
eF , eS , lE , gb M , 68 2 2 p 12 s
bM , ma g 10
cB , S, R, bM ; = IC 48 8 9
pB , pS , pm E , gl b M
ee F , eS , R, F* s 1'
bM , ma g 15
eF , pS , R, pB * cl o s e s, p of 2
ee F , eS , e di f , se v F st nr
eF , S, R, f of 2
Cl , vL , lC , st 7. . .
cB , S, R, bM
vF , E, di f , se v st in v
ee F , eS , R, be t 2 eF st
bM , ma g 16
eF , S, eE 10 d e g
PN , st e l l a r
bM , ma g 15
Cl , P, lC
eF , vS , R, bM
Cl , L, pR i , pC , st 11 . . . 1 2
Cl , P, lC , st 11 . . . 1 2
Cl , S, P
Cl , vL , vR i , pm C , st 11 . . . 1 6 ; = M7 1
ee F , eS , vF * sp 1'
cF , S, vl E 13 5 d e g
ee F , eS , cE 0d e g ; su s p
F, pL , mE
Cl , vS , vC
vF , pL , R, di f , *1 3 . 5 at t f
F, pL , vl E
Cl , P, lC
Cl , S, P
ee F , eS , mE 13 0 d e g , nr 2 eF st
bM , ma g 16
eF , vS , 3 st in v
bM , ma g 15
F, S, R, bM , 4 st ar o u n d
ee F , pS , e di f f i c , 3 st 10 s 8'
eF , eS , R, su s p
ne b , r
bM , ma g 16
vF , S, R, ps b M
eF , eS , cE 13 0 d e g , am st ; su s p
F, vS , R
eF , vS , be t 2 F st
F, S, R, F* M
vF , S, R
bM , ma g 15
bM , ma g 16
Cl , pS , pm C , iR , st 12 . . . 1 6
bM , ma g 16
vF , vS , R; su s p
!! ! , vB , vL , bi N , iE (D u m b b e l l ) ; = M2 7
di f (d e f e c t ? )
vF , vL E , lb M
ee F , eS , R, * f 1' ; su s p
ee F , S, lE , v di f f i c , p of 2
F ne b , am st
pB , pS , R
ee F , pS , R, *8 f 20 s , f of 2
vF , S, vl E , gl b M
bM , ma g 14
F, S, vM E 17 0 d e g
pB , S, R, vS * np
F, S, E 17 0 d e g
F, am Mi l k y Wa y st
I493 2
I493 0
68 4 4
6848
6858
I130 9
I492 1
68 5 0
I493 3
68 5 1
68 6 6
68 5 9
I493 5
I495 4
I495 5
68 6 3
I493 7
6854
I494 0
6871
I493 6
6865
I494 6
68 6 4
I493 8
I494 3
I494 8
I492 9
68 5 5
I491 2
I494 2
I494 1
I494 4
I493 4
I493 9
68 6 1
I494 9
I494 7
6874
68 7 3
I495 0
I495 2
68 6 0
68 6 2
I495 1
I495 7
6868
I131 0
I495 3
6870
I492 8
I131 1
6867
6884
68 7 9
68 8 1
I495 9
68 8 3
I494 5
I495 6
I496 1
68 8 2
I497 7
68 8 5
68 8 8
I496 3
I496 6
I496 5
6886
I496 9
6875
68 7 8
I497 5
I496 8
I497 3
I497 8
I497 9
68 9 1
I497 4
I496 0
I495 8
I497 6
I498 0
I496 2
I498 3
I498 4
6894
6895
I496 7
I499 6
6892
I131 2
68 7 2
I497 0
I497 1
68 8 7
I498 6
I498 7
I131 5
I496 4
I131 4
I497 2
6896
6876
68 9 0
I499 1
6877
I131 3
6889
6880
I498 9
69 1 1
I498 1
I499 4
I499 5
I499 7
I498 2
I498 5
6893
68 9 7
68 9 8
I499 0
69 0 0
6904
I498 8
I499 3
I131 8
I499 8
I501 8
69 0 1
6905
Gx
Gx
Gx
Gx
Gx
Gx
OC
** *
Gx
Nb
As t
Gx
Gx
OC
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
C+ N
Gx
Pl
Pl
Pl
OC
Gx
Gx
Gx
OC
OC
Nb
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Pl
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
-
Gx
Gx
Gx
Pl
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
02 . 3
02 . 4
02 . 8
02.8
03.1
03 . 1
03 . 3
03 . 5
03 . 5
03 . 6
03 . 7
03 . 9
04 . 6
04 . 8
04 . 9
05 . 1
05 . 3
05.7
05 . 7
05.9
05 . 9
06.0
06 . 0
06 . 1
06 . 2
06 . 5
06 . 5
06 . 7
06 . 8
06 . 8
06 . 8
07 . 0
07 . 1
07 . 2
07 . 2
07 . 3
07 . 3
07 . 5
07.8
08 . 3
08 . 4
08 . 6
08 . 8
08 . 9
09 . 5
09 . 6
09.9
10 . 0
10 . 1
10.2
10 . 2
10 . 3
10.4
10.4
10 . 5
10 . 8
11 . 0
11 . 3
11 . 3
11 . 5
11 . 5
11 . 7
11 . 9
12 . 0
12 . 0
12 . 1
12 . 3
12 . 5
12.7
12 . 9
13.2
13 . 9
14 . 0
14 . 6
14 . 6
14 . 6
14 . 7
15 . 2
15 . 3
15 . 4
15 . 5
15 . 5
15 . 5
15 . 9
16 . 1
16 . 3
16.4
16.4
16 . 4
16 . 5
16.8
16 . 8
16 . 9
16 . 9
17 . 0
17 . 2
17 . 2
17 . 3
17 . 4
17 . 4
17 . 7
17 . 7
18.0
18.3
18 . 3
18 . 4
18.6
18 . 7
18.9
19.5
19 . 5
19 . 6
19 . 7
19 . 7
20 . 0
20 . 2
20 . 4
20 . 7
20.8
21 . 0
21 . 2
21 . 5
21 . 6
21.8
21 . 8
22 . 0
22 . 2
22 . 2
22 . 2
22 . 3
22.4
- 52
- 54
- 65
- 56
+1 1
- 17
- 67
- 54
- 54
- 48
+44
+00
- 57
+29
+29
- 03
- 56
- 54
- 44
+3 5
- 61
- 09
- 44
- 21
- 60
- 48
- 43
- 71
- 56
- 77
- 52
- 53
- 54
- 69
- 60
- 48
- 48
- 53
+3 8
+21
- 56
- 55
- 61
- 56
- 61
- 55
- 48
+34
- 62
- 48
- 77
+41
- 54
+4 6
+16
+37
- 53
+35
- 71
- 45
- 53
+26
- 21
+26
+38
- 55
- 53
- 56
+1 9
- 53
- 46
- 44
- 52
- 64
- 58
- 54
- 53
+12
- 61
- 70
- 72
- 61
- 57
- 71
- 52
- 52
+3 0
+5 0
- 70
+37
+1 8
+18
- 70
- 70
- 70
- 52
- 55
- 52
+30
- 73
+25
- 70
+3 0
- 70
- 44
- 41
- 70
- 16
- 53
- 70
- 58
+66
- 70
- 53
- 52
+16
- 71
- 70
- 48
- 12
- 12
- 66
- 02
+2 5
- 69
- 67
+40
- 38
- 38
+06
+2 0
50
18
14
05
16
14
50
51
59
17
00
26
36
15
11
34
15
23
42
47
26
02
02
55
13
22
37
41
24
21
37
39
27
28
44
22
22
08
14
06
10
27
06
24
51
43
23
58
48
17
18
13
47
28
55
25
06
51
01
36
08
33
38
29
21
15
36
50
59
55
09
31
43
47
22
26
28
42
52
32
42
53
55
00
05
43
34
14
34
38
02
01
46
45
38
47
02
17
41
53
11
55
39
52
48
03
51
57
57
52
33
45
51
27
37
45
00
59
14
16
21
54
34
45
23
00
15
18
18
27
07
d
d
c
c
r
c
d
v
c
s
s
F
c
s
d
F
c
s
d
s
c
r
d
s
c
c
d
c
r
c
c
c
c
d
d
s
c
c
r
r
c
c
c
c
c
c
s
d
d
s
d
s
r
s
s
s
d
s
c
c
c
s
d
s
s
c
d
c
s
c
s
s
c
d
d
d
c
s
d
c
d
d
c
d
c
d
s
r
c
s
r
x
s
s
d
s
c
c
d
c
d
c
r
s
s
c
s
c
c
s
d
r
c
c
c
s
d
d
s
r
r
d
r
r
d
d
d
c
c
r
s
Tel
Tel
Pav
1.6
Te l
2.5
Aq l
Sgr
2.0
Pav
Tel
Tel
2.5
Tel
1.8
Cyg
7.
Aql
Pav
1.5
Vul 25.
Vul
Aql
Tel
2.0
Te l
2.3
Sgr
Cy g 20 .
Pav
1.6
Aq l
Sgr
Sgr
6.0
Pav
1.9
Tel
2.2
Sgr
Pav
1.3
Tel
Oct
1.0
Tel
1.3
Tel
1.2
Tel
1.9
Pav
Pav
Tel
2.7
Tel
3.0
Tel
1.2
Cy g
Sge
Tel
1.3
Tel
1.3
Pav
1.6
Tel
1.9
Pav
2.8
Tel
1.0
Te l
2.7
Cyg
Pav
Te l
2.5
Oct
Cyg 60.
Te l
Cy g
0.1
Sge
0.1
Cyg
0.1
Tel
Cyg 15.
Pav
1.0
Tel
1.9
Tel
1.4
Vul 18.
Cap
Vul
7.
Cyg 20.
Tel
2.0
Tel
Pav
1.5
Sg e
0.1
Tel
1.0
Te l
2.5
Sgr
1.7
Tel
1.3
Pav
Pav
Tel
Tel
1.3
Del
1.2
Pav
Pav
1.0
Pav
Pav
Pav
1.6
Pav
Tel
1.1
Tel
Cy g
0.7
Cy g
Pav
0.6
Cyg
6.
Sg e
Sge
Pav
4.7
Pav
0.8
Pav
Tel
4.1
Tel
2.0
Tel
1.4
Cyg
Pav
1.3
Vul
Pav
1.0
Cy g
Pa v
2.4
Sgr
1.5
Sgr
2.5
Pa v
1.4
Cap
2.6
Te l
1.9
Pa v
2.1
Pav
Dra
Pav
0.7
Tel
2.0
Tel
1.7
Sge<
0.1
Pav
Pav
Te l
2.8
Cap
Cap
Pav
Aql
Vu l
Pav
Pav
C y g 24 0 .
Sgr
1.7
Sgr
1.7
Aql
De l
1.7
13. p
7. 6
13. p
5.2
8. 6
11.1
12. p
12.2
13. p
13. p
13. p
14. p
8. p
8. 1
6. p
12. p
13. p
13.4
12. p
14. p
7. 3
11.6
13.9
12. p
13. p
12.5
12.7
15. p
12. p
13. p
15. p
14. p
14. p
15. p
12. p
bM , m a g 1 5
cB , S , mE 45 d e g , s u s p
eF , v S , R , p s b M , *1 1 n p
c F , c L , R, vg l b M , 2 s t f
C l , c L , E, pR i , st 1 3 . . .
F, v S , R, r
vF , S , R; cb M
vF , S , R, bM
eF , e S , 2 - br a n c h sp i r
pF , S , vl E , ps b M
Cl , L , vR i , cC
vS C l , *1 0 p 1 s , s 1' 2 9 "
vF , v S , m E 5 d e g , * 1' s p ; su s p
D ne b * , i F , *1 1 c l o s e
fi n e ne b * 1 2
Cl , S , vm C , st 19
eF , v S , e E 0 d e g , N ; s u s p
F , S, vl E , gl b M
F, S , E 1 0 0 d e g
C l , s t L a n d S, ** i n v
eF , v S , e E 2 0 d e g , 2 F s t n p
F , S, E
eF , S , R
gl o b . c l . , B, pL , R , vm b M B N , rr ;
! vF , p S , an n u l , st e l l N , v F * sf
ee F , pS , R , F* n, v di f f i c
vF , p S , R , 2 s t f , * n p
F, S , c E 1 5 d e g
pF , S , R
eF , v S , F * n p 1 ' ; s u s p
F, v S , R
F, S , R , l b M , v d i f
bM , m a g 1 4
vF , v S , c E 1 5 d e g , l b M ; s u s p
ee F , eS , c E 15 0 d e g , F * s 2 '
B, S , c E , gp m b M
B, v S , cE ; = 6 8 6 1
bM , m a g 1 5
Cl, P, lC
Cl , l C , s t 1 0 . . . 1 3 , ** i n v
eF , v S , e E 3 5 d e g , l b M
F, v S , cE 10 d e g
F, p S , gb M
F, S , l E , gl b M
vF , v S , e E 1 7 0 d e g , vm b M
bM , m a g 1 4
vB, S, R, pgvm b M
F ne b y
eF , e S , c E 6 0 d e g , b e t 2 eF s t
c F , c S , E 9 0 d e g , gb M
eF , v S , e E 2 5 d e g , e F * n 1' ; s u s p
eF , w i t h i n c i r c l e o f s t
e e F , L , pm E
PN , stel l a r
PN , st e l l a r = 10 m
PN , st e l l a r
ha z y st a r
C l , p R i , * * in v
F, S , E 5 d e g , cb M
vF , p S , R
F, p S , mE 90 d e g , d i f
Cl , P , lC
st e l l a r , c l o s e to * 1 3
Cl , v B , v L , Ri , l C , st 6 . . . 1 1
F, v L , vm E , ** a t t
vF , v S , R
F, v S , E 4 0 d e g
bM , m a g 1 5
PN , stel l a r = 10m
F, v S , R
F , vS , R , v g m b M , * 7 s p 3'
vF , p L , R , g l b M
bM , m a g 1 5
vF , S , B* sf 3 '
ee F , vS , R
bM , m a g 1 5
vF , S , R, di f
PN , st e l l a r = 9. 5 m
eF , e S , R , b M , * sp 1'
eF , e S , b M
eF , b M
eF , e S , R , b M , * 3' np
vF , S , lE 13 0 d e g , * 2 ' s
F, S , e E 1 6 0 d e g , v m b M
vF , c S , R , l b M , d i f
vF , S , R, di f , 68 8 7 f
! ! , r i n g , F, S , v v l E
Cl, pRi, lC
vF , b M
Cl , s t 8. . . 1 3
e F ne b * (e S C l ? ) ; = I C 13 1 2 ?
eF , p L , d i f ; = 68 9 2
F, p S , lE , g l b M , *9 p 10 s . 5 , 1s t
bM , n r 68 7 2
eF , v S
pF , c L , p m E , g l b M
ee F , S, c E 0 d e g , b e t 2 F s t
F, v S , R, lb M
*1 3 w i t h e F ne b ?
F, S , c b M
F, p L , pa r t l y r e s o l v e d
eF , v S , e E 1 5 d e g
C l (+ ne b ? ) , S, st v S
p B , S , R , e S * s f , 2n d o f 4
pF , S , R, vg l b M
vF , c S , R
v F , v S , R, 3r d o f 4
F, v S , R, *1 3 c l o s e
vF, L, lE
F , S, R, r , v S * at t , 4t h o f 4
cS , m E 17 5 d e g , s p i r , F* M
eF , L , lb M , pB * n r
eF , e S , * nr
bM , m a g 1 5
bM , m a g 1 4
PN , st e l l a r
vF , b M
vF , b M
pF, S, R, sbM *12
vF , S
F, S , i R
eF , e S , c E 1 5 d e g , b M , s u s p
vF , S , R
Cl, S, vlC, st 10.. . 1 1
ha z y pa t c h , st ? ; su s p
eF , v S , R , b M , su s p
ga m m a C y g , s u r r b y L p a t c h e s o f F
eF , p S , R , b e t 2 st 8. 5 s p , n f
eF , p S , R , b e t 2 st 8. 5 s p , n f ; =
eF ; = I C 5 0 0 0 , IC 1 3 1 6
! ! , P N , B , p S , R, 4 S st nr
= M75
of 4
neby
I C 49 9 8
I1 3 1 6
I5 0 0 0
69 1 0
I1 3 1 7
69 1 6
I4 9 9 2
69 0 3
69 0 6
I5 0 0 6
69 1 3
I4 9 9 9
68 9 9
69 0 2
69 1 4
69 0 7
69 0 8
I5 0 0 3
I5 0 0 5
I5 0 0 4
I5 0 0 7
I1 3 1 9
I5 0 0 1
I1 3 2 0
I5 0 0 2
69 1 2
69 1 7
69 0 9
69 1 5
I1 3 2 1
69 2 1
I5 0 1 1
I5 0 1 3
I5 0 1 5
I5 0 1 2
69 2 2
I1 3 2 2
I1 3 2 3
I5 0 2 0
69 1 8
I5 0 1 9
I5 0 1 0
69 3 9
69 1 9
69 2 3
I5 0 1 7
I1 3 2 4
69 2 7
I5 0 0 9
I5 0 0 8
69 2 8
I1 3 2 5
69 3 0
I1 3 2 6
69 2 6
69 2 4
69 2 9
I5 0 2 1
69 3 1
69 3 3
69 3 4
69 2 5
69 4 0
69 3 8
69 4 6
69 4 9
I5 0 1 4
I5 0 1 6
I1 3 2 7
69 3 6
69 4 1
69 8 6
69 5 2
69 5 1
69 5 3
I5 0 2 3
69 3 5
69 4 4
69 3 7
69 4 5
I5 0 2 4
I5 0 2 9
I5 0 3 0
69 4 2
I5 0 2 2
I5 0 2 7
69 5 0
69 4 7
I1 3 2 8
69 3 2
I5 0 3 9
I5 0 4 6
I5 0 2 8
69 4 8
I5 0 4 1
I5 0 4 7
I1 3 2 9
I5 0 3 4
I5 0 3 3
69 2 0
69 5 6
69 5 4
I5 0 3 5
69 5 5
69 4 3
I5 0 3 6
69 5 7
I5 0 2 5
I5 0 3 1
I5 0 5 0
I5 0 3 2
I5 0 3 7
69 6 0
I1 3 3 0
I5 0 4 3
I5 0 3 8
69 5 9
69 6 1
I5 0 5 7
69 6 2
69 6 3
69 6 4
69 6 5
69 6 6
I5 0 4 9
I5 0 5 8
69 6 7
I5 0 6 1
I5 0 4 2
I5 0 6 7
I1 3 3 1
I5 0 6 2
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Nb
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
D*
Gb
Gx
OC
Gx
Gx
Gx
Gb
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Nb
Gx
Gx
Gx
*
Gx
Gx
Gx
D*
Gx
*
Gx
** *
141
Gx
D*
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
22 . 4
22 . 4
23 . 1
23 . 3
23 . 5
23 . 5
23 . 6
23 . 6
23 . 7
23 . 9
23 . 9
24 . 4
24 . 5
24 . 7
25 . 1
25 . 2
25 . 2
25 . 3
25 . 4
25 . 6
26 . 0
26 . 3
26 . 4
26 . 7
26 . 9
27 . 4
27 . 7
27 . 8
28 . 2
28 . 5
28 . 6
28 . 6
28 . 6
29 . 5
29 . 9
30 . 1
30 . 5
30 . 6
30 . 8
30 . 8
31 . 0
31 . 4
31 . 6
31 . 7
32 . 1
32 . 2
32 . 6
32 . 6
32 . 7
32 . 8
32 . 8
33 . 0
33 . 0
33 . 1
33 . 2
33 . 4
33 . 5
33 . 6
33 . 6
34 . 2
34 . 3
34 . 6
34 . 8
34 . 8
35 . 1
35 . 3
35 . 6
35 . 7
35 . 9
36 . 3
36 . 6
37 . 0
37 . 2
37 . 7
38 . 1
38 . 4
38 . 4
38 . 8
38 . 9
40 . 1
40 . 3
40 . 6
40 . 8
41 . 1
41 . 1
41 . 2
41 . 3
42 . 0
42 . 1
43 . 2
43 . 2
43 . 4
43 . 5
43 . 6
43 . 6
43 . 7
43 . 7
43 . 8
43 . 9
44 . 0
44 . 1
44 . 3
44 . 4
44 . 5
44 . 7
44 . 9
45 . 0
45 . 3
45 . 3
45 . 4
45 . 6
45 . 7
46 . 3
46 . 7
46 . 9
47 . 1
47 . 2
47 . 2
47 . 3
47 . 3
47 . 4
47 . 4
47 . 4
47 . 4
47 . 4
47 . 6
47 . 6
47 . 8
47 . 8
47 . 9
48 . 2
+0 6
+0 6
+4 0
+0 0
+5 8
- 71
- 19
+0 6
+0 6
+3 8
- 26
- 50
- 43
+4 2
- 24
- 24
- 29
- 25
- 30
- 29
- 18
- 54
+0 2
- 54
- 18
+0 8
- 47
- 03
- 18
+2 5
- 36
- 36
- 31
- 56
- 02
- 15
- 15
- 33
- 47
- 36
- 65
+6 0
- 44
- 30
- 57
- 09
+0 9
- 72
- 72
+0 9
+0 9
+0 9
+0 9
- 02
- 25
- 02
- 54
- 11
+0 7
+0 7
- 31
+2 8
+2 2
+6 0
+6 4
- 73
- 72
+0 0
- 25
- 04
- 18
+6 6
+6 6
+6 5
- 67
- 52
+0 7
- 52
- 05
- 71
- 29
- 29
- 54
- 76
- 55
+1 6
- 32
- 19
- 73
- 29
- 29
- 65
- 53
- 29
- 29
+1 5
- 57
- 57
- 80
+1 2
+0 3
- 57
+0 2
- 68
- 57
+0 2
- 76
- 67
- 05
- 67
- 58
+3 0
- 14
- 56
- 65
+0 0
+0 0
+0 0
+0 0
+0 0
+0 0
+0 0
+0 0
- 38
+0 0
+0 0
+0 0
- 65
+4 4
- 09
- 08
32
26
47
40
22
34
19
27
27
32
01
26
39
29
49
48
52
50
52
42
31
47
55
48
38
06
02
05
18
43
02
02
42
45
11
13
11
29
28
05
55
38
13
50
35
04
55
10
42
56
53
52
54
01
30
02
31
23
23
24
59
18
15
09
48
28
55
01
17
38
38
06
06
46
11
06
00
09
01
06
50
51
19
27
29
38
29
38
37
51
51
39
21
42
42
35
02
19
00
31
13
08
35
45
37
34
59
32
39
32
26
43
02
59
01
27
23
19
19
29
18
30
22
25
29
25
20
05
22
59
22
x
v
s
s
r
c
r
s
m
s
c
c
s
s
s
r
d
c
d
d
m
c
u
c
s
r
s
v
m
s
c
c
d
c
r
d
F
s
c
c
d
s
r
s
c
D
v
d
c
s
x
s
x
s
r
s
d
r
r
s
s
s
r
s
r
d
d
z
D
r
D
D
s
D
d
s
s
s
r
d
x
d
s
c
d
r
c
m
c
s
c
c
c
c
c
d
c
d
c
s
s
d
r
s
d
r
c
x
m
d
d
s
m
d
d
r
r
x
s
s
s
A
F
c
x
r
x
d
d
m
F
Aq l
Aq l
Cy g
Aq l
Cy g
Pa v
Ca p
Aq l
Aq l
Cy g
Ca p
Te l
Sg r
Cy g
Ca p
Ca p
Sg r
Ca p
Sg r
Sg r
Ca p
Te l
De l
Te l
Ca p
De l
Te l
Aq l
Ca p
Vu l
Mi c
Mi c
Mi c
Pa v
Aq l
Ca p
Ca p
Mi c
In d
Mi c
Pa v
Ce p
Mi c
Mi c
In d
Ca p
De l
Pa v
Pa v
De l
De l
De l
De l
Aq l
Ca p
Aq l
In d
Ca p
De l
De l
Mi c
Vu l
Vu l
Ce p
Ce p
Pa v
Pa v
Aq l
Ca p
Aq l
Ca p
Ce p
Ce p
Ce p
Pa v
In d
De l
In d
Aq r
Pa v
Mi c
Mi c
In d
Oc t
In d
De l
Mi c
Ca p
Pa v
Mi c
Mi c
Pa v
In d
Mi c
Mi c
De l
In d
In d
Oc t
De l
De l
In d
De l
Pa v
In d
De l
Oc t
Pa v
Aq r
Pa v
In d
Cy g
Aq r
In d
Pa v
Aq r
Aq r
Aq r
Aq r
Aq r
Aq r
Aq r
Aq r
Mi c
Aq r
Aq r
Aq r
Pa v
Cy g
Aq r
Aq r
1. 5
8.
0. 9
2. 0
1. 8
1. 6
7.
1. 9
1. 9
2. 2
13 .
3. 4
2. 3
0. 6
1. 3
1. 0
1. 6
1. 6
2. 3
1. 2
0. 6
1. 1
2. 2
2. 2
1. 4
1. 0
2. 0
8.
2. 5
1. 3
0. 6
1. 2
2. 2
1. 4
2. 1
0. 9
5. 9
4. 1
31 .
11 . 0
3. 8
2. 0
1. 7
3. 0
2. 6
1. 2
2. 0
0. 8
2. 0
2. 5
1. 9
1. 4
2. 5
3. 0
3. 0
1. 6
1. 8
2. 1
1. 1
4. 1
1. 3
1. 0
70 .
0. 8
3. 0
0. 7
1. 9
1. 2
1. 8
eF , ne b , su s p e c t e d ; = IC 50 0 0
pS , eF st in v
7. 4 Cl , pB , pS , P, pC , st 10 . . . 1 2
13 . 4
pl a n = *1 2 , di a m 10 " - 15 "
15 . p ee F , pS , F* cl o s e p, v di f f i c
vF , S, eE 65 d e g , *9 nf 2'
13 . p Cl , E, bM *1 7 , *1 0 at t n
12 . 7
pF , pL , R
12 . p *1 4 in F, vS , R ne b
6. 6 Cl , P, lC , st L an d S; = M2 9
vF , pL , R, am st
F, S, R, gl b M , am st
13 . p F, cS , R, bM
vF , vL , iR , di f , 2 st at t p
11 . 3
cF , cL , vl E , vg l b M , r, 3 st p
eF , vS , lE , 69 0 7 p
vF , cS , R, 2 st sf in li n e
pS , R, vg b M , F* cl o s e np
eF , pS , lE , 2 st s
ee F , cL , R
14 . p pF , vS , R, r
bM , ma g 15
14 . p pF , S, R, gb M , r
bM , ma g 13
14 . p vF , 2 st 14 - 15 np , *8 f
14 . p vF , S, at t to a S*
13 . p pB , pL , gb M , 2 st 10 nr
pB , S, R
15 . p F, S, iF , r
15 . p F, S, E
pB , vS , vm E
eS , vm E ns ; = IC 50 1 1
pB , pS , R, ne a r l y be t 2 st
pS , E 22 5 d e g , lb M
14 . p vF , pL , R
F, vS , R
vS , ne b *
13 . p pF , pS , iE
vF , *1 2 at t sp
vF , cS , R
vF , vS , cE 20 d e g , mb M
7. 8 Cl , pL , eR i , pC M , st 11 . . . 1 6
eF , pS , R, vg v l b M
12 . 1
pF , cS , R, gb M , be t 2 st
bM , ma g 14 . 5
ee F , S, R, *8 s
14 . 5
eF , lE
vF , vS , bM
eF , vS , lE 90 d e g , lb M
12 . 6
pB , pL , mE
vF , S, se v F st in v ; = 69 2 8
13 . 1
F, mE
ee F , S, mE , pF * s; = 69 3 0
12 . 4
vF , pL , E 17 6 d e g , p of 2
14 . p vF , pS , R, sb M N
13 . 5
vF , vS , sf of 2
vS , R di s c , ma g 14
14 . p eF , pS , E 12 0 d e g , gb M
pB , vS , 69 3 4 f
8. 9 gl o b . cl . , B, L, R, rr r , st 16 . . . , *9 p
11 . 3
cB , L, mE 6d e g , ps l b M
6. 3 Cl , vB , vL , vR i , cC , st pL
Cl , vL , P, vl C
8. 9 vF , vL , vg , vs b M , rr
15 . p eF , pS , iR
F, S, bM , be t 2 F st
ee F , eS , *1 1 sp 1'
15 . p vF , *8 1' f
vF , vS , R, sl b M
13 . p eF , lE , lb M
vF , vS , R, gl b M N
pB , ov a l , di f , *1 5 cl o s e f; = 69 5 1
11 . 1
pB , pL , lE
vS gr o u p of 4 st (n o ne b )
F, S, cE 13 0 d e g
13 . p pB , cL , R, gl b M , r, p of 2
13 . 3
pF , S, R
vF , cS , R, sl b M , f of 2
13 . p pF , vS , R, mb M
eF , S, mE 15 d e g
ee F , eS , mE , F* sf , np of 2
ee F , vS , mE , v di f , sf of 2
13 . p pB , pL , R, ps l b M
eF , S, R, cb M , su s p
R, ma g 15
Cl , P, vl C
vF , L, R, gb M
15 . p F, S, vF * cl o s e
F, S, R, gb M , 5 st p
12 . 6
ee F , pS , vm E , sp of 2
eF , pS , mE , 2 vF st sf , sp of 2; = IC 50 3 9
vF , di f , *1 0 s 2' , su s p
vF , pS , cE , lb M
ee F , pS , mE , v di f f i c , nf of 2
ee F , pS , mE , v di f f i c , nf of 2; = IC 50 4 1
ee F , pL , R, be t 4 st , v di f f i c
bM , ma g 14 . 5
vS , R, lb M , ma g 15
pB , cS , R, ps m b M
14 . p vF , S, st e l l , ** at t
13 . 2
F, S, vl E
vS , R, lb M , ma g 15
15 . p eF , pL , R
12 . p pF , L, mE , vg l b M vS *
F, pS , mE 12 5 d e g
15 . p vF , S, R
vF , vS , cE 12 5 d e g , bM , su s p
eF , eS , R, su s p
14 . p F, cS , di f , vS E N
eF , eS , R, su s p
F, pS , mE 17 0 d e g
!! pB , cL , ei F , 52 Cy g in v
15 . p F, vS , di f
F, S, E 21 0 d e g
vF , vS , R, al m st e l l
14 . p vF
15 . p eF , vS
cF , ne b * or eS ne b
12 . 0
cF , S, R, bM
14 . 1
ne b *1 3
12 . 7
F, vS , R, bM , *1 4 sf 0' . 5
vF , vS ; = 69 6 3
eF , vS
ee F , pS , R
eF , di s t i n c t fr o m 69 6 3
14 . p eF , vS , *1 0 50 " f
eF , vS Cl ; ne b ?
vF , vS , R, al m st e l l
F
14 . p F, S, bM , r
*1 3 . 5 wi t h eF st & ne b , *1 3 p 1'
6968
69 6 9
I502 6
69 5 8
I505 6
69 7 1
69 7 2
I504 4
I504 5
69 7 4
I506 8
I507 0
69 7 9
I505 9
I504 8
I506 5
I133 2
I506 3
6970
6973
I505 2
I133 4
I133 3
I504 0
I505 1
69 7 5
69 7 6
69 7 7
6978
I506 4
6980
I505 5
I133 5
6981
I505 3
I505 4
6989
I506 0
I133 6
6988
I507 6
6985
I134 0
69 9 2
69 9 6
69 9 7
6991
69 8 3
I133 7
I133 8
6995
I506 6
6982
69 8 4
I133 9
6987
7000
69 9 4
69 9 3
6990
I506 9
I134 1
I134 2
7023
7008
70 0 3
I507 4
70 0 1
I134 3
I134 4
I507 1
I134 5
7006
69 9 8
I134 6
I134 7
I134 8
I134 9
7011
I135 1
I135 2
I135 3
6999
70 0 5
I135 0
I135 4
I135 5
I507 2
I508 0
I507 8
I135 6
I508 1
I507 3
70 0 2
70 1 3
I508 3
7004
7009
I507 5
70 1 0
I508 2
70 0 7
I507 9
70 1 5
I135 7
70 2 4
70 2 6
7019
I135 8
70 1 2
70 2 7
7031
70 1 6
70 1 7
70 1 8
7014
70 2 5
70 2 8
I508 6
I135 9
I507 7
I508 4
I508 8
70 2 2
70 3 3
70 3 4
70 3 6
I136 3
7037
7035
I136 0
Gx
Gx
Gx
Gx
Gx
Gx
Nb
Nb
Nb
Nb
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gb
Gx
Gx
Gx
Gx
Nb
Nb
Nb
OC
OC
OC
Gx
Nb
Gx
Gx
Gx
Gx
Nb
OC
Gx
Gx
C+N
Pl
Gx
Gx
Gx
Gx
Gb
Gx
Gx
-
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
OC
Gx
Pl
Gx
Gx
Pl
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
?
Gx
Gx
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
48.4
48 . 4
48 . 5
48 . 6
49 . 0
49 . 4
50 . 0
50 . 6
50 . 7
50 . 8
50 . 8
50 . 8
51 . 0
51 . 3
51 . 6
51 . 8
51 . 9
52 . 0
52.1
52.1
52 . 1
52 . 2
52 . 3
52 . 3
52 . 3
52 . 4
52 . 4
52 . 5
52.6
52 . 6
52.8
52 . 9
53 . 1
53.5
53 . 6
53 . 7
54.1
54 . 6
55 . 1
55.8
55 . 9
56.0
56 . 2
56 . 4
56 . 4
56 . 5
56.6
56 . 8
56 . 9
57 . 0
57.1
57 . 1
57.4
57 . 9
57 . 9
58.0
58.8
59 . 0
59 . 5
59.9
00 . 0
00 . 4
00 . 4
00.5
00.6
00 . 8
00 . 9
01 . 2
01 . 2
01 . 3
01 . 3
01 . 4
01.5
01 . 6
01 . 7
01 . 7
01 . 7
01 . 8
01.9
01 . 9
01 . 9
01 . 9
02.0
02 . 0
02 . 0
02 . 0
02 . 0
02 . 0
02 . 5
02 . 6
02 . 9
03 . 0
03 . 3
03 . 6
03 . 6
03 . 8
03.9
04.2
04 . 5
04 . 7
04 . 7
05 . 5
05 . 5
05 . 7
05 . 9
06 . 0
06 . 3
06.4
06 . 5
06 . 8
07 . 1
07.3
07 . 4
07 . 5
07 . 6
07.9
07 . 9
08 . 3
08 . 5
08 . 7
09 . 0
09 . 2
09 . 4
09 . 5
09 . 6
09 . 7
10 . 2
10 . 6
10.7
10.8
10 . 8
- 08
+07
- 78
- 38
- 39
+06
+09
- 71
- 71
+31
+42
+44
+32
- 57
- 71
- 29
- 13
- 57
- 48
- 05
- 69
- 16
- 16
- 76
- 71
- 05
- 05
- 05
- 05
- 57
- 05
- 68
- 16
- 12
- 71
- 71
+4 5
- 71
- 18
+1 0
+47
- 11
+31
+31
+45
+44
+4 7
- 43
- 16
- 16
+3 1
- 73
- 51
- 51
- 17
- 48
+4 4
- 12
- 25
- 55
- 71
- 13
- 14
+6 8
+5 4
+17
- 63
- 00
- 15
- 13
- 72
- 13
+1 6
- 28
- 13
- 13
- 13
- 13
+4 7
- 13
- 13
- 13
- 28
- 12
- 13
- 13
- 13
- 72
+19
- 16
- 15
+19
- 72
- 49
+29
+11
- 49
- 11
- 71
- 12
- 12
- 52
- 56
+11
- 10
+41
+47
- 24
- 16
- 44
+42
+5 0
- 25
- 25
- 25
- 47
+16
+18
- 29
+12
- 73
- 63
- 22
- 49
+15
+15
+15
+46
+3 3
- 23
+05
20
45
04
00
11
00
54
57
58
52
31
21
09
41
48
51
43
05
48
53
12
17
15
40
47
46
46
44
43
14
49
27
20
32
08
01
17
38
04
32
25
05
04
43
28
38
25
58
35
30
13
09
51
52
57
37
20
38
41
34
48
58
30
10
33
48
08
11
24
22
39
24
11
01
52
19
21
16
19
12
23
16
04
53
51
45
10
59
13
49
48
12
41
01
54
46
07
22
51
20
21
33
15
25
43
30
51
25
12
49
14
50
30
30
28
11
20
29
46
27
39
17
53
18
07
09
27
51
43
08
04
r
r
c
s
d
r
s
d
d
r
s
s
r
d
d
c
m
s
s
F
s
m
d
d
d
D
r
r
s
c
F
d
d
s
c
c
r
d
m
r
s
r
s
s
A
o
r
r
d
d
s
d
v
s
c
r
s
s
r
c
d
m
d
s
s
r
d
D
d
m
c
d
s
r
d
v
d
d
r
d
d
d
c
F
m
d
d
d
z
c
d
d
c
r
s
z
r
s
d
r
x
s
x
s
d
r
s
c
d
c
s
s
r
r
r
s
r
r
c
u
d
c
c
r
r
r
r
x
r
c
x
Aq r
Del
Oct
2.5
Mic
2.4
Mic
Del
Del
1.4
Pav
Pav
Cyg
Cyg 80.
Cyg 80.
Cyg
Ind
Pav
Mic
1.2
Aqr
0.8
Ind
1.9
In d
1.2
Aq r
Pav
5.8
Cap
1.1
Cap
Oct
Pav
Aqr
Aqr
Aqr
Aq r
1.9
Ind
1.6
Aq r
Pav
Cap
Aq r
5.9
Pav
1.9
Pav
1.8
Cy g
Pav
Cap
0.6
De l
Cyg
9.
Aq r
Cyg 25.
Cyg 60.
Cyg
Cyg 15.
Cy g
Mic
Cap
Cap
Cy g 12 .
Pav
In d
Ind
1.7
Cap
1.9
In d
Cy g 1 2 0 .
Aqr
3.
Cap
In d
1.1
Pav
Aqr
0.5
Aqr
Ce p 18 .
Cy g
1.4
Del
Pav
Aqr
Cap
Aqr
0.6
Pav
3.5
Aqr
De l
2.8
Mic
Aqr
Aqr
1.3
Aqr
Aqr
Cy g
Aqr
Aqr
Aqr
Mi c
0.9
Aqr
Aqr
0.6
Aqr
Aqr
Pav
Del
Cap
4.0
Cap
Del
Pav
1.2
Ind
Cyg
4.9
Equ
In d
Aq r
1.7
Pav
Aqr
Aqr
Ind
1.9
Ind
Equ
2.0
Aqr
Cyg
Cyg
0.4
Ca p
0.7
Cap
Mic
3.2
Cyg
0.3
Cy g
5.
Cap
Cap
Cap
In d
1.9
Del
Del
Mic
2.0
Del
1.1
Pav
Pav
1.6
Cap
1.8
Ind
Peg
Peg
Peg
Cyg
Cy g
Ca p
1.2
Equ
1 4 . p F , S, R, g b M , F * i n v
1 5 . p F, p L , E
eF , v S , m E 7 0 d e g , l b M , s u s p
1 2 . p B, c S , R, pg m b M , 4 s t p
F, c L , eE 15 0 d e g
1 5 . p vF , S , R
1 4 . p F, S , R
eF , e S , R
eF , e S , R
ne b * , n e b y c E p f
vF
F, d i f
vF , S , iE , s e v F st f nr
vF , S , R, di f
eF , v S
vF , p S , R
1 5 . p F, v S , R
12.0
bM , m a g 1 3
12.7
p B , S , l E , gb M
vF, S, r
1 2 . p F, L , e E 1 4 0 d e g , 4 ' l
1 5 . p F, S
vF , v S , s b M
cB , S , R, su s p
eF , v S
vF , S ; = 6 9 7 6
1 4 . p eF , i R
1 4 . p vF , S , iR
14. p vF
bM , m a g 1 4
vF, S, r
vF , b M , s u s p
F, S , s t e l l a r
9 . 4 g l o b . cl . , p B , pL , R , gm C M , r r r ; = M7 2
cF , v S , b M , *1 1 n 2 '
cF , v S , b e t 2 F s t
C l , c L , st pS
eF , e S , b e t 2 F s t
1 5 . p vF , S , di f , F* f
15. p eF, pL, R
vF , v L , l E n s , st i n v
e F , v S , iR
poss i b l y conn with 6995
!! , e F , e L , eE , e i F , b i f u r c a t e d
Cl , P , lC
1 0 . p Cl , P , lC , s t L
Cl, L, P, vlC
eF , c S , R
F, v S , R, gb M
vF , v S , d i f
F , eL , n e b & st in g r o u p s
vF , v S , b M
vF, S, E, p of 2
1 3 . p F, p L , vl E , vg b M , f of 2
F, S , g b M , r
pF, S, vlE, gpmb M , B* p 1'
F , ee L , di f n e b u l o s i t y
9 . p C l , e P , vl C , no ne b ; = M7 3
vF , v S , R , s b M N
e e F , v S , v m E 0d e g , * 1 3 a t t , n
eF , S , R
1 5 . p F, v S , R, lb M
vF , v S , E pf , l b M
7 . p * 7 in eF , e L , n e b y
1 3 . p c B , L , E 4 5 d e g + / - , r, * * at t
1 4 . p vF , v S , l E , *1 5 c l o s e f
R, P N , m a g 14
1 4 . p pB , S , E 0 d e g
pB , v S , R , m b M
1 5 . p pB , p L , i F , sb M
cB , S , eE 20 d e g , s t e l l N
vF , S , R, vl b M
10.6
B , pL , R , g b M
ee F , vS
pB , v S , R , g b M
pB , R
F, v S , R, bM
vF , v S , R , l b M
Cl, no desc r i p t i o n
F, v S , R, lb M
pB
vF , v S , R
eeF, vS
Cl , S , P
1 5 . p F, S , i F , lb M , r
F, v S , R, bM
F, v S , R, bM
eF , e S , R
1 6 . p F, v S , R, st e l l N
eE , n r 2n d * o f 3 ; s u s p
F, R , s b M
vF , v S , R , s t e l l N
eF , S , R
cF , c S , R , b M
1 2 . p pB , c S , R , p s b M , pB * n p
1 5 . p ee F , vS , v d i f f i c ; * 8 f 1 3 s
eF, R, lbM, *11 f
8. p !!!, PN , vB, S, elli p t i c
vF , S , cb M
1 4 . p eF , S , R, lb M ; = IC 50 8 2
eF , S ; = 7 0 1 0
1 3 . p pB , S , R, ps b M , a m s t
F, S , E ; v S Cl or r i n g ? ( R A + / - )
1 3 . p vF , p S , g l b M
vF , v S , i F , vl b M
Cl , P , lC , s t 1 0 . . .
1 3 . p pB , b i N , P N
v F , v S , R, sb M N
vF , v S
F, p L , E, vg v l b M , * p
1 0 . p PN , st e l l a r = 8. 5 m
9 . 1 C l of tr i p l e st , l C
1 5 . p vF , e S , R , b M N , 1 s t of 3
1 5 . p eF , v S , R , b M N , 2 n d of 3
1 4 . p vF , v S , v l E , g l b M , 3 o f 3
12.3
p F , S , R , b M , 2 st 1 2 n
1 4 . p vF , v S , R , s t e l l
vF , S , vl E
ee F , pS , R , F* f
1 5 . p ee F , eS , s t e l l a r , e F * at t
eF , e S , * 1 0 np 2'
F, p S , eE 15 5 d e g , c b M
eF , v S , d i f f i c
ee F , S, R , B * * *
sf
1 5 . p vF , S , R
1 5 . p vF , v S , R
Cl , l C
F, * 9 . 4 a t s e n d
C l , p R i , i F , st 11 . . . 1 5
eF, S, iR
F, d i f
I5 0 8 9
70 3 0
Gx
70 3 9
OC
70 2 1
70 2 0
Gx
I1 3 6 1
Gx
I5 0 9 0
Gx
I1 3 6 2
Gx
70 2 9
Gx
I1 3 6 9
OC
70 4 4
OC
70 4 0
Gx
I1 3 6 4
Gx
I5 0 8 5
70 4 2
Gx
I1 3 6 5
Gx
70 4 3
Gx
I1 3 6 6
Gx
70 4 8
Pl
I1 3 6 7
Gx
I1 3 6 8
I5 0 8 7
Gx
70 4 5
D*
70 4 6
Gx
I5 0 9 7 ** *
I5 0 9 8
D*
70 5 0
70 3 8
Gx
I1 3 7 0
Gx
70 3 2
Gx
I5 0 9 2
Gx
70 4 1
Gx
70 4 7
Gx
I5 0 9 5
I5 0 9 1
I5 0 9 4
Gx
I5 0 9 6
Gx
70 5 2
Gx
I5 0 9 3
70 4 9
Gx
70 5 5
70 5 1
Gx
I1 3 7 1
Gx
I1 3 7 2
I1 3 7 3
Gx
70 5 4
70 5 8
I1 3 7 4
Gx
I1 3 7 5
Gx
70 5 3
Gx
I5 1 0 4
Gx
I5 1 0 0
Gx
I5 0 9 9
I5 1 0 1
Gx
70 5 6
Gx
I1 3 7 8
70 6 2
OC
70 6 7
OC
70 6 3
OC
I5 1 0 5
Gx
I1 3 7 6
70 5 7
Gx
I1 3 7 7
Gx
70 6 0
Gx
I1 3 7 9
Gx
70 6 6
Gx
70 7 6
Nb
I5 1 0 2
70 7 1
70 6 8
Gx
70 6 5
Gx
I1 3 8 2
I1 3 8 0
Gx
70 5 9
Gx
70 6 1
Gx
I1 3 8 1
Gx
I1 3 8 3
Gx
I1 3 8 4
Gx
70 6 9
Gx
I5 1 1 1
Gx
I5 1 0 7
I5 1 0 6
Gx
I1 3 8 5
Gx
70 6 4
Gx
I5 1 0 3
Gx
70 8 2
OC
70 7 3
Gx
70 7 4
Gx
I5 1 1 2
OC
I1 3 8 6
Gx
I1 3 8 7
Gx
I5 1 1 3
OC
70 7 7
Gx
I1 3 8 8
Gx
70 7 8
Gb
vS ; =
70 8 0
Gx
70 7 0
Gx
70 8 6
OC
I5 1 1 5
70 7 2
Gx
I5 1 1 0
70 8 1
Gx
70 7 5
Gx
70 8 4
I1 3 8 9
70 9 2
OC
70 8 5
Gx
70 7 9
Gx
I1 3 9 0
Gx
I5 1 1 7
Pl
I5 1 0 8
Gx
70 8 8
70 8 9
Gb
M2
I5 1 0 9
I5 1 1 9
Gx
70 9 1
Gx
I5 1 1 4
Gx
70 8 7
Gx
70 9 3
I1 3 9 1
Gx
I1 3 9 2
Gx
70 8 3
Gx
70 9 0
Gx
70 9 4
Pl
I5 1 1 6
I5 1 2 0
Gx
I1 3 9 6 C+ N
71 0 0
Gx
71 0 1
?
142
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
M1
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
11 . 0
11 . 2
11 . 2
11 . 3
11 . 4
11 . 5
11 . 6
11 . 8
11 . 9
12 . 1
12 . 9
13 . 2
13 . 3
13 . 4
13 . 8
13 . 9
14 . 1
14 . 1
14 . 2
14 . 2
14 . 3
14 . 3
14 . 8
14 . 9
15 . 0
15 . 0
15 . 1
15 . 2
15 . 2
15 . 4
16 . 2
16 . 5
16 . 5
17 . 3
17 . 7
17 . 8
18 . 4
18 . 6
18 . 8
19 . 0
19 . 4
19 . 8
20 . 3
20 . 3
20 . 6
20 . 7
21 . 0
21 . 0
21 . 0
21 . 1
21 . 5
21 . 7
21 . 9
21 . 9
22 . 2
23 . 0
23 . 2
24 . 2
24 . 4
24 . 4
24 . 7
25 . 0
25 . 4
25 . 9
26 . 0
26 . 2
26 . 3
26 . 3
26 . 5
26 . 6
26 . 7
26 . 9
27 . 1
27 . 4
27 . 4
27 . 6
27 . 7
27 . 8
28 . 1
28 . 2
28 . 3
28 . 6
28 . 9
29 . 0
29 . 2
29 . 4
29 . 5
29 . 5
29 . 5
29 . 6
29 . 6
29 . 7
29 . 9
29 . 9
30 . 0
- 03
- 20
+4 5
- 64
- 64
+0 5
- 02
+0 2
- 49
+4 7
+4 2
+0 8
+0 2
- 74
+1 3
+0 2
+1 3
+0 1
+4 6
+0 2
+0 2
- 73
+0 4
+0 2
+0 4
+0 4
+3 6
- 47
+0 2
- 68
- 64
- 48
- 00
- 59
- 70
- 66
- 63
+2 6
- 70
- 48
+5 7
- 08
- 04
- 05
+0 1
+3 9
+5 0
+0 1
+0 4
+2 3
+2 1
- 65
- 71
- 65
+1 8
+5 5
+4 6
+4 8
+3 6
- 40
- 05
- 42
+0 4
- 42
+0 3
+1 4
+6 2
- 73
+4 7
+1 2
- 07
+1 8
+0 2
- 60
- 49
- 01
- 01
- 01
- 01
+0 2
- 65
- 70
- 01
- 52
- 74
+4 7
- 11
+0 6
+0 6
- 21
- 01
+0 6
+0 2
- 00
+1 2
51
30
39
02
03
03
02
20
17
44
29
51
47
06
33
35
36
45
16
59
10
46
31
50
27
29
12
13
12
17
28
22
50
56
39
26
46
27
38
34
35
47
53
37
05
10
48
43
00
04
14
56
00
50
39
27
23
01
30
37
45
29
19
24
06
10
53
19
57
13
00
39
43
01
04
11
05
22
38
29
44
50
04
46
04
05
28
42
47
12
21
49
25
38
10
d
r
s
c
s
u
u
z
s
s
r
r
m
d
s
m
r
z
s
z
D
c
A
s
x
x
r
s
z
c
c
s
r
d
d
c
c
s
d
s
r
r
m
d
m
r
r
z
z
r
u
c
d
c
r
d
s
s
s
s
d
r
m
r
z
r
s
d
r
r
s
d
z
s
c
m
z
m
r
m
d
c
m
s
c
s
r
r
x
c
m
x
s
m
s
Aq r
Ca p
Cy g
Pa v
Pa v
Eq u
Aq r
Aq r
In d
Cy g
Cy g
Eq u
Eq u
Pa v
Pe g
Eq u
Pe g
Aq r
Cy g
Eq u
Aq r
Pa v
Eq u
Eq u
Eq u
Eq u
Cy g
In d
Aq r
Pa v
Pa v
In d
Aq r
Pa v
Pa v
Pa v
Pa v
Vu l
Pa v
In d
Ce p
Aq r
Aq r
Aq r
Aq r
Cy g
Cy g
Aq r
Eq u
Pe g
Pe g
Pa v
Pa v
Pa v
Pe g
Ce p
Cy g
Cy g
Cy g
Mi c
Aq r
Mi c
Eq u
Mi c
Eq u
Pe g
Ce p
Pa v
Cy g
Pe g
Aq r
Pe g
Pe g
Pa v
In d
Aq r
Aq r
Aq r
Aq r
Aq r
Pa v
Pa v
Aq r
In d
Pa v
Cy g
Ca p
Pe g
Pe g
Ca p
Aq r
Pe g
Aq r
Aq r
Pe g
30 . 0
30 . 5
30 . 5
30 . 5
30 . 6
30 . 6
31 . 4
31 . 5
31 . 8
32 . 1
32 . 2
32 . 3
32 . 5
32 . 5
32 . 5
32 . 9
33 . 4
33 . 5
+2 6
- 43
+5 1
+1 1
- 43
- 59
+0 2
- 38
+1 7
- 18
+4 8
+0 6
- 44
- 01
+4 4
- 72
- 00
- 00
43
06
35
47
09
59
30
36
25
01
26
36
05
52
35
40
23
49
s
s
s
d
s
d
r
r
r
d
s
r
s
z
s
c
r
s
Vu l
Gr u
Cy g
Pe g
Gr u
In d
Aq r
Gr u
Pe g
Ca p
Cy g
Pe g
Gr u
Aq r
Cy g
In d
Aq r
Aq r
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
21
33 . 9
34 . 0
34 . 1
34 . 1
34 . 6
34 . 8
35 . 1
35 . 6
35 . 7
36 . 5
36 . 9
37 . 1
38 . 8
39 . 1
39 . 5
39 . 6
- 74
+2 1
- 36
- 36
- 40
+4 6
- 00
+3 5
- 63
- 54
+1 2
- 70
- 64
+5 7
+0 8
+0 8
06
49
38
39
49
01
30
24
54
33
47
59
21
30
53
54
d
u
r
c
r
r
z
u
s
s
s
d
c
s
r
D
In d
Pe g
1. 0
Gr u
Gr u
2. 0
Gr u
Cy g
Aq r
Cy g
1. 7
In d
4. 5
In d
7. 1
Pe g
1. 6
In d
In d
2. 1
Ce p 17 0 .
Pe g
Pe g
25 .
4. 3
1. 1
1. 1
1. 4
4.
0. 3
2. 2
0. 2
1. 0
7. 6
12 .
15 .
14 .
16 .
11 . 8
6. 8
11 .
15 .
15 .
p
p
p
p
13 .
15 .
15 .
16 .
11 .
15 .
p
p
p
p
p
p
p
p
p
1. 4
2. 0
14 . p
3. 0
12 . p
15 . p
1. 1
2. 9
3. 9
11 . 1
14 . p
1. 4
3. 0
2. 8
14 . p
2. 8
10 . 7
0. 8
14 . p
15 . p
0. 3
15 . p
1. 8
1. 7
16 .
15 .
14 .
14 .
p
p
p
p
1. 4
14 . p
7.
3.
8.
2. 5
8. 3
9. 7
7. 0
11 . 5
0. 6
14 . p
16 . p
15 . p
2.
15 . p
1. 4
3. 2
1. 5
0. 5
0. 6
0. 8
1. 3
0. 4
4. 1
1. 4
25 .
15 . p
13 . p
15 .
16 .
14 .
15 .
15 .
p
p
p
p
p
15 . p
13 . p
7. 2
14 . p
2. 1
0. 4
15 . p
0. 8
0. 4
12 . 3
14 . p
15 . p
6. 4
2. 0
2. 1
9.
0. 8
32 .
2. 8
0. 1
1. 4
12 . 9
eF , vS , bM , F* 30 " sp
vF , vS , iR , bM N
Cl , vL , pR i , E, st 10 . . .
pF , cS , R, ps b M , *7 - 8 p; = 70 2 0
pB , cS , lE , pg b M
vF , vS , di f
vF , S, R, sb M
vF , vS , R, *1 4 nf
B, cS , R, pg m b M
S ne b Cl of st 13 m
Cl , vF , pL , vR i , vC st 15 . . . 1 8
eF , vL , mE ns
pB , pS , R, sb M
vF , vS , R
vF , S, R
eF , pS , R (a n o t h e r p? )
vF , S, R
F, S, iR , be t 2 st 11 & 13
pF , pL , di f , iR , vl b M
vF , vS , R, F, * nr
ee F , S, mE 22 5 d e g , v di f f i c
vF , vS , *1 1 np 3'
no t a ne b ; on l y 2 F cl o s e st
eF , pL , R, lb M
eF , st e l l , 3' sf 70 4 5
eF , 2' . 5 sf f 70 4 5
Cl , no de s c r i p t i o n
pB , pL , lE , gb M
vF , 2 F st in v
vF , cS , R, gl b M
pL , E, mb M
B, cS , cE , ps m b M , *1 0 f
eF , vS , bi N pf
pL , E
eF , vS , R
vF , vS , R, * np 0' . 5
F, pL , eE 14 5 d e g , st e l l N
F, S, vl E , r
ee F , vS , R, su s p
vB , pS , E, mb M
Cl , F, pS , P
vF , R, gb M , ** nr
F, S, di f , gb M , r
vF , vS , R, di f , *1 4 sf
F, vS , R, sb M , 2 ot h e r s so u t h
vF , vS , R, F* in v
Cl , P, lC
vF , vS , lb M
F, S, 2 F st in v
pB , S, vl E
F, vS , E ns , di f , *1 4 nr
F, S, cE 11 0 d e g
vF , S, lE 10 d e g
cF , S, * in ne b
pF , S, R
F, di f , F st in v
Cl , pS , pR i , pC , st 13 . . .
Cl , P, ne b ?
Cl , P, st 10 . . .
vF , vS , R, st n & s
no de s c r
eF , vS , R, p of 2
pB , S, R
vF , pS , R, f of 2
vF , bM , st e l l a r
ee F , cl o s e sf of M of 3 F st
vF , er
eF , eS , bM
Cl , S, C, cE ; = 70 6 7 ?
vF , cl o s e to a S*
vF , sb M
pF , pS , iF
pB , S
B, pL , lC , gp m b M
ee F , vS , R
F, vS , R, bM
F, vS , R, st e l l a r
vF , vS , R
vF , S, R, st e l l
F, S, iF
eF , vS , cE 10 d e g
F, S, R, bM
pB , vS , R
eF , pL , vm E 91 d e g , * s
eF , vS , R
Cl , L, cR i , lC , st 10 . . . 1 3
vF , vS , iR
vF , S, E
Cl , eF , eS
F, bi N , or ne b D*
pB , vS , iF
Cl , eF , S; ne b s ?
F
eF , vS , 2 st nf
!, gl o b . cl . , vB , vL , iR , vs m b M ,
14 . p vF , S, vl E
12 . 3
F, cL , lE , gv l b M , p of 2
8. 4 Cl , cL , vR i , pC , st 11 . . . 1 6
ee F , vS , F* f
13 . 9
F, S, R, vg l b M , f of 2
vF , vl E
13 . p F, S, R, mb M , *1 4 s
cF , cS , R, pg b M
Cl , lC
F, vS , R, gb M
4. 6 Cl , vL , vP , vl C , st 7. . . 1 0 ; = M3 9
15 . p eF , S, E
11 . 6
B, R, cS , ps b M
15 . p F, vS , R, bM
13 . p PN , st e l l a r
eF , vS , cb M
eF , eL , di f , E pf , n of M2
6. 5 !! , gl o b . cl . , B, vL , gp m b M , rr r ,
vF , bM
15 . p F, vS , di f , *1 5 at t , *1 3 n
eF , pL , vg b M , *6 f 40 s
eF , pS , R, 2 st f 30 s ; = 70 9 1
cF , S, R, gb M
Cl , P, lC
16 . p vF , S, di f
13 . p pB , vm b M *
12 . p pF , cL , vl E , vg p m b M , r
11 . p pB , pL , vm E 12 7 d e g , g, ps l b M
* in ee F ne b y , v di f f i c
cF , S, R, st e l l N
F, al m R
3. 5 ne b pa r t of Mi l k y Wa y
14 . p vF , r
F, vS , R, st e l l ; = 71 0 0 ?
rr r ,
st
st eS ; =
7102
I512 2
I512 7
7103
I512 4
71 0 4
I512 6
70 9 5
I139 3
I139 4
7097
I511 8
7099
=
7105
70 9 6
71 2 9
I512 1
71 1 4
I139 5
71 1 1
I512 5
7109
71 1 0
71 1 2
I513 2
7107
71 0 8
7113
I513 3
7106
7116
7133
I512 8
I513 4
71 1 5
71 2 7
71 2 8
I139 7
I140 0
7120
I140 2
I512 3
71 2 1
7117
7122
7139
7142
I139 8
7118
I139 9
7119
7098
I140 1
71 3 2
I513 1
71 3 1
I512 9
71 2 4
71 3 7
71 3 0
I513 5
I513 6
7134
7143
71 3 8
7125
71 2 6
71 3 6
7135
7150
I513 0
I513 9
I140 3
7123
I140 5
I140 4
I140 6
I513 7
71 4 6
71 4 7
71 4 8
71 4 1
71 4 9
71 4 0
I140 7
71 4 4
I140 8
7145
I140 9
I514 1
I514 6
I513 8
7160
7152
I514 4
I514 5
I514 0
71 5 3
7156
7151
I514 2
71 5 4
I141 0
I141 1
7155
I514 3
71 5 9
7164
71 5 7
7161
71 5 8
I141 2
I141 4
I141 3
I141 5
I514 9
71 7 5
I141 6
I515 1
I515 0
71 6 3
I514 7
71 6 5
I514 8
71 6 2
I141 7
I515 3
71 6 7
7166
71 7 7
Gx 2 1
21
21
Gx 2 1
21
Gx 21
21
Gx 21
21
Gx 21
Gx 2 1
21
Gb 2 1
M30
- 21
Gx 21
C+ N 2 1
Gx 21
- 21
Gx 21
Gx 21
Gx 21
Gx 2 1
Gx 21
Gx 21
21
Gx 2 1
Gx 21
Gx 2 1
21
Gx 2 1
Gx 2 1
Nb 2 1
21
21
Gx 21
OC 21
OC 21
21
21
Gx 2 1
21
Gx 21
Gx 21
Gx 2 1
D* 2 1
Pl 2 1
OC 2 1
Gx 21
Gx 2 1
Gx 21
Gx 2 1
Gx 2 1
Gx 21
Gx 21
Gx 21
Gx 21
21
Gx 21
Gx 21
Gx 21
Gx 21
21
Ast 21
D* 2 1
Gx 21
Gx 2 1
Gx 21
D* 21
Gx 2 1
Ast 21
Gx 21
Gx 21
21
Gx 2 1
Gx 21
21
Gx 21
21
Gx 21
Gx 21
D* 21
Gx 21
Gx 21
Gx 21
Gx 21
Gx 21
Gx 21
Gx 2 1
21
Gx 21
C+ N 2 1
21
OC 2 1
Gx 2 1
21
21
Gx 21
Gx 21
Gx 2 1
Gx 2 1
Gx 21
Gx 21
21
Gx 21
Gx 2 1
21
Gx 21
Gx 2 1
Gx 21
D* 2 1
** * 2 1
Gx 21
21
21
* 21
21
- 21
21
Gx 21
21
Gx 21
Gx 21
Gx 21
Pl 21
Gx 21
Gx 22
? 22
Gx 22
Gx 2 2
Gx 22
39.7
39 . 8
39 . 8
39.9
39 . 9
40 . 1
40 . 1
40 . 2
40 . 2
40 . 2
40.3
40 . 3
40.4
+0 6
- 22
+06
- 22
- 22
- 22
- 05
- 42
- 22
+14
- 42
- 71
- 23
17
24
14
28
26
25
22
32
25
38
32
23
11
s
d
x
r
d
r
d
c
d
m
s
d
s
Pe g
Cap
Peg
Ca p
Cap
Cap
Aqr
Gru
Cap
Peg
Gr u
Ind
Ca p
40.5
41 . 3
41 . 3
41 . 3
41 . 7
41 . 7
41 . 8
41 . 8
41.9
42 . 2
42 . 3
42 . 3
42.4
42 . 4
42.4
42 . 4
42.6
42.6
42.6
42 . 7
43 . 0
43 . 6
43 . 9
44 . 0
44 . 0
44 . 2
44.4
44 . 8
44 . 8
44 . 9
45.7
45.7
45.9
45.9
45 . 9
46.1
46 . 1
46.3
46.8
46 . 9
47 . 2
47 . 4
47 . 7
47 . 8
48 . 1
48 . 2
48 . 3
48 . 3
48 . 8
48.9
48.9
49 . 0
49.3
49 . 3
49 . 7
49.8
50.4
50 . 4
50 . 4
50 . 5
50.8
50 . 8
50 . 9
51 . 0
51 . 6
51 . 8
52 . 0
52 . 1
52 . 2
52 . 2
52 . 3
52 . 3
52 . 7
53 . 2
53.3
53 . 3
53 . 3
53 . 4
53 . 5
53.7
53.9
53 . 9
54 . 2
54 . 3
54 . 4
54.6
55.0
55 . 3
55 . 4
56 . 0
56 . 1
56.2
56 . 3
56 . 4
56.6
56 . 8
57.0
57 . 4
58 . 3
58 . 3
58 . 5
58 . 7
58 . 7
58 . 8
58 . 8
58 . 9
59 . 2
59 . 3
59 . 4
59 . 5
59 . 5
59 . 8
00 . 4
00 . 4
00 . 5
00.7
00 . 7
- 10
- 63
+66
- 63
+42
+04
- 06
- 52
- 34
- 34
+12
+66
- 44
- 06
+1 2
+66
- 52
+2 8
+6 6
- 39
+66
- 25
+54
+53
- 04
+52
- 06
+53
- 72
- 03
- 48
- 08
+6 3
+6 5
+09
- 48
+04
- 46
- 75
+01
+10
- 34
- 13
- 65
- 50
+22
- 34
- 34
- 33
- 12
+2 9
+12
- 60
- 60
- 11
- 34
+4 9
- 74
- 31
- 02
- 70
+02
- 09
+01
- 65
+03
+03
+03
- 55
+03
- 55
+03
- 48
- 13
- 47
- 07
- 59
+47
- 68
+6 2
- 29
+15
+15
- 67
- 29
+0 2
- 50
- 65
- 34
- 02
- 01
- 49
- 49
+13
+0 1
- 25
+0 2
- 11
- 17
+08
- 03
+01
- 27
+54
+01
+03
- 39
- 31
- 65
- 16
- 39
- 43
- 13
+17
- 24
- 43
+17
20
54
06
55
50
07
43
46
27
10
30
08
48
47
35
09
42
57
03
00
06
21
37
43
53
57
33
16
25
37
24
49
39
48
28
21
24
31
07
42
14
53
11
23
34
10
57
57
39
59
57
30
43
37
47
53
45
00
00
43
20
01
16
59
35
01
04
20
34
18
34
26
15
21
53
30
30
16
57
36
16
06
13
20
02
57
40
31
49
53
31
32
03
34
22
23
57
36
11
24
06
21
23
49
27
45
25
53
27
31
23
19
09
51
38
25
44
r
s
s
c
r
z
r
c
r
r
r
d
s
r
r
d
c
r
r
d
d
r
s
s
d
d
r
d
c
r
r
F
s
s
m
r
z
s
v
v
r
s
r
d
s
s
A
s
d
D
r
r
s
s
F
s
A
c
c
d
c
u
d
z
d
r
r
F
v
r
c
z
s
m
s
d
c
s
d
s
r
d
d
c
r
s
r
c
v
d
u
s
d
r
r
r
F
F
c
d
d
F
d
r
D
z
d
s
c
r
s
s
v
x
r
s
s
Ca p
Ind
Cep
Ind
Cyg
Peg
Aqr
Ind
Ps A
PsA
Peg
Cep
Gr u
Aqr
Pe g
Cep
In d
Cy g
Ce p
Gru
Cep
PsA
Cyg
Cyg
Aqr
Cyg
Aq r
Cyg
Ind
Aqr
Gr u
Ca p
Ce p
Ce p
Peg
Gr u
Peg
Gr u
Oc t
Aqr
Peg
PsA
Cap
Ind
Ind
Peg
PsA
PsA
PsA
Ca p
Cy g
Peg
In d
Ind
Cap
Ps A
Cy g
Ind
PsA
Aqr
In d
Aqr
Cap
Aqr
Ind
Peg
Peg
Peg
Ind
Peg
Ind
Peg
Gru
Cap
Gr u
Aqr
Ind
Cyg
Ind
Ce p
Ps A
Peg
Peg
Ind
PsA
Pe g
In d
Ind
PsA
Aqr
Aqr
In d
Gru
Peg
Aq r
PsA
Pe g
Cap
Cap
Peg
Aqr
Aqr
PsA
Cyg
Aqr
Peg
Gru
PsA
Ind
Aqr
Gru
Gru
Aqr
Peg
Aqr
Gr u
Peg
1.9
13.1
15. p
15. p
1.6
0.8
2.5
11 . 0
2.7
8.
1.7
1.4
1.9
1.8
3.
3.
1.9
1.3
4.
0.8
1.1
4.4
2.2
1.6
2.7
1.5
1.3
3.2
2.3
2.8
2.4
2.2
3.5
1.0
3.5
0.6
2.5
1.8
12.
7.
1.9
1.7
1.4
1.3
0.9
1.9
1.6
1.8
1.4
2.0
2.8
1.4
2.4
3.3
15. p
12. p
7.5
F , pL , R ; = I C 5 1 2 7
eF , v S ; 7 1 0 3 - 0 4 , IC 13 9 3 nr
eF , p L , s e v eF st & ne b ; = 71 0 2
v F , v S , R, gb M , 1s t o f 2
ee F , S, d i f f i c ; a n o t h e r s u s p 1 ' s
vF , v S , i R , gb M N , 2 n d of 2
vF , v S , R , b e t 2 st 14
F, p L , R, vg l b M , *1 3 i n v ; = 7 0 9 7
eF , v S , R , d i f
eF , S , R
B , S, vl E , mb M
vF , S , cE 35 d e g , * 1 0 sp 2'
! , gl o b . c l . , B , L, lE , g p m b M , s t 1 2 . . . 1 6 ;
F , vS , E 1 3 0 d e g , sm b M N , * n p ; no n e x i s t e n t ?
1 3 . p vF , S , R, vS * *
nf
1 2 . p !, c F , pL , g b M ** *
PN , st e l l a r , 1 3 ma g ; = 7 0 9 6
ne b u l o u s v a r * ; P N ?
1 5 . p vF , v S , i F , lb M
1 5 . p eF , e S , R , b M
F, e S , R, bM
e F , v S , am st
F, S , R , b M
1 5 . p ee F , S, R , p B * cl o s e p
1s t o f 2 s t 13 m i n v F ne b
1 3 . p v F , c L , R, vg l b M
vF , S , R, st e l l
15. p vF, S, stel l
2n d o f 2 s t 13 m i n v F ne b
e F , c S , lE , v g l b M
1 4 . p v F , p L , mE
vF, pL
ee F , vS , R , di f , st sp
*9 . 5 in n e b ; 7 1 2 9 c l o s e
1 4 . p vF , p S , m E 9 0 d e g , c o m , 2 s t i n v
Cl , S , P, lC
9. 7 Cl , S , pR i , ha s a r u b y * 9 . 5
F, v S , st e l l a r
F, d i f , p a r t l y re s o l v e d
15. p vF, S, vlE
F, p a r t l y re s , st 1 4 m
cF , v S , c E 1 5 d e g , * 1 2 p 1'
1 4 . p vF , v S , R , v l b M
F , S, R, g l b M , p o f 2
n e b u l o u s * 10 - 1 1 o r v S Cl
v F , c S , R, r
9 . 3 C l , c L , cR i , pC , s t 1 1 . . . 1 4
1 5 . p vF , v S , b M
F , S, R, g l b M , f o f 2
1 6 . p vF , v S , s t e l l a r
1 4 . p F , S, R, g b M
pF, R, g, psmb M , am st
pB , p S , r
1 4 . p vF , p L , l E , be t 2 s t
12.4
vF , v S , R
1 4 . p vF , S , vl E , vg b M
no d e s c r
1 3 . p pB , L , pm E , vg b M
12.4
F, p S , R, vg l b M , r
pB , S , R, gl b M ; = I C 5 1 3 5
12.3
vF , p L , R ; = 7 1 3 0
ee F , S, R
o n l y 3 o r 4 v F s t (n o n e b )
v F ; D * ? (i n v in ne b ? )
1 5 . p vF , v S , s t e l l
1 3 . p e F , p L , R, sp o f 2
1 3 . p pB , p S , l E , gb M , nf of 2
st e l l a r , n e b u l o s i t y do u b t f u l
11.7
p B , p L , R, vg b M , * 1 4 at t p
n e b , n o de s c r i p t i o n
vF , v S
vF , S , lE
eF , S , F, * at t , v d i f f i c
p B , S , R , v g b M , *9 f
1 5 . p pB , v S , R , b M
F, v S , R, sb M * 1 3
1 5 . p F, v S , R, st e l l a r
eF , S , R, st e l l N , s p i r ? ; s u s p
1 5 . p F, R
1 5 . p F, S , l E
vF , v S , R
F, L , R , g p s m b M
1 4 . p vF , v S , R
pF , c S , R , b M ; = 71 4 1
1 5 . p F, S , r
10.7
vB , p S , R , m b M N
1 5 . p F, v S , R, bM
11.2
B , S, R, i n t r i a n g l e of s t 1 3
eF , S , iF
PN , st e l l , 15 ma g
7. 2 pB , v L , i F , *9 . 5 in M
eF , e S , R , s u s p
6.1 Cl, P, vlC
14. p eeF, vS
F, S , s e v F st cl o s e f
no d e s c r
eF , v S , m E 1 3 5 d e g
1 4 . p eF , S , E o r ha s e F * nr
13.0
F , pL , R , b M , r
v F , p L , lE , v g b M , r
eF , v S , R , b e t 2 st , s u s p
B, p L , iR , g l b M , r
pF , v S N
1 4 . p F, v S , R, vl b M
1 3 . p p B , S , l E , mb M
ee F , pS , R
1 5 . p ee F , eS , R , vF * s f i n v
eF, R, 4 vF st n
1 4 . p vF , v S , R , s b M N , B D * p 8 s
C l , v S , st 19 , b e t 2 st 1 6
vF n e b * , * 9 . 5 n f 3'
F, v S ; D s t e l l ne b ?
vF , v S , R , 2 F st s
F, S , s t e l l a r
eF , * 9 . 5 s f 8'
eF , S , R, *6 . 5 f 63 s on pa r
Cl , v L , p R i , l C
eF , t r a c e of n e b y
1 5 . p F, v S , R, gb M N , r
pB , p L , a n n u l a r
13.4
F, p L , vl E , vg l b M
eF , e S , R , F * f 2 '
1 4 . p eF , b M *1 3
vF , L , lE , * a t t
1 3 . p cF , c L , c E , gl b M
pB , p L , p a r t m o r e c o n d e n s e d
eF , s t ? ; * 9 . 5 s f 1' . 4
1 3 . p F, p S , R, vg l b M , *1 0 f
11.8
cB, S, vlE, smbM N
11.2
pB , p S , R , b M N , r , * s p
71 7 1
71 8 6
71 7 0
71 8 1
71 8 2
71 7 2
71 7 3
I1 4 1 8
71 6 8
71 7 4
71 7 6
I5 1 5 5
71 8 0
71 8 3
71 7 8
I1 4 2 0
71 8 4
71 8 7
I5 1 5 9
71 6 9
71 9 7
I5 1 5 2
I1 4 1 9
I1 4 2 2
71 8 5
71 9 0
I1 4 2 1
I1 4 2 3
I1 4 2 4
I5 1 6 0
71 8 9
I1 4 2 7
I5 1 5 6
71 9 5
I1 4 2 5
I5 1 5 7
71 8 8
71 9 4
71 9 3
I1 4 2 6
I1 4 2 8
I5 1 5 4
71 7 9
72 0 9
71 9 8
72 0 6
I5 1 6 1
72 0 7
I5 1 6 3
71 9 6
I5 1 6 4
I5 1 6 6
72 1 1
72 1 0
I5 1 5 8
72 0 1
72 0 2
72 0 3
71 9 2
71 9 1
72 0 4
I1 4 2 9
72 1 2
72 0 0
I5 1 6 7
I1 4 3 1
72 1 7
I5 1 6 2
72 0 8
71 9 9
72 0 5
I1 4 3 0
72 1 5
I5 1 6 8
72 1 4
72 1 3
I5 1 7 2
I1 4 3 2
I5 1 6 5
72 1 8
72 2 3
I5 1 6 9
72 2 6
I1 4 3 4
I5 1 7 1
72 2 2
I5 1 8 0
72 2 1
72 2 0
72 2 7
72 2 4
I5 1 7 7
72 2 8
72 3 4
I1 4 3 3
72 3 1
I5 1 7 0
I5 1 7 8
72 1 6
72 3 5
I5 1 7 4
I5 1 7 5
72 1 9
72 2 5
I5 1 8 1
I1 4 3 5
I1 4 3 6
72 2 9
72 3 0
72 3 6
72 3 7
I5 1 7 3
72 3 9
I5 1 7 6
I5 1 9 1
I5 1 9 2
72 3 8
72 4 3
72 4 5
I1 4 4 1
72 4 0
I5 1 8 3
72 3 2
72 4 2
I1 4 3 7
I5 1 9 3
I5 1 9 5
72 3 3
72 4 1
I5 1 7 9
I5 1 8 2
143
Gx 22
22
22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
* 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
* 22
Gx 22
Gx 22
Gx 22
22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
- 22
22
Gx 22
22
Gx 22
OC 22
Gx 22
Gx 22
22
Gx 22
22
Gx 22
22
22
Gx 22
- 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
22
Gx 22
Gx 22
* 22
22
Gx 22
22
Gx 22
Gx 22
Gx 22
22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
22
Gx 22
Gx 22
Gx 22
Gx 22
OC 22
OC 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
- 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
OC 22
Gx 22
22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
- 22
OC 22
OC 22
Gx 22
Gx 22
22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
22
01 . 0
01 . 0
01 . 4
01 . 8
01 . 9
02 . 0
02 . 0
02 . 0
02 . 1
02 . 1
02 . 1
02 . 1
02 . 3
02 . 4
02 . 5
02 . 6
02 . 7
02 . 7
02 . 7
02 . 8
02 . 9
02 . 9
03 . 0
03 . 0
03 . 1
03 . 1
03 . 1
03 . 2
03 . 2
03 . 2
03 . 3
03 . 3
03 . 3
03 . 4
03 . 4
03 . 4
03 . 5
03 . 5
03 . 6
03 . 9
04 . 4
04 . 6
04 . 8
05 . 2
05 . 3
05 . 6
05 . 6
05 . 7
05 . 8
06 . 0
06 . 0
06 . 1
06 . 2
06 . 3
06 . 4
06 . 5
06 . 7
06 . 7
06 . 8
06 . 9
06 . 9
06 . 9
07 . 0
07 . 2
07 . 5
07 . 7
07 . 9
08 . 1
08 . 4
08 . 5
08 . 5
08 . 5
08 . 6
08 . 8
09 . 1
09 . 3
09 . 9
10 . 1
10 . 1
10 . 2
10 . 2
10 . 2
10 . 5
10 . 5
10 . 9
11 . 0
11 . 1
11 . 3
11 . 5
11 . 5
11 . 6
11 . 6
11 . 8
12 . 1
12 . 2
12 . 4
12 . 5
12 . 5
12 . 6
12 . 6
12 . 7
12 . 7
13 . 1
13 . 2
13 . 4
13 . 5
13 . 9
14 . 0
14 . 3
14 . 7
14 . 8
14 . 8
14 . 9
14 . 9
15 . 0
15 . 2
15 . 3
15 . 3
15 . 3
15 . 3
15 . 4
15 . 4
15 . 7
15 . 7
15 . 7
15 . 7
15 . 7
15 . 8
15 . 8
16 . 1
16 . 1
- 13
+3 5
- 05
- 01
- 02
- 31
- 31
+0 4
- 51
- 31
- 31
+0 0
- 20
- 18
- 35
+1 9
- 20
- 32
+0 0
- 47
+4 1
- 51
- 09
+0 2
- 20
+1 1
- 09
+0 4
+1 1
+1 0
+0 0
+1 5
- 33
+1 2
+0 2
- 34
- 20
+1 2
+1 0
- 09
+0 2
- 66
- 64
+4 6
- 00
+1 6
+0 9
+1 6
+2 7
- 50
+2 7
+2 7
- 08
+2 7
- 67
- 31
- 31
- 31
- 64
- 64
- 31
+1 0
+1 0
- 50
- 08
- 13
+3 1
- 52
- 29
- 64
- 57
- 13
+0 0
- 27
- 27
- 47
+1 2
+0 3
- 64
- 16
+4 1
- 36
+5 5
+5 2
- 46
+0 2
+3 8
- 30
- 22
+3 8
+2 5
+1 1
+3 8
+5 6
- 12
+4 5
- 47
- 22
- 68
+5 7
- 38
- 38
- 64
- 26
- 46
- 22
- 10
- 29
- 17
+1 3
+1 3
- 69
- 05
- 66
+3 7
+3 7
+2 2
+4 9
+5 4
+3 7
+3 7
- 35
- 45
+3 7
+0 2
+3 7
+3 7
- 45
+1 9
- 36
- 65
16
06
27
58
12
52
58
21
45
59
59
30
33
56
49
45
49
48
21
42
03
17
55
37
28
12
57
18
13
56
34
07
50
39
37
56
20
37
49
55
38
07
03
30
39
47
34
45
05
07
03
04
07
06
31
16
12
10
19
38
03
06
14
00
08
30
22
43
06
42
25
34
30
51
49
10
49
41
35
40
00
05
25
50
05
05
55
37
58
42
50
48
41
58
46
19
13
57
40
17
10
08
51
09
02
06
11
25
04
51
50
22
05
51
18
16
30
53
20
18
17
50
51
18
03
15
18
51
14
50
27
s
D
D
r
r
s
s
m
s
s
s
F
s
r
r
s
s
c
x
c
r
s
d
z
r
r
m
u
u
u
r
d
s
r
z
c
r
r
r
d
z
d
v
s
r
r
d
r
d
s
d
d
r
r
c
s
m
s
s
v
s
d
r
v
F
F
s
d
r
v
s
d
r
c
s
s
z
d
c
s
r
c
s
s
c
r
u
s
r
r
r
u
r
r
m
r
c
c
c
s
c
d
s
r
s
m
m
s
r
s
s
c
r
c
x
x
r
s
s
v
s
d
s
s
u
x
x
s
s
s
d
Aq r
Pe g
Aq r
Aq r
Aq r
Ps A
Ps A
Pe g
In d
Ps A
Ps A
Aq r
Aq r
Aq r
Ps A
Pe g
Aq r
Ps A
Aq r
Gr u
La c
In d
Aq r
Pe g
Aq r
Pe g
Aq r
Pe g
Pe g
Pe g
Aq r
Pe g
Ps A
Pe g
Pe g
Ps A
Aq r
Pe g
Pe g
Aq r
Pe g
In d
In d
La c
Aq r
Pe g
Pe g
Pe g
Pe g
In d
Pe g
Pe g
Aq r
Pe g
In d
Ps A
Ps A
Ps A
In d
In d
Ps A
Pe g
Pe g
In d
Aq r
Aq r
Pe g
In d
Ps A
In d
In d
Aq r
Aq r
Ps A
Ps A
Gr u
Pe g
Pe g
Tu c
Aq r
La c
Ps A
Ce p
La c
Gr u
Aq r
La c
Ps A
Aq r
La c
Pe g
Pe g
La c
Ce p
Aq r
La c
Gr u
Aq r
In d
Ce p
Gr u
Gr u
Tu c
Ps A
Gr u
Aq r
Aq r
Ps A
Aq r
Pe g
Pe g
In d
Aq r
Tu c
La c
La c
Pe g
La c
La c
La c
La c
Ps A
Gr u
La c
Aq r
La c
La c
Gr u
Pe g
Gr u
Tu c
2. 8
2. 2
1. 3
0. 8
2. 0
1. 3
1. 3
1. 8
1. 6
5. 8
1. 7
12 . 3
15 .
15 .
11 . 9
12 . 1
14 .
13 .
12 . 6
11 . 9
p
p
p
p
12 . 5
14 . p
14 . p
12 . p
1. 0
4. 5
0. 3
1. 1
1. 0
1. 1
14 . p
12 . p
16 .
14 .
15 .
15 .
15 .
15 .
15 .
14 .
p
p
p
p
p
p
p
p
13 . p
15 . p
15 . p
2. 1
14 . p
14 . p
16 . p
1. 8
25 .
1. 9
1. 1
1. 7
1. 3
1. 9
2. 5
6. 7
15 . p
15 . p
11 . 5
14 .
13 .
13 .
12 .
p
p
p
p
14 . p
15 . p
1. 6
3. 7
10 . 2
14 . p
1. 3
4. 3
11 . p
15 . p
1. 3
1. 9
1. 9
1. 4
2. 5
2. 2
2.
8.
2. 8
1. 1
2. 2
1. 6
0. 4
1. 8
1. 4
1. 4
4.
0. 8
2. 4
2. 8
0. 9
0. 2
1. 8
1. 0
1. 0
1. 6
12 . 4
10 . 5
16 . p
12 . 1
13 . p
9. 6
9. p
15 .
15 .
12 .
15 .
15 .
14 .
15 .
15 .
p
p
p
p
p
p
p
p
15 . p
14 . p
7. 7
13 .
13 .
11 . 7
14 .
15 .
12 .
14 .
13 . 5
13 . 7
p
p
p
p
p
p
4. 7
0. 8
0. 2
21 .
5.
0. 9
0. 8
6. 4
9. 2
13 . 8
3. 0
2. 6
1. 1
13 . p
12 . 0
15 . p
2. 2
3. 5
2. 3
14 . p
11 . 9
vF , cL , E 12 4 d e g , vg b M
vF , am 5 or 6 st
vF , pS , iR , bM N , D* p 36 s
eF , vS , st e l l a r
eF , vS , st e l l a r
pB , pL , lE , gb M , 1s t of 4
cB , cS , R, sb M * , 2n d of 4
vF , S
pB , S, R, ps b M
cF , S, R, p of Dn e b , 3r d of 4
B, pL , R, f of Dn e b , 4t h of 4
eF , S, sm b M , *1 3 f 1' . 5
vF , S, R, lb M , p of 2
vF , pL , E 90 d e g , lb M
eF , S, R, *8 s 2'
ee F , pS , R, be t 2 F st
pB , pL , mE 64 d e g , be t 3 st , er
pF , pS , R, lb M
eF , vS , st e l l , *1 1 . 5 nf f 1' . 5
eF , S, R, *8 np
F, cS , cE , vg l b M , er
F, cL , cE 15 0 d e g , cb M
eF , sl b M
vF , eS , lb M , be t 2 st 13 . 5
vF , pL , iR , vg l b M , f of 2
eF , vS , iR , lb M
ne b *1 4
F, vS , R, gv l b M
eF , vS , 1' f 71 9 0
F, vS , R
F, S, lE
vF , vS
pF , pS , R
ee F , R, v di f f i c
F, lE pf , r, D?
pB , pS , R, 3 st in li n e nf
eF , pS , E, lb M
vF , vS , R, lb M
Cl , lR i , lC , st 9. . . 1 0
F, S, iF , lb M
vF , S, R, *1 4 nr
vF , bM
cF , pS , vg b M
Cl , L, cR i , pC , st 9. . . 1 2
eF , vS , st e l l a r
F, S, lE , bM
F, R, st e l l , r
vF , S
eF , 2 st 13 nr
cB , S, R, am st
eF , st e l l
eF , st e l l N, or vS Cl
eF , S, st e l l a r
eF , R, bM , vF D* np
ee F , eS , bM
F, R, gb M , 1s t of 4
eF , S, st e l l a r , 2n d of 4
cF , R, st e l l a r , 3r d of 4
pB , S, R, pm b M
vF , S, lE , vg b M
pB , L, lE , gb M , 4t h of 4
ne b su s p cl o s e to *1 1
eF , vS , lE
pF , S, R, sm b M
vF , ne b ?
eF , v di f f i c , F* np
B, pL , gb M , er
eF , eS , vE 95 d e g
vF , vS , R, al m o s t PN
vF , S, R, ps l b M , *1 1 p 3'
pB , L, cE , gp s l b M
F, S, vl b M , di f f i c
vF , S, E
ee F , vS , mE , 2 F st
gl o b . cl . , pL , iR , rr
vB , pS , R, gb M
vF , vS , st e l l , *1 4 at t
vF , vS , sb M *1 4 , *1 3 . 5 nr
eF , eS
pB , lE , r
eF , pS , lE , r, am 3 st
eF , eS , st e l l N, sp i r or ov a l
pB , L, in cl u s t e r
fi n e Cl , 6 br a n c h e s , st 12 - 15 m
no de s c r
vF , S
vF , S, sb M
F, S, R, gb M , r, 2 vS st nr
eF , vS , vl E , gb M , *1 0 n 3'
vF , vS , R, lb M , np of 2
F, S, R
F, S, E ns , gl b M
F, vS , R, lb M , sf of 2
Cl , S, P, lC
F, S, E pf , bM
eF , S, er
no de s c r
eF , vS , 72 2 0 p 63 s
pF , S, R, gb M
Cl , pC , ha s a ru b y *1 0
eF , eS , cE 15 0 d e g
eF , eS , R, bM
pB , S, R, 2 st nr
pF , S, lE , bM
no de s c r
F, S
eF , vS , R, vS N
F, pL , R, vg l b M
vF , S, R, bM
vF , S, st e l l a r
vF , S, st e l l a r
eF , S, mE 75 d e g
eF , vS
vF , S, eE 30 d e g , * n
on e of 6 ne b in c l 72 4 0 , 72 4 2 , & IC 51 9 5
an o t h e r of gr o u p of 6
pF , S, R, mb M , 4 st p
Cl , L, P, lC , st vL
Cl , C, st eS
eF , S, S st e l l a r N
eF , eS , * at t n, p of 2; = IC 14 4 1
pB , cS , F* at t sf
pB , S, pm E , ps b M , p of 2
vF , S, lb M , f of 2
pB , vS , R, mb M
an o t h e r of gr o u p of 6
eF , S, 0' . 5 s of 72 4 2
F, vS , R, *8 f, f of 2
pF , lE , *1 0 at t s
vF , L, R, * nr s; B* sp
eF , eS , bM
I518 4
I518 9
7244
I143 8
I144 0
I144 2
I143 9
7248
I519 4
7246
I519 8
72 4 7
I518 5
72 5 0
I518 7
I518 8
I518 6
I519 0
I144 3
7253
I519 9
I519 7
I519 6
72 5 1
7261
7249
72 5 2
I520 4
I520 1
72 6 3
72 5 5
72 5 4
72 5 7
72 6 4
I144 4
I520 0
72 6 5
I521 0
I520 3
7256
7260
I521 1
I520 5
I520 2
7258
72 5 9
I520 9
72 6 2
I520 7
I521 2
7270
I521 4
72 7 1
I521 7
7266
72 7 3
72 7 5
I520 6
7274
7276
72 6 7
72 7 2
I520 8
7281
I521 6
I521 3
I144 5
72 6 8
7269
7282
72 7 7
7280
I521 5
72 7 9
72 8 6
I521 8
7296
I522 0
7288
7278
72 9 0
72 9 2
72 9 5
7291
72 8 3
7284
7285
I521 9
7287
I522 1
I144 6
72 8 9
72 9 3
I522 3
I522 2
I144 7
7301
I522 4
72 9 8
72 9 7
73 0 0
I523 9
7299
7304
I522 5
73 0 3
I522 6
72 9 4
7305
7302
I522 8
73 0 6
73 0 7
I523 1
I522 7
7311
73 0 9
73 0 8
I144 8
73 1 0
73 1 2
I522 9
I144 9
7315
7313
I523 0
73 1 4
73 1 6
73 1 7
73 1 8
73 1 9
Gx
*
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
16 . 1
16 . 2
16.4
16 . 5
16 . 5
16 . 5
16 . 7
16.9
17 . 1
17.5
17 . 7
17 . 8
17 . 8
18 . 3
18 . 3
18 . 4
18 . 8
19 . 0
19 . 1
19.4
19 . 5
19 . 8
20 . 2
20 . 4
20.4
20.5
20 . 7
20 . 7
21 . 4
21 . 8
21 . 9
22 . 0
22 . 2
22 . 2
22 . 3
22 . 3
22 . 4
22 . 5
22 . 6
22.7
22.7
22 . 7
22 . 8
22 . 9
23.0
23 . 1
23 . 1
23 . 4
23 . 5
23 . 5
23.6
23 . 7
23 . 8
23 . 9
24.1
24 . 1
24 . 1
24 . 1
24.2
24.2
24 . 3
24 . 5
24 . 6
24.7
24 . 7
25 . 0
25 . 5
25 . 7
25.8
26.0
26 . 4
26.5
27 . 0
27 . 1
28 . 0
28 . 1
28.2
28 . 2
28.3
28.4
28 . 4
28 . 4
28 . 4
28.5
28 . 6
28.6
28.7
28 . 7
28.8
28 . 9
29 . 1
29 . 2
29 . 6
29 . 8
29 . 9
30 . 0
30.4
30 . 5
30 . 8
30 . 9
31 . 0
31 . 1
31.4
31.5
31 . 5
31 . 6
31 . 7
32 . 2
32.2
32.4
32 . 4
33 . 5
33 . 8
34 . 0
34 . 1
34.2
34 . 3
34 . 5
34 . 6
34 . 7
34 . 7
34 . 8
35 . 1
35.4
35.5
35 . 6
35 . 8
35 . 9
35 . 9
36 . 0
36 . 1
- 36
- 05
+1 6
- 21
- 16
+54
- 21
+4 0
- 15
- 15
- 15
- 23
- 65
+40
- 59
- 59
- 36
- 59
- 20
+2 9
- 37
- 60
- 65
- 15
+5 8
- 55
- 24
- 14
- 46
+36
- 15
- 21
- 04
+36
+05
- 65
+36
- 18
- 59
- 21
- 04
- 18
- 59
- 65
- 28
- 28
- 37
- 32
- 60
- 38
+3 2
- 27
+32
+50
- 04
+36
+32
- 66
+3 6
+3 6
- 33
+16
- 65
+5 7
- 18
- 60
- 17
- 31
- 13
+4 0
- 31
+1 6
- 65
- 35
+29
- 60
+5 2
- 59
- 02
- 60
+17
+30
+52
+1 6
+17
- 24
- 24
- 65
- 22
- 65
- 01
- 35
- 20
+07
- 65
- 05
- 17
- 46
- 14
- 37
- 14
- 38
- 37
+3 0
- 25
+30
- 24
- 25
+1 1
- 14
- 14
- 27
- 40
+23
- 64
+0 5
- 10
- 12
- 12
- 22
+05
- 61
- 08
+3 4
- 26
- 61
- 26
+20
+33
+33
+33
51
00
28
26
00
03
29
30
57
32
40
43
51
35
37
38
48
53
56
24
32
08
24
46
05
08
41
24
04
21
33
44
01
24
08
45
14
52
46
44
07
53
48
48
22
59
59
20
34
02
24
28
22
58
04
13
27
51
08
06
41
36
14
50
05
29
15
12
09
19
10
09
56
08
07
24
17
43
51
10
09
18
50
47
30
51
51
52
12
53
12
27
48
58
40
09
34
00
11
49
00
02
49
58
22
58
40
23
43
07
08
14
57
21
42
35
21
56
56
29
49
23
47
50
06
32
03
19
57
58
59
c
F
v
c
m
s
c
s
x
r
d
r
d
r
d
c
c
c
c
r
c
c
d
r
s
c
s
d
s
v
r
D
r
r
u
d
r
c
c
r
r
d
d
c
r
v
d
r
c
c
r
d
r
s
r
r
r
c
s
r
r
r
c
s
d
d
c
c
r
r
r
s
d
r
r
c
s
d
r
c
s
s
r
r
r
r
r
d
c
d
d
r
s
u
c
D
r
c
s
r
s
c
r
r
d
r
d
r
r
s
t
r
s
m
c
r
s
r
m
r
r
d
d
r
v
d
s
s
s
s
s
Gru
Aqr
Pe g
Aqr
Aqr
Lac
Aqr
La c
Aqr
Aq r
Aqr
Aqr
Tuc
Lac
Tuc
Tuc
Gru
Tuc
Aqr
Pe g
Gru
Tuc
Tuc
Aqr
Ce p
Gr u
Aqr
Aqr
Gru
Lac
Aqr
Aqr
Aqr
Lac
Peg
Tuc
Lac
Aqr
Tuc
Aq r
Aq r
Aqr
Tuc
Tuc
Ps A
PsA
Gru
PsA
Tuc
Gru
Pe g
PsA
Peg
Lac
Aq r
Lac
Peg
Tuc
La c
La c
PsA
Peg
Tuc
Ce p
Aqr
Tuc
Aqr
PsA
Aq r
La c
PsA
Pe g
Tuc
PsA
Peg
Tuc
La c
Tuc
Aq r
Tu c
Peg
Peg
Lac
Pe g
Peg
Aq r
Aq r
Tuc
Aq r
Tuc
Aqr
PsA
Aqr
Peg
Tuc
Aqr
Aq r
Gru
Aqr
Gru
Aqr
Gru
Gr u
Pe g
PsA
Peg
Aqr
PsA
Pe g
Aq r
Aqr
PsA
Gru
Peg
Tuc
Pe g
Aqr
Aqr
Aqr
Aqr
Peg
Tuc
Aqr
Pe g
Ps A
Tuc
PsA
Peg
Peg
Peg
Peg
2.6
0.7
2.4
0.6
1.8
2.1
0.2
14.4
15. p
9. 1
14. p
15. p
13. p
13. p
1.5
1.5
1.6
1.7
14. p
1.6
1.3
6.
1.1
2.2
8.5
0.8
1.1
13. p
8.4
12.1
11. p
14. p
16. p
13. p
1.6
1.6
14. p
14. p
1.4
14. p
1.6
1.4
15. p
0.1
1.2
1.8
15.
13.
15.
15.
15.
p
p
p
p
p
14. p
15. p
15. p
1.3
2.1
1.8
2.4
14.
15.
14.
13.
p
p
p
p
13. p
1.4
4.
10. p
14. p
0.9
1.8
2.1
14. p
13. p
15.
15.
13.
13.
p
p
p
p
0.7
12.8
1.1
1.7
16. p
14. p
1.4
1.5
2.2
1.6
14. p
12.9
13. p
1.9
1.9
4.2
0.4
1.5
2.1
1.0
14.
15.
12.1
13.
13.
13.
15.
13.
12.5
14.
14.
14.
14.
p
p
p
p
p
p
p
p
p
p
p
14. p
4.6
1.3
1.0
1.9
1.7
10.9
14. p
13.6
13.1
13.1
pF , p S , l E , be t 2 s t n s ; = IC 51 7 9
eF * ; ne b s ?
e F , e S , R, bM
F, b i N
F, S , s t e l l a r
Cl o f n e b st a r s
vF , S , vl b M
v F , v S , mb M
eF ( n o t f o u n d a g a i n )
v F , S , v l E , v g b M , *1 3 n
eF , p L , R , b M , r
pF , v S , R , l b M , B D * p 1 3 s
eF , v S , b M
vF , S , mE 16 5 d e g +/ vS , R , di s c , m a g 14 . 5
F, c S , R, cb M
ee F , S, R , F * n r p
vF , 2 - b r s p i r , *1 5 i n M
pB , S , iF , m b M
vF, pE
eF , e S , c E 1 6 0 d e g
bM , m a g 1 5
eF , e e S , e E 10 5 d e g , s t e l l N
F, p S , R, gp m b M
Cl, L, pRi, lC
e e F , R , do u b t f u l o b j e c t
F, S , R , e r
vF , v m E
no d e s c r
F, S , R
eF , L , mE 30 d e g , s b M N
vF , v S , R , * 1 1 p 4' . 5 ; = 72 5 6
F, v S , lE
vF , p S , m E
F, S , i F , mb M , vF * c l o s e
ee F , eS , R , F* np 1 '
F, v S , R, mb M
ee F , vS , R , p o f 2
bM , m a g 1 5
3 F st in F neb
e F , p S , iR
eF , S , f o f 2
bM , m a g 1 6
! eF , v S , st e l l N , s p i r
v F , S , E , g l b M ; bi N ?
eF , p L , R , v l b M
F, e S , R, 2 st np
eF , S , R, lb M
bM , m a g 1 6
eF , e S , c E 4 0 d e g
vF, S, E
eF , p S , R , * 8 p
vF , S , vl E
PN , st e l l a r
F , vS , R , a l m s t e l l a r
F, v S , R, mb M
eF , S , mE
eF , v S , R , s t e l l N
p F , v S , mb M
v F , v S , mb M
cB , p S , v l E , g l b M , B * * *
sp
vF , S , iR
ee F , eS , e E 65 d e g , st e l l N
C l , L , p R i , l C , st 1 0 . . . 1 6
vF , S , R, N
bM , m a g 1 6
pF , v S , g b M N
F, c S , vl E , p o f 2
e F , p S , R, gl b M
e F , p L , di f , be t 3 s t
F, c S , vl E , f o f 2
F , cS , R , g b M S * , 3 s t n, nf
eF , v S , R , * 2 ' n f ; su s p
vF , p S , R , v g v l b M
vF , S , R, am s t
F, p S , E 1 9 5 d e g
C l , i R , lC , s t v S
F, p S , E 1 0 5 d e g
v F , e S , st e l l a r
eeF, lE, vgvl b M , 3 st sf
pB , S , pm E
eF , S , ov a l , F * i n v
Cl , P , lC , s t 1 2 . . . 1 3
e F , e S , R, sm b M
vF , v S , R
c F , c S , lE , r
n e b * a t po s 6 0 d e g , d i s t 4 0 " , f r o m
eF , e S , c E 1 5 d e g , s u s p
e F , s l i g h t l y ne b s D*
eF , b M , s u s p
vF , s t e l l a r
vF , S , R, gb M
! pF , v L , E or bi N
F, v S , di f , r
! eF , p S , st e l l N , s u s p
ee F , pS , R , *9 . 0 n 3 '
v F , p S , lE , l b M
no d e s c r
vF , p L , i R
eF , S , R, p of 2
vF , p L , E 15 0 d e g , v g l b M
vF , p S , R
eF, S, R, f of 2
v F , p S , vl b M , n f 7 3 0 3 ( ? )
ee F , pS , R , be t 2 s t
vF , S , R, gv l b M
ee F , pL , R
vF , v S , R
eF, S, R, 4 F st arou n d
F , pS , R , v s b M S N ; = I C 52 2 8
pB , p S , R , B * s ; = 7 3 0 2
vF , S , lE , * 1 1 p
F, p L , pm E
F, S , R , g b M N
F, S , s t e l l N
pF, S, R, psbM , r
vF , p L , R , g l b M , r
pB , v S , R ; = I C 1 4 4 8
vF , v S , d i f f i c
vF , p S , R , b M N
F, S
bM , m a g 1 5
F, S , i F , bM , r
v F , e S , R, bM
eF, E
eF , e S , c E 3 5 d e g , c b M
cF , L , mE 0d e g , vl b M
F, S , R , * 8 sp
vF , v S
eF , e S
eF , e S
7284
73 2 0
73 2 1
I5 2 3 3
73 2 3
73 2 5
73 2 6
73 2 7
73 3 0
73 2 4
73 3 1
73 3 3
73 3 6
73 3 5
73 3 2
73 3 7
73 2 8
73 3 8
73 4 0
73 2 2
73 3 4
73 3 9
I5 2 3 2
I1 4 5 0
73 4 2
73 4 3
73 4 5
73 4 1
73 4 6
73 5 3
73 4 4
73 5 2
73 4 7
I5 2 3 4
73 5 4
73 2 9
73 4 8
73 5 0
I5 2 4 2
73 5 1
I5 2 3 5
I5 2 4 3
73 4 9
I5 2 3 6
I5 2 3 8
I5 2 4 1
I5 2 4 0
73 5 6
73 6 1
I5 2 3 7
73 5 7
I1 4 5 4
73 6 3
73 5 5
73 6 0
73 6 2
I5 2 4 4
73 6 6
73 6 9
73 6 4
73 6 7
I5 2 4 8
73 5 9
73 6 5
I5 2 4 5
I5 2 5 1
I5 2 5 3
73 7 0
73 6 8
73 5 8
73 7 2
I5 2 5 5
I1 4 5 2
73 7 4
I5 2 5 4
73 7 1
I1 4 5 1
73 7 3
73 7 5
I5 2 4 6
I1 4 5 3
I5 2 4 7
73 8 0
I5 2 4 9
I5 2 5 0
73 7 6
73 7 9
73 7 7
73 7 8
I5 2 5 2
73 8 3
73 8 4
I5 2 5 6
73 8 5
73 8 1
73 8 6
73 8 8
73 8 2
73 8 7
73 8 9
73 9 0
73 9 4
73 9 1
73 9 5
I5 2 5 8
73 9 3
73 9 2
I5 2 5 7
73 9 6
73 9 9
74 0 5
I5 2 5 9
73 9 7
73 9 8
74 0 2
74 0 1
74 0 3
74 0 7
74 0 9
I1 4 5 5
74 0 6
74 0 0
74 0 4
74 1 9
I5 2 6 0
I5 2 6 1
74 1 1
74 1 5
74 1 0
74 1 3
I5 2 6 2
74 1 4
Gx
Gx
Gx
Gx
D*
D*
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Pl
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
C+ N
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
144
Gx
Gx
Gx
Gx
Gx
Gx
Gx
*
Gx
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
22
36 . 1
36 . 4
36 . 6
36 . 8
36 . 8
36 . 8
36 . 8
36 . 9
37 . 0
37 . 1
37 . 2
37 . 2
37 . 3
37 . 4
37 . 4
37 . 5
37 . 5
37 . 6
37 . 7
37 . 8
37 . 8
37 . 8
38 . 0
38 . 1
38 . 6
38 . 6
39 . 2
39 . 5
39 . 5
39 . 7
39 . 7
39 . 9
40 . 2
40 . 4
40 . 5
40 . 6
41 . 0
41 . 2
41 . 3
41 . 4
41 . 4
41 . 5
41 . 5
41 . 5
41 . 5
41 . 9
42 . 1
42 . 3
42 . 3
42 . 4
42 . 6
43 . 3
43 . 4
43 . 6
43 . 9
44 . 2
44 . 3
44 . 3
44 . 5
44 . 7
44 . 7
44 . 8
45 . 0
45 . 1
45 . 1
45 . 4
45 . 5
45 . 6
45 . 7
45 . 7
45 . 8
45 . 9
46 . 0
46 . 0
46 . 1
46 . 2
46 . 5
46 . 6
46 . 6
46 . 8
46 . 9
47 . 0
47 . 1
47 . 3
47 . 4
47 . 4
47 . 8
47 . 9
48 . 1
49 . 6
49 . 7
49 . 8
49 . 9
50 . 0
50 . 0
50 . 2
50 . 3
50 . 3
50 . 3
50 . 3
50 . 6
50 . 7
51 . 2
51 . 5
51 . 7
51 . 8
52 . 3
52 . 5
52 . 7
52 . 8
52 . 8
52 . 9
52 . 9
53 . 0
53 . 1
53 . 1
53 . 3
53 . 7
53 . 9
54 . 0
54 . 3
54 . 3
54 . 3
54 . 3
54 . 4
54 . 5
54 . 8
55 . 0
55 . 1
55 . 2
55 . 3
+3 3
+2 1
+2 5
+1 9
+3 4
+3 4
+3 4
+3 8
+1 9
+3 4
+3 4
+3 4
+3 4
+2 3
+3 4
+1 0
+3 4
+3 4
- 37
- 37
+2 3
- 68
+3 4
+3 5
+3 4
+3 5
- 22
+1 1
+1 1
- 04
+5 7
+1 1
- 65
+6 1
- 66
+1 1
+1 1
+2 3
- 04
- 66
+2 3
- 22
- 66
- 60
+0 2
- 44
+3 0
- 30
- 30
+3 0
+8 0
+3 4
- 37
+0 4
+0 8
- 64
+1 0
+3 4
- 00
+0 3
- 00
- 23
- 19
- 65
+1 1
+2 1
+1 1
- 39
- 65
+1 1
+3 6
+1 6
+1 0
+2 1
- 11
- 10
+0 3
+2 1
- 64
- 13
- 65
+5 8
- 64
- 65
+0 3
+4 0
- 22
- 11
- 68
+1 1
+1 1
- 68
+1 1
- 19
+1 1
+1 1
- 36
+1 1
+1 1
+1 1
+5 2
- 01
+3 7
+2 3
- 05
- 20
- 67
+0 1
- 09
+1 2
+3 6
+0 1
+0 1
+0 1
+0 1
+0 1
+3 2
+2 0
+0 1
- 06
- 45
- 39
+6 0
- 39
- 20
+2 0
+2 0
- 39
+1 3
- 33
+1 3
57
38
46
09
22
25
29
33
09
25
26
29
27
48
22
32
25
26
13
14
47
52
33
31
04
33
41
05
47
10
24
02
48
17
28
54
58
24
27
34
23
54
36
45
38
48
43
03
03
11
27
00
52
09
43
03
46
21
07
41
21
41
59
20
09
49
03
20
07
08
14
51
51
07
00
22
13
05
54
27
17
06
50
03
40
14
19
49
54
36
33
42
36
43
42
44
51
38
35
32
10
31
05
02
33
36
26
06
16
35
43
08
13
10
10
29
08
12
23
36
21
19
50
19
22
14
15
40
13
50
15
s
r
u
r
A
A
r
r
r
s
h
r
s
s
v
r
h
r
r
c
s
d
x
r
s
r
r
r
r
r
r
r
d
s
s
s
r
u
r
d
v
d
d
d
u
s
r
s
c
r
s
s
r
r
r
c
r
r
r
r
d
D
r
d
x
u
r
v
r
r
d
d
r
d
s
m
r
r
d
m
d
s
c
c
r
r
s
r
c
s
r
c
s
r
s
r
r
s
s
r
r
r
r
m
s
s
d
r
r
r
d
r
r
r
r
F
r
r
u
r
c
r
s
c
c
r
r
s
v
d
r
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
La c
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Gr u
Gr u
Pe g
In d
Pe g
Pe g
Pe g
Pe g
Aq r
Pe g
Pe g
Aq r
Ce p
Pe g
Tu c
Ce p
Tu c
Pe g
Pe g
Pe g
Aq r
Tu c
Pe g
Aq r
Tu c
Tu c
Aq r
Gr u
Pe g
Ps A
Ps A
Pe g
Ce p
Pe g
Gr u
Pe g
Pe g
Tu c
Pe g
Pe g
Aq r
Pe g
Aq r
Aq r
Aq r
Tu c
Pe g
Pe g
Pe g
Gr u
Tu c
Pe g
La c
Pe g
Pe g
Pe g
Aq r
Aq r
Pe g
Pe g
Tu c
Aq r
Tu c
Ce p
Tu c
Tu c
Pe g
La c
Aq r
Aq r
In d
Pe g
Pe g
In d
Pe g
Aq r
Pe g
Pe g
Gr u
Pe g
Pe g
Pe g
La c
Aq r
La c
Pe g
Aq r
Aq r
In d
Ps c
Aq r
Pe g
La c
Ps c
Ps c
Ps c
Ps c
Ps c
Pe g
Pe g
Ps c
Aq r
Gr u
Gr u
Ce p
Gr u
Aq r
Pe g
Pe g
Gr u
Pe g
Ps A
Pe g
2. 2
1. 1
10 . 7
0. 1
1. 7
4. 2
1. 3
0. 2
3. 0
1. 2
0. 3
4. 2
1. 3
1. 0
0. 7
1. 0
3. 2
3. 5
4. 0
0. 6
1. 1
3. 3
1. 0
3. 2
2. 1
0. 4
0. 6
25 .
3. 7
3. 8
2. 2
1. 2
1. 0
1. 1
1. 6
2. 1
0. 7
1. 3
0. 4
2. 0
2. 0
1. 0
2. 5
2.
1. 5
1. 7
5. 5
12 . 7
F, vS
14 . p F, S, iR , vg v l b M
15 . p F, vS , di f , *1 2 . 5 v cl o s e
14 . p pF , pL , iR
F, vS , 73 3 1 f
eF , eS , 73 3 1 f
eF , eS , np 73 3 1
13 . p pB , S, lE , bM
15 . p vF , vS , ne b *
9. 5 B, pL , pm E 16 3 d e g , sm b M
15 . p vF , vS , p 73 3 5
15 . p eF , vS
15 . p vF , vS
11 . 0
cB , S, mE 15 6 d e g , sm b M N , p of 2
eF , S, st e l l a r
14 . p eF , pS , lE 90 d e g , vg l b M
14 . p eF , eS , sf 73 3 5
15 . p vF , vS
vF , S, vl E , gb M
ee F ; = 73 2 2
12 . 1
F, pS , mE 89 d e g , vg l b M , f of 2
eF , ee S , bM
vF , eS , st e l l a r
15 . p eF , vS
13 . 4
eF , vS , R, lb M , S* in v
15 . p eF , vS
13 . p pF , pS , E, lb M
15 . p eF , vS , st e l l a r
15 . p eF
14 . p pF , vS , R
Cl , vL , pR i , vl C
14 . p eF , pL , E
eF , ee S , cE 16 5 d e g , cb M
13 . p PN , B, S, R, pg v l b M
12 . p pB , pS , mE 90 d e g
15 . p vF , pL , iR
vF
15 . p F, S, R, gb M , *1 3 nf
13 . p pF , pS , mE 18 0 d e g , bM , r
ee F , bM
F, cS , iF , di f
eF , vS , E 17 5 d e g , bi N , bn
eF , ee S , cE 60 d e g , bM
F, vS , vl E
15 . p pB , cS , R, gb M , r
12 . p pF , pL , R, F* sf
15 . p eF , pS , R, gl b M , * at t
12 . 5
F, pL , vm E 0d e g , vg v l b M
ee F , eS , eE , *8 np ; = 73 6 1
15 . p vF , vS , vF * in v
15 . p vF , S, *7 4' f
15 . p pF , pL , E, D* f
ee F , S, R, D* f 40 s
14 . p eF , vS
15 . p vF , S, R, lb M
eF , pS , eE 0d e g , st e l l N
15 . p eF , S, st e l l a r
15 . p pF , be t 2 F st
14 . p F, S, R, ps b M
15 . p vF , pS , lE
su s p (1 3 . 5 ma g )
pF , vS , pm E , bM N
14 . p vF , eS , R, gb M N , *1 1 nf 4'
eF , eS , R, F* np 0' . 5
eF
15 . p F, S, E ns , *1 3 . 5 nr
eF , vS
F, cS , lE , gl b M
F, S, R, bM , st e l l N wi t h wi s p s 17 5 d e g
14 . p F, S, iR
F, S, R, gb M
vF , vS , qu i t e st e l l a r
15 . p vF , pL , R
F, vS , R, r, *1 4 at t sf , 73 7 5 f
12 . 1
vF , pL , R, lb M
15 . p vF , S, di f , vS , ex c e n t N
15 . p F, vS , bM , st e l l a r
15 . p eF , vS , R
eF , eS
15 . p pB , pL , R
vF , vS , mE 12 5 d e g , mb M
7. 2 Cl , pL , pR i , lC , st 9. . . 1 3
eF , vS , eE 15 d e g , vl b M
cB , S, R, F* f 0' . 5
15 . p eF , vS , R
14 . p eF , S, R, lb M
11 . 6
pB , S, vl E , vg m b M , *1 2 p
13 . p vF , pL
F, S, R, cb M
13 . 9
vF , vS , R, 73 8 5 nf
eF , 5' nf 73 8 3
vF , vS , cE 25 d e g , cb M
12 . 3
cF , S, R, gl b M , *1 1 np
15 . p eF , vS , R, gb M
12 . 5
cF , S, R, pg b M , f of 2
vF , *1 1 f 2' . 5
eF , vS , R, *1 2 at t np
14 . 0
eF , vS , R, 2 st 11 s
13 . 4
vF , R
15 . p eF , s of 73 8 9
Cl , vP
13 . p cF , cS , R, sb M *1 3 , * np
15 . p eF , vS , R, bM
14 . p F, vS , R, mb M , r
14 . p vF , pL , lE , vg b M , r
11 . 9
pB , pS , lE 12 0 d e g , mb M
eF , ee S , st e l l N
14 . p pF , pS , R, gb M
14 . p eF , pL
eF , S, R
ne b ; D *9 . 5 f 2'
15 . p eF , vS
15 . p vF , pL
14 . p eF , vS
eF , vS
* sl i g h t l y ne b s ? (p r o b no t )
14 . p eF , vS
15 . p eF
15 . p F, pS , R, 2 st 11 nr
15 . p F, S, lE
pF , lE , gl b M , vS * in v
vF , S, R
13 . p Cl , pR i , cC
ee F , pS , R, *9 sp , v di f f i c ; = 74 0 4
ee F , pL , R, v di f f i c , *9 p 22 s
15 . p vF , vS
15 . p eF
10 . 4
cB , L, vm E 43 d e g , mb M
14 . 1
ee F , pS , R, v di f f i c , s of 2
ee F , pS , R, v di f f i c
ee F , S, R, v di f f i c , n of 2
7423
I145 6
I145 7
7420
74 1 6
74 1 2
74 0 8
7429
7426
74 2 2
I526 8
74 1 8
I145 8
74 2 1
I526 4
I146 0
7427
I145 9
I526 5
I526 7
74 2 4
74 2 5
74 2 8
7430
7438
I526 9
74 1 7
7431
7435
I527 0
7432
7433
74 3 6
I527 1
74 3 7
I526 3
I526 6
7434
74 4 0
I527 4
I146 1
I146 2
I527 5
7439
I527 6
I146 3
74 4 2
7441
7445
I527 3
7446
I527 2
7449
74 4 3
74 4 4
7448
7447
7451
7455
I527 8
7450
74 5 7
74 5 2
7454
74 5 3
7458
74 5 9
7461
7460
7463
7464
I527 7
7465
7466
7456
7467
I528 1
I528 2
74 6 2
I146 5
7468
I527 9
I146 4
74 6 9
I528 3
I146 6
I528 0
74 7 1
7473
7474
7475
74 7 8
74 7 9
I146 7
74 7 0
7476
I146 8
I147 0
74 8 0
74 7 2
74 7 7
74 8 2
7481
74 8 3
74 8 5
7486
I146 9
I528 4
7487
I528 5
74 8 4
74 8 9
74 9 0
74 8 8
74 9 1
7492
74 9 3
I147 1
74 9 4
74 9 5
74 9 7
I147 2
I528 7
7496
74 9 8
I528 6
74 9 9
7501
75 0 0
75 0 4
75 0 3
OC 2 2
22
* 22
Gx 2 2
Gx 22
Gx 22
Gx 22
OC 2 2
Gx 2 2
Gx 22
22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 2 2
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 2 2
- 22
Gx 22
Gx 22
Gx 2 2
Gx 2 2
Gx 22
Gx 2 2
Gx 2 2
Gx 22
Gx 22
Gx 22
Gx 22
Gx 22
Gx 2 2
Gx 22
Gx 22
Gx 22
22
22
22
Gx 22
D* 22
Gx 22
Gx 2 2
Gx 2 2
Gx 22
Gx 2 2
22
Gx 2 2
Gx 23
Gx 23
Gx 2 3
23
23
Gx 2 3
23
Gx 2 3
Gx 23
Gx 23
Gx 2 3
** * 2 3
Gx 2 3
- 23
Gx 2 3
Gx 2 3
Gx 2 3
Gx 2 3
23
Gx 2 3
Gx 2 3
Gx 2 3
Gx 2 3
23
Gx 23
Gx 23
OC 23
Gx 2 3
Gx 23
23
Gx 23
Gx 23
23
Gx 23
- 23
Gx 2 3
Gx 2 3
Gx 2 3
Gx 23
Gx 23
Gx 23
Gx 23
Gx 2 3
Gx 23
Nb 23
Gx 23
23
23
Gx 23
- 23
Gx 23
Gx 23
Gx 2 3
23
Gx 23
Gx 2 3
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gb 2 3
* 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 2 3
Gx 23
23
Gx 23
Gx 2 3
Gx 23
* 23
Gx 23
55.3
55 . 3
55 . 4
55.6
55 . 7
55 . 8
55 . 9
55.9
56.1
56 . 2
56 . 2
56 . 6
56 . 8
56 . 9
56 . 9
57 . 1
57.2
57 . 2
57 . 2
57 . 2
57 . 3
57 . 3
57 . 3
57.5
57.6
57 . 7
57 . 8
57.8
57.9
57 . 9
58.0
58.0
58 . 0
58 . 0
58 . 2
58 . 2
58 . 3
58.4
58 . 5
58 . 5
58 . 6
58 . 6
58 . 6
58.7
58 . 7
59 . 3
59 . 4
59.5
59.5
59 . 5
59.6
59 . 6
59.7
00 . 1
00 . 1
00.1
00.4
00.4
00.6
00 . 6
00.9
01 . 0
01 . 1
01.1
01 . 4
01.5
01 . 7
01.7
01.8
01.9
01.9
01 . 9
02.0
02.0
02.1
02.3
02 . 4
02 . 7
02 . 8
02 . 9
03.0
03 . 0
03 . 2
03 . 3
03 . 3
03 . 7
03 . 8
03 . 9
03.9
04.0
04.1
04 . 9
04 . 9
04 . 9
05 . 2
05.2
05 . 2
05 . 2
05 . 3
05 . 7
05 . 7
05 . 7
05.8
05 . 9
06 . 1
06.2
06 . 5
06 . 8
06.9
06 . 9
07 . 1
07 . 4
07 . 4
07 . 9
08 . 1
08.4
08 . 6
08 . 7
08 . 9
09 . 0
09 . 1
09 . 2
09 . 4
09.8
09 . 8
09 . 8
10 . 4
10.5
10 . 6
10 . 6
10 . 7
+5 7
- 12
- 05
+2 9
- 05
- 42
- 63
+5 9
+3 6
+03
+36
- 37
- 07
- 37
- 36
+04
+0 8
- 36
- 36
- 43
- 41
- 10
- 01
+0 8
+5 4
- 36
- 65
+2 6
+2 6
- 35
+1 3
+2 6
+26
- 33
+14
- 69
- 65
- 01
+35
+18
+15
+08
+18
+2 9
+18
- 10
+15
- 07
+3 9
- 37
+3 9
- 65
+3 9
- 12
- 12
+1 5
- 10
+0 8
+0 7
- 08
- 12
+30
+06
+1 6
- 06
+0 1
+06
+1 5
+0 2
+1 5
+1 5
- 65
+1 5
+2 7
- 39
+1 5
+27
+21
- 40
+16
+1 6
- 69
- 09
+08
+08
- 02
- 65
- 22
+3 0
+2 0
+2 0
+02
+12
- 03
- 50
- 43
- 03
+60
+02
+03
+03
+03
- 19
+03
+34
+3 4
- 13
+19
+2 8
+22
- 36
+23
+32
+00
- 05
- 15
+00
- 12
- 24
+12
+18
+17
+00
- 43
- 24
- 68
+07
+0 7
+11
+14
+07
08
43
33
48
30
39
42
59
21
56
36
02
23
21
33
41
30
28
28
24
04
57
02
48
21
02
02
10
08
51
08
09
09
45
18
03
08
11
48
55
10
24
52
10
49
32
33
04
06
42
04
11
08
48
50
59
32
25
17
08
56
09
45
23
21
45
44
35
16
59
58
12
58
03
35
33
02
53
50
35
36
13
00
52
54
46
13
55
10
02
03
35
19
13
07
07
11
15
32
04
04
03
57
32
06
04
32
07
11
56
16
00
22
56
58
37
54
39
22
04
11
14
45
26
25
16
35
35
01
24
34
o
d
x
r
s
s
v
s
r
r
d
s
m
s
c
v
r
s
c
s
s
r
s
r
r
s
v
r
r
c
r
r
r
s
s
c
c
r
s
u
v
d
d
D
z
F
s
r
r
s
r
d
r
s
s
s
D
D
v
d
r
s
r
s
A
r
r
r
s
s
s
d
s
r
s
r
d
u
s
x
s
c
d
s
s
d
c
r
r
r
r
r
s
m
c
r
m
s
r
D
D
r
r
r
r
r
d
v
r
v
r
r
r
r
r
s
F
m
r
s
s
m
u
s
r
d
s
s
r
r
s
Ce p
Aqr
Aqr
Pe g
Aqr
Gru
Tuc
Ce p
La c
Psc
Lac
Gru
Aqr
Gru
Gru
Psc
Pe g
Gru
Gru
Gru
Gru
Aqr
Psc
Pe g
Ca s
PsA
Tuc
Pe g
Pe g
PsA
Pe g
Pe g
Peg
PsA
Peg
Ind
Tuc
Ps c
And
Peg
Peg
Peg
Peg
Pe g
Peg
Aqr
Peg
Aq r
An d
Gru
An d
Tuc
An d
Aqr
Aqr
Pe g
Aq r
Pe g
Ps c
Aqr
Aq r
Peg
Psc
Pe g
Aqr
Ps c
Psc
Pe g
Ps c
Pe g
Pe g
Tuc
Pe g
Pe g
Gr u
Pe g
Peg
Peg
Gru
Peg
Pe g
Ind
Aqr
Peg
Peg
Psc
Tuc
Aqr
Pe g
Pe g
Pe g
Psc
Peg
Psc
Gru
Gr u
Psc
Cep
Psc
Psc
Psc
Psc
Aq r
Psc
Peg
Pe g
Aqr
Peg
Pe g
Peg
Scl
Peg
Peg
Psc
Aqr
Aq r
Psc
Aqr
Aqr
Peg
Peg
Peg
Psc
Gr u
Aqr
Ind
Psc
Ps c
Peg
Peg
Psc
6.
3.4
4.0
3.3
1.2
2.2
2.7
0.4
6.0
5.0
7.6
2.6
2.5
3.2
1.9
1.2
1.5
1.9
1.1
1.2
2.9
1.8
2.0
2.7
4.4
2.0
1.3
3.0
0.7
1.6
5.9
1.5
3.7
1.1
1.8
1.8
0.9
1.7
4.1
0.7
1.5
0.6
15.
1.3
1.9
6.2
0.7
2.1
5.0
0.9
1.1
3.5
1.4
0.8
0.9
1 5 . p v F , p L , iF , e r
vF , v S
eF , * 1 0 s f 1 '
15. p vF, S
12.3
F, p L , pm E , vg b M
11.4
eF , v L , * 7 n f
pB , p S , R , v g l b M
C l , P , p C , st 9 . . . 1 1
1 3 . p v F , c S , R, st e l l a r , D * p
1 4 . p vF , p S , v l E
B, S
11.4
cB , v L , v l E , v g l b M
1 4 . p vF , p L , d i f
12.0
cB , L , vl E , gp m b M , r r
vF , S , vm E , sp of 2
14.4
pB , v S , m b M
1 5 . p F , S, *9 s f 4 '
10.0
F, p S , co m , N = 1 2 m
B, c L , R, be t 2 s t p f , n f o f 2 ; = I C 14 5 9
10.5
pB , S , R, mb M
1 1 . p F, c L , vl E , vg m b M
1 5 . p eF , v l E , * 1 0 p 4'
1 4 . p F, v S , R, bM
15. p eF, vS
Cl, vL, E
1 3 . p vF , p S , R , n p o f 2
pB , c S , R , g p m b M
15. p eF, vS
1 5 . p e F , s of 7 4 3 6
vF , p S , m E , sf of 2
15. p eF, S, R
14. p eF, vS, p 7436
1 4 . p F, p S , F* at t p , gb M
1 3 . p pF , p S , m E 1 4 5 d e g , cb M
1 3 . p ee F , L, R , F * n r nf , v d i f f i c
cF , S , R, * in ne b
eF , v S , e E , st e l l N
1 5 . p v F , v S , R, st e l l a r
1 5 . p eF , S , iR
1 5 . p F, c S , R, gb M N
ee F , vS , R
vF , e S ; o n l y a *?
pF , v S , d i f
l o n g p a t c h of F ne b y
1 5 . p F, S , E 1 3 5 d e g , gb M , r, be t 2 F s t
on l y a F D * , d i s t 2 0 " , i n a t r a p e z of s t 1 0
1 4 . p pF , R , be t 2 s t 1 6 , *1 3 n f
1 5 . p v F , p S , iR , * 1 0 p; ( d e c l ? )
15. p eF, vS
11.5
vF , c L , l E , 4 s t p
1 5 . p e F , v S , R, r
eF , v S , R
15. p vF, S, R, vS* in cent r e
1 4 . p F, v S , vl E , sm b M , e r , n o f 2
1 4 . p F, v S , vl E , sm b M , e r , s o f 2
11.7
p B , L , E 1 7 3 d e g , vg b M , * 1 1 f 2 ' . 5
n o n e x i s t e n t ; on l y a F * * *
np p l a c e
p F , p L , *1 0 - 1 1 s p 2'
e F , p S , cE , * 1 0 nf 2 '
eF ( n o t v e r i f i e d )
13. p vF, S
10.8
cB , c L , l E , gm b M , r , 2 S st n
1 5 . p ee F , pL , R , v d i f f i c
1 4 . p F , cS , l E , lb M , *1 1 p 1 '
B, v S , *1 1 c l o s e np
1 4 . p c F , c S , ps b M
ee F , pL , R , * n r
1 4 . p v F , v S , al m s t e l l a r
14. p eF, pL, R
1 3 . p v F , S , l E , p of 2
1 4 . p v F , v S , E, sf 7 4 6 3
vF , S , R, al m o s t a * ; su s p
13. p vF, vS, f of 2
1 4 . p e F , e S , bM ; = I C 5 2 8 1
1 2 . p v F , L , m E 3 4 d e g , vg l b M
15. p eF, vS
eF , s t e l l , * 1 3 sf f 2 ' . 5
1 5 . p F, c S , iF , v l b M
1 3 . p cF , p S , v m E 5d e g +/ - , * 1 1 np
vF ; v S Cl ?
14. p eF, vS
vF , v S , c E 4 0 d e g , s t e l l N
F, r , D ?
11.9
vF , v S , v s m b M * 1 2
13.8
F, S , R , 7 4 6 9 p 2 s , 1 ' s
pB , v S , i F
eF , v S , e E 5 d e g , s t e l l N , be t 2 s t ; su s p
eF , v S , l E 8 5 d e g , s b M , 3 s t 1 0 p 2 0 s
15. p vF, S, R
15. p eF, vS
15. p vF, S
eF , E
11.0
pB , c L , m E 1 2 d e g , b e t 2 st
1 5 . p F, S , b i N
eF , p L , R , g l b M , *1 1 n p
F , S, R, t r i a n g l e wi t h 2 s t 7
1 5 . p vF , v S , i F , sb M
vF , v S , s t e l l a r N n o r t h e d g e
1 5 . p vF , v S , v l E , v g b M
F ne b * ; = 74 8 2
F, S , b M * 1 5 , * 1 7 a t t n; = 74 8 2
1 4 . p F, v S , st e l l a r
v F , v S , R, gb M
1 4 . p vF , S , E, ps b M
1 4 . p vF , S , R, bM , * 1 0 p
v F , v S , 2' f 74 8 5
F, S , R , F * f
F, c S , R, N
15. p vF, S, R
F, v S , R, *9 . 4 s 1' . 5
pB , S , R, lb M , *8 - 9 at t s
1 4 . p F, S , R
1 3 . p vF , v S , i R , lb M
1 5 . p vF , v S , s t e l l a r
1 4 . p vF , S , R, vl b M
11.5
e F , L , C l o f eF st
vF , s t e l l a r
1 4 . p pB , S , R, bM
1 5 . p eF , v S , s t e l l a r
1 5 . p eF , S , lE , * 9 n f nr
1 3 . p vF , L , pm E 4 5 d e g , l b M
1 5 . p F, v S , bM , 2 s t f
1 5 . p F, v S , R, vl b M
11.1
p B , c L , lE , v g b M * 1 3
1 5 . p vF , S , iR
ee F , eS , m E 13 0 d e g , 2 s t s , s u s p
13.8
vF , v S , s t e l l a r
13.8
eF
1 5 . p eF , v S , R
vF , S , st e l l a r
13.8
vF , S , st e l l a r
75 0 2
I5 2 8 9
I1 4 7 3
75 0 5
75 1 0
I5 2 8 8
75 0 6
75 0 8
75 0 7
75 1 2
75 0 9
75 1 4
75 1 1
75 1 9
75 1 6
I1 4 7 4
75 1 5
I5 2 9 0
75 1 8
75 1 3
75 1 7
75 3 8
75 2 7
75 2 0
75 2 1
75 2 3
75 2 5
I5 2 9 1
75 2 2
75 2 4
I5 2 9 2
75 2 6
I1 4 7 5
75 2 9
75 2 8
75 3 0
75 3 5
75 3 6
75 3 2
75 3 3
75 3 9
75 3 4
75 4 0
75 3 7
75 4 3
75 5 1
75 4 1
I5 2 9 3
75 3 1
75 4 2
75 4 4
75 4 7
75 4 8
75 4 6
75 4 9
75 5 0
75 5 3
I1 4 7 6
75 4 5
I5 2 9 5
75 5 5
75 5 8
75 6 4
75 5 4
75 5 7
I5 2 9 6
75 5 6
75 5 9
75 6 0
75 6 1
75 6 2
75 6 3
I5 2 9 7
I5 2 9 8
75 5 2
75 6 7
I5 2 9 4
75 6 5
75 6 8
75 7 3
I5 2 9 9
75 6 6
I5 3 0 0
75 6 9
75 7 0
75 7 2
75 7 4
75 7 1
75 7 8
75 9 6
I1 4 7 7
75 7 5
75 7 6
75 7 7
75 8 0
75 7 9
75 8 6
75 8 1
75 8 8
75 8 3
76 0 4
I5 3 0 3
75 8 4
75 8 5
75 8 7
75 9 3
I5 3 0 5
I5 3 0 6
I1 4 7 8
I5 3 0 4
I5 3 0 7
75 9 4
75 8 2
75 8 9
75 9 1
75 9 2
75 9 5
75 9 7
75 9 8
I1 4 7 9
76 0 1
76 0 2
I5 3 0 1
75 9 0
76 0 0
76 0 5
76 0 3
76 0 7
I1 4 8 0
76 0 6
I5 3 0 9
D* 23
23
Gx 23
Gx 23
OC 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Nb 23
Gx 23
- 23
Gx 23
Gx 23
Gx 23
Gx 23
- 23
Gx 23
Gx 23
As t 23
23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
OC 23
Gx 23
Gx 23
- 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
D* 23
23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
* 23
Gx 23
Gx 23
23
23
Gx 23
- 23
Gx 23
Gx 23
- 23
23
Gx 23
Gx 23
Gx 23
* 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
- 23
Gx 23
Gx 23
Gx 23
D* 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
23
Gx 23
23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
23
Gx 23
Gx 23
- 23
Gx 23
- 23
OC 23
Gx 23
23
145
10 . 8
10 . 9
11 . 1
11 . 2
11 . 5
11 . 7
11 . 8
11 . 9
12 . 1
12 . 3
12 . 4
12 . 4
12 . 5
12 . 7
12 . 8
12 . 8
12 . 9
12 . 9
13 . 1
13 . 2
13 . 3
13 . 5
13 . 6
13 . 7
13 . 7
13 . 7
13 . 7
13 . 7
13 . 8
13 . 8
13 . 8
13 . 9
14 . 0
14 . 1
14 . 3
14 . 3
14 . 3
14 . 3
14 . 4
14 . 4
14 . 4
14 . 5
14 . 5
14 . 6
14 . 6
14 . 6
14 . 7
14 . 7
14 . 8
14 . 8
15 . 0
15 . 0
15 . 1
15 . 2
15 . 3
15 . 3
15 . 3
15 . 3
15 . 5
15 . 5
15 . 6
15 . 6
15 . 6
15 . 7
15 . 7
15 . 7
15 . 9
15 . 9
16 . 0
16 . 0
16 . 0
16 . 0
16 . 0
16 . 1
16 . 2
16 . 2
16 . 2
16 . 3
16 . 3
16 . 3
16 . 3
16 . 6
16 . 6
16 . 8
16 . 8
16 . 8
16 . 8
17 . 2
17 . 2
17 . 2
17 . 2
17 . 3
17 . 4
17 . 4
17 . 6
17 . 7
17 . 7
17 . 8
17 . 8
17 . 9
17 . 9
17 . 9
18 . 0
18 . 0
18 . 0
18 . 0
18 . 0
18 . 1
18 . 2
18 . 2
18 . 2
18 . 3
18 . 4
18 . 4
18 . 4
18 . 4
18 . 5
18 . 5
18 . 5
18 . 7
18 . 8
18 . 8
18 . 8
18 . 9
18 . 9
18 . 9
19 . 0
19 . 0
19 . 0
19 . 1
19 . 2
- 21
- 32
+2 9
+1 3
+6 0
- 68
- 02
+1 2
- 28
+3 1
+1 4
+3 4
+1 3
+1 0
+2 0
+0 5
+1 2
- 23
+0 6
- 28
- 02
+6 1
+2 4
- 23
- 01
+1 4
+1 4
+0 9
- 22
- 01
+1 3
- 09
- 28
+0 8
+1 0
- 02
+1 3
+1 3
- 02
- 02
+2 3
- 02
+1 5
+0 4
+2 8
+1 5
+0 4
+2 5
- 43
+1 0
- 02
+1 8
+2 5
- 02
+1 9
+1 8
+1 9
+3 0
- 38
+2 5
+1 2
+1 8
+0 7
- 02
+0 6
+2 5
- 02
+1 3
+0 4
+0 4
+0 6
+1 3
+2 5
+2 5
- 42
+1 5
- 42
- 00
+2 4
- 22
+2 0
- 02
+2 0
+1 0
+1 3
+1 8
+2 4
+1 8
+1 8
- 06
- 06
+0 6
- 04
+0 7
+1 4
+0 9
+0 8
+0 4
+1 8
+0 7
+0 7
+0 0
+0 9
- 04
+0 9
+1 1
+1 0
+1 0
+1 0
- 10
+1 0
+1 0
- 42
+0 0
+0 6
- 04
+0 9
+1 8
+1 8
- 10
+0 9
+1 8
- 69
- 42
- 07
+0 7
+0 0
+1 1
+1 1
- 08
+0 7
46
33
38
37
34
06
10
58
32
08
37
53
43
47
14
47
41
28
19
22
07
31
54
48
44
00
01
13
54
45
41
12
25
58
13
45
35
26
42
01
40
39
56
30
19
55
32
08
36
39
12
58
16
18
02
57
01
33
32
07
35
55
17
23
41
06
20
17
30
31
41
11
01
33
35
52
35
03
29
10
51
21
49
55
29
29
00
59
41
55
56
39
44
22
00
25
15
40
45
24
26
16
25
39
41
21
16
15
18
18
13
13
22
16
34
25
54
41
44
25
14
42
34
14
35
25
15
21
19
29
59
r
d
u
r
s
c
r
r
s
r
r
r
r
D
r
u
r
c
s
s
r
s
r
r
r
r
s
z
r
r
z
F
d
r
r
r
r
r
s
r
r
r
r
s
r
r
s
z
s
r
r
s
r
r
s
s
r
x
r
z
r
r
v
r
r
u
r
r
r
D
s
r
z
m
s
r
c
r
r
r
d
D
z
r
r
r
r
D
s
r
m
r
s
r
s
r
r
r
r
r
r
F
r
s
s
r
m
d
u
d
m
r
s
r
r
s
r
v
r
m
s
v
d
s
s
r
s
r
x
s
d
Aq r
Sc l
Pe g
Pe g
Ce p
In d
Ps c
Pe g
Sc l
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Ps c
Pe g
Aq r
Ps c
Sc l
Ps c
Ce p
Pe g
Aq r
Ps c
Pe g
Pe g
Pe g
Aq r
Ps c
Pe g
Aq r
Sc l
Pe g
Pe g
Ps c
Pe g
Pe g
Ps c
Ps c
Pe g
Ps c
Pe g
Ps c
Pe g
Pe g
Ps c
Pe g
Gr u
Pe g
Ps c
Pe g
Pe g
Ps c
Pe g
Pe g
Pe g
Pe g
Gr u
Pe g
Pe g
Pe g
Ps c
Ps c
Ps c
Pe g
Ps c
Pe g
Ps c
Ps c
Ps c
Pe g
Pe g
Pe g
Gr u
Pe g
Gr u
Ps c
Pe g
Aq r
Pe g
Ps c
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Pe g
Aq r
Aq r
Ps c
Aq r
Ps c
Pe g
Pe g
Pe g
Ps c
Pe g
Ps c
Ps c
Ps c
Pe g
Aq r
Pe g
Pe g
Pe g
Pe g
Pe g
Aq r
Pe g
Pe g
Gr u
Ps c
Ps c
Aq r
Pe g
Pe g
Pe g
Aq r
Pe g
Pe g
In d
Gr u
Aq r
Ps c
Ps c
Pe g
Pe g
Aq r
Ps c
2. 1
4.
1. 8
2. 6
1. 1
1. 8
1. 5
3. 2
10 .
1. 8
2. 3
3. 5
3. 5
1. 3
2. 9
1. 7
1. 0
2. 3
0. 6
3. 5
3. 2
1. 6
0. 6
1. 5
0. 9
2. 3
1. 4
0. 4
1. 7
0. 6
4. 6
1. 4
1. 3
0. 8
1. 5
0. 6
2. 7
2. 4
1. 7
5. 8
eF , vS , E 29 0 d e g ; F D* ?
S Cl , st eF , in ne b
14 . p F, pS , gb M
15 . p ee F , eS , lE , be t a B & 2 F st
7. 9 Cl , pR i , pC , fa n - sh , st pB
eF , eS , al m *, su s p
14 . p cF , vS , R, sb M *1 5
15 . p eF , bM * , *1 1 np 2'
10 . 4
pB , cS , R, ps v m b M , *1 0 np
14 . p F, S, R, vS * in ce n t r e
15 . p vF , S, R, be t 2 st
13 . p eF , pL , iR
15 . p ee F , S, R, v di f f i c , se v st nf
vF , pL
14 . p F, vS , st e l l a r
15 . p F, R, pS , gb M
14 . p F, cS , R, vg l b M , r
vF , S, st e l l N
14 . p vF , S, R
11 . 8
vF , pL , E, gb M
15 . p vF , vS , st e l l a r
vF , L, 2 pB st in v
14 . p vF , vS , st e l l a r
F, pS , be t 2 st ; no n e x i s t e n t ?
15 . p vF , pS , ps b M
15 . p ee F , E
15 . p eF , vS , vl E , gb M
16 . p F, vS , R, N, st e l l
eF , vS , iR , *1 0 nf f 3' ; no n e x i s t e n t ?
eF , vS
15 . p vF , S, sl b M
eF , vS
ne b *
14 . p vF
F, S
15 . p eF , vS , al m st e l l a r
15 . p ee F , pS , R, v di f f i c , n of 2
15 . p ee F , pS , R, am 6 st , s of 2
15 . p vF , vS , lE
15 . p F, S, R
13 . p F, S, R, ps b M
14 . p eF , vS , lE
15 . p F, vS , st e l l a r
13 . 2
vF , cS , R, bM , sp of 2
14 . p vF , S, R, lb M
ne b * 13 m
11 . 7
B, L, mE 97 d e g , mb M , nf of 2
16 . p F, S, li k e D* in ne b
11 . 3
pB , S, lE , pg b M
15 . p eF , eS , st e l l a r
eF , vS
15 . p vF , S, iR
14 . p vF , vS , *1 6 p 11 s
14 . p eF , S, lE
14 . p pF , pS , R, *1 0 - 11 p
14 . p cF , S, R
vF , vS , R
S Cl ?
F, S, vl E , vg v l b M , *1 0 at t
16 . p F, vS , R, N
F, R, bM , pl a c e ve r y ro u g h
16 . p ee F , ne b * 13 m
vF , eS , st e l l a r N
eF , eS , al m st e l l , 75 5 6 f
15 . p vF , vS , p of 2
15 . p F, S, R, *1 5 at t
14 . p cF , pL , R, B* * f
14 . p F, cS , R, bM *1 6 , np of 2
F, vS , iR , sp of 2
eF , st e l l a r , nf of 2
11 . 5
cB , pS , iR , ps b M
14 . p pF , cS , R, sb M *1 6 , sf of 2
16 . p F, S, R, N
15 . p vF , vS , di f
10 . 7
B, S, mE 90 d e g +/ - , vs b M *1 3
15 . p ee F , vS , E
pB , pS , R, *8 p; = 75 5 2
vF
14 . p eF , pL , iR , se v st in v
14 . p eF , S, iR , b np , *1 0 p 4'
F, eS , *1 3 cl o s e s
vF , pS , E, er , 3 F st in v
16 . p F, S, R, ne b *1 5
vF , S, R, 3 F st sf
14 . p eF , eS
15 . p ee F , al m st e l l a r
pF , S, E, rr
vF , cE , se v kn o t s or gr of ne b
14 . p vF , am vS st
vF , pS , lE 0d e g , lb M N
15 . p F, S, r
F, S, vl E
13 . 0
F, S, sm b M
*1 3 . 5 in vF ne b
15 . p vF , pS , R, F* sp
15 . p eF , vS , st e l l a r
15 . p eF , vS , al m st e l l a r
vF , mE , *1 2 - 13 cl o s e f; = 75 4 1 ?
15 . p eF , eS
15 . p vF , vS
15 . p eF , vS , bM
vF , S, sb M (D * in M? )
15 . p eF , vS , st e l l a r
11 . 7
pB , pS , iR , gb M
15 . p vF , vS , lE , gb M
14 . p F, S, R
15 . p pF , vS , 75 9 4 nr
vF , S
15 . p vF , S, di f
eF , S, R, 3 or 4 F st sp
16 . p vF , vS
16 . p pF , R, 3 st p; = IC 53 0 7
10 . 6
pB , L, pm E , gb M
15 . p eF , vS
14 . p pF , S, R, vg b M
14 . p eF , vS
F, st e l l a r
eF , vS , gb M
15 . p eF , eS , st e l l a r
14 . p pF , S, R, st e l l a r
15 . p pB , di f
eF , eS , st e l l a r
ee F , eS , vF , * f 1' , su s p
11 . 6
pB , pL , pm E , gb M , p of 2
13 . p cF , S, R, ps m b M
vF , S, R, gl b M ; = 75 8 3 ?
14 . p F, vS , st e l l a r
vF , S, R, *1 6 nf 0' . 5 (n e b s ? )
vS Cl , ne b s ?
10 . 8
pF , cL , pm E 0d e g +/ F, S, fa n - sh a p e d , * at t s
75 9 9
Gx
7608
Gx
I530 8
Gx
I148 1
Gx
76 0 9
Gx
76 1 6
Gx
7610
Gx
76 1 1
Gx
I530 2
Gx
7612
Gx
7618
Gx
76 1 3
Gx
7615
Gx
76 1 4
76 2 0
Gx
76 1 7
Gx
7619
Gx
7621
Gx
7624
Gx
76 2 3
Gx
76 2 5
Gx
I531 1
*
7626
Gx
76 3 5
Nb
76 2 8
Gx
I148 2
Gx
I531 0
I531 2
I531 4
Gx
I531 5
Gx
76 2 9
Gx
7630
Gx
76 3 1
Gx
7622
?
76 3 4
Gx
I531 6
I531 3
Gx
7632
Gx
76 4 0
Gx
76 3 6
Gx
I148 3
Gx
76 2 7
76 3 8
Gx
7641
Gx
I148 4
I148 5
Gx
7639
Gx
7642
Gx
76 4 3
Gx
76 3 3
Gx
I531 7
Gx
76 4 5
Gx
7648
Gx
I148 6
Gx
76 4 6
Gx
I531 8
Gx
76 4 7
Gx
7654
OC
76 4 9
Gx
76 6 7
Gx
76 4 4
Gx
76 5 1
Gx
76 5 6
Gx
I148 7
I148 8
I531 9
76 5 3
Gx
76 5 0
Gx
76 5 2
Gx
76 6 0
Gx
7662
Pl
Nuc l
7659
Gx
I532 1
Gx
7637
Gx
76 5 8
Gx
I148 9
Gx
76 6 4
Gx
76 5 5
Gx
7657
Gx
76 6 3
Gx
76 6 1
Gx
76 6 5
Gx
7668
76 6 9
7670
76 7 1
Gx
7666
I532 0
7672
Gx
I532 2
I532 3
Gx
76 7 3
Gx
7674
Gx
76 7 5
Gx
76 7 7
Gx
I532 4
Gx
76 7 8
Gx
7680
Gx
76 8 1
Gx
I532 5
Gx
76 7 9
Gx
I149 7
76 7 6
Gx
I149 0
7682
Gx
7683
Gx
I149 1
Gx
I532 6
Gx
76 8 6
OC
I532 7
7684
Gx
I149 3
76 8 5
Gx
I149 2
Gx
I149 6
I149 4
I149 5
Gx
76 8 7
Gx
76 8 8
Gx
I149 8
Gx
I149 9
D*
76 9 1
Gx
7689
Gx
76 9 2
Gx
7690
Gx
I532 8
Gx
76 9 3
Gx
76 9 5
I150 0
Gx
I532 9
Gx
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
19 . 3
19.3
19 . 3
19 . 4
19 . 5
19 . 5
19.6
19 . 6
19 . 6
19.8
19.8
19 . 9
19.9
20 . 0
20 . 1
20 . 2
20.2
20.4
20.4
20 . 5
20 . 5
20 . 6
20.7
20 . 7
20 . 8
20 . 8
20 . 8
21 . 0
21 . 1
21 . 3
21 . 4
21.4
21 . 4
21.6
21 . 6
21 . 9
22 . 0
22.1
22 . 1
22 . 3
22 . 4
22 . 5
22 . 5
22.6
22 . 7
22 . 7
22.8
22.9
22 . 9
23 . 1
23 . 4
23 . 7
23.8
23 . 8
24 . 0
24 . 0
24 . 1
24.2
24 . 3
24 . 3
24 . 5
24 . 5
24 . 5
24 . 6
24 . 8
24 . 8
24 . 9
25 . 3
25 . 6
25 . 7
25.9
- 42
+0 8
- 42
+05
+09
+10
+1 0
+08
- 64
+0 8
+4 2
+00
+0 8
+00
+24
+08
+0 8
+0 8
+2 7
+08
+17
+17
+0 8
+61
+25
+01
- 22
+19
+19
+25
+01
+1 1
+08
- 62
+08
+21
- 42
- 42
+40
- 29
+11
+11
+11
+1 1
+11
+11
+1 1
+0 1
+11
- 67
+21
- 29
+0 9
+09
- 11
- 11
+16
+6 1
+14
- 00
+13
+13
- 19
+14
+15
+14
+15
- 57
- 57
+27
+4 2
15
20
16
54
29
09
10
04
34
33
51
24
24
13
13
10
12
20
19
24
14
16
13
12
53
44
09
19
17
22
23
24
13
07
52
13
29
30
51
18
18
54
18
53
23
21
21
26
59
39
09
23
39
39
52
53
47
35
38
07
58
58
05
38
20
00
16
48
54
01
33
s
r
t
u
s
r
s
s
c
r
r
r
s
r
s
s
s
r
s
s
s
x
s
s
r
m
d
d
m
u
r
r
s
A
s
d
c
v
s
r
m
D
r
r
d
m
r
r
r
c
z
r
s
u
r
m
r
s
s
r
r
r
r
D
d
d
r
r
r
r
s
Gru
Pe g
Gru
Psc
Peg
Peg
Pe g
Psc
Tuc
Pe g
An d
Psc
Pe g
Psc
Peg
Psc
Pe g
Pe g
Pe g
Peg
Peg
Peg
Pe g
Cas
Peg
Psc
Aqr
Peg
Peg
Peg
Psc
Pe g
Peg
Tu c
Peg
Peg
Gru
Gr u
And
Scl
Peg
Peg
Peg
Pe g
Peg
Peg
Pe g
Ps c
Peg
Ind
Peg
Scl
Pe g
Peg
Aqr
Aqr
Peg
Ca s
Peg
Psc
Peg
Peg
Aqr
Peg
Peg
Peg
Peg
Tuc
Tuc
Peg
An d
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
26.0
26 . 3
26.5
26 . 5
26 . 5
26 . 6
26 . 7
26.7
26 . 7
27 . 2
27 . 2
27.2
27 . 2
27.2
27 . 3
27.4
27 . 4
27.5
27 . 5
27 . 6
27 . 7
27.9
28 . 0
28 . 1
28 . 3
28 . 5
28.5
28 . 6
28 . 7
28 . 8
28 . 8
28 . 9
29 . 0
29.1
29.1
29 . 4
29 . 5
30 . 2
30 . 3
30.5
30 . 5
30 . 6
30 . 7
30 . 7
30 . 8
30 . 8
30 . 9
31 . 2
32 . 0
32 . 0
32 . 6
32.7
32 . 8
32.9
33 . 2
33 . 3
33 . 3
33 . 3
33 . 3
+1 4
- 17
- 81
- 39
- 12
+25
- 68
- 57
- 04
- 65
- 09
- 00
- 00
- 00
+12
- 04
- 67
+1 2
- 67
- 67
+23
+0 8
+08
+23
- 67
+22
+3 2
+17
- 41
+03
+11
- 59
- 04
+0 3
+1 1
- 16
- 28
+49
- 13
+0 0
+14
+03
- 03
- 02
- 12
- 13
+03
+21
- 05
- 13
+15
- 54
- 05
- 51
- 45
- 01
- 02
+04
+21
12
58
55
14
31
04
02
49
56
16
24
11
11
11
28
11
45
23
45
49
35
47
46
32
49
25
24
16
19
31
59
43
08
32
26
18
48
08
35
04
27
54
02
57
44
30
32
24
00
27
50
05
36
41
02
17
43
34
14
r
m
c
r
m
r
A
r
r
c
r
r
r
r
s
r
d
s
d
c
s
s
s
s
c
s
r
r
s
s
D
r
d
s
r
m
m
s
d
r
d
s
m
d
d
m
r
r
m
F
r
s
r
s
s
r
r
z
u
Pe g
Aqr
Oc t
Gru
Aqr
Peg
Ind
Tu c
Aqr
Tuc
Aqr
Ps c
Psc
Ps c
Peg
Aq r
Ind
Pe g
Tuc
Tuc
Peg
Pe g
Peg
Peg
Tuc
Peg
Pe g
Peg
Phe
Psc
Peg
Tuc
Aqr
Ps c
Pe g
Aqr
Scl
And
Aqr
Ps c
Peg
Psc
Psc
Psc
Aqr
Aqr
Psc
Peg
Aqr
Aqr
Peg
Ph e
Aqr
Ph e
Phe
Psc
Psc
Psc
Peg
4.4
4.9
0.9
1.5
3.0
1.5
1.3
11.4
15.
12.
14.
15.
p
p
p
p
15. p
12.6
14. p
14. p
1.2
16. p
1.3
1.0
2.9
14. p
13.8
11.1
15. p
13.4
12.4
12.1
1.1
1.9
1.8
2.5
15.
0.3
0.5
1.0
11.2
14. p
14. p
1.9
15.
15.
15.
15.
14.
p
p
p
p
p
1.5
14. p
2.5
10.7
0.6
10.9
15. p
15. p
15. p
15. p
0.3
15.
15.
14.
15.
p
p
p
p
15.
14.
14.
13.
p
p
p
p
2.1
1.9
1.6
0.9
13 .
1.6
14. p
15. p
6.9
13.7
14. p
15. p
14. p
14. p
2.2
1.0
2.5
0.4
1.9
1.7
1.0
1.6
1.7
1.2
0.7
1.9
1.3
2.3
2.5
1.9
1.2
0.5
0.8
15.
2.1
0.8
1.0
1.4
2.8
2.8
2.5
1.8
14. p
9. p
F, p L , pm E , gb M , f o f 2
v F , p S , lE , l b M
ee F , S, c E , f 7 5 9 9
vF , v S , R
vF , v S , g b M
pF , d i f
F , S, di f
F, S , R , t r i a n g l e w i t h 2 st 1 9 n
vF , v S , 2 st n r , su s p
p B , v S , R, bM
F , S, R, g b M
vF
eF, cS
vF , n f of 2
F, S , v l E
eF , v S
c B , p S , R, ps b M
e F , v S , st e l l a r
vF, lE or iR, dif, vlbM
F, v S , R, ps b M
pB , c S , R , s m b M
eF , s u s p , 2' . 5 nf f 7 6 2 5
c B , p S , R, ps b M
vF , * 8 in v l e x c e n t r i c
vF , S , R, bM
pB , v S , R
eF , e S , a l m st e l l , * 9 . 5 n 5 '
F, S , R , g b M , r
F, S , R , g b M , r
F, v S , li k e ne b D * 1 5
vF , v S , s t e l l a r
F, S
vF , v S
c F , e S , am 5 st (d o u b t f u l )
F, S , F * * a t t
vF , v S , R , N , s t e l l
ee F , pL , R , *1 0 s p ; = 76 3 2
F , S, R, l b M
cF , L , mE 16 4 d e g , v l b M , r
eF , S , R, sb M
F, S , l b M
vF , S , mE , 2 s t n ; = 7 6 4 1
1s t o f 2 n e b , F , S
v F , S , i R , di f , lb M
vF , v S
vF , v S , R , v S N
2nd of 2 neb, F, S
v F , v S , bM
F, p S , iR , d i f , l b M
F, v S , E 9 0 d e g , ps b M
F, S , R , g b M N , r
vF , S , R, gl b M
v F , p S , lE , b M ; = IC 14 8 6
vF , S
vF , v S , E 26 0 d e g
(neb ? ) , *9 n 3'.6
vF , v S , * 9 . 5 p 1s
eF , c L ( ? ) , p a ro w o f st
C l , L , R i , mC M , R, s t 9 . . . 1 3 ; = M 5 2
vF , p L , R
vF
vF , p S , l E
eF , S , R
vF , v S , R , b M N
ee F , pS , i R , F * n f , *7 p 15 s an d 9 ' s
eF , v S , E ns , v d i f f i c , 7 6 5 3 s
eF , e S , * 9 . 5 f , 7 6 5 1 n r
vF , p S , R , g b M ; = I C 1 4 8 8
pF , p S , R , g l b M , np of 2
eF , S , R, sf o f 2
F, v S , ps m b M , * 1 0 p
! ! ! P N or ri n g , vB , p S , R, b l u e , v a r i a b l e
1 5 . p v F , v S , R, ps b M
1 4 . p eF , v S , R , * 1 0 np 1 '
v F , p L , R, vl b M , * n r
D, b o t h e F , S, R, 4 st p
1 4 . p F, v S , R, *9 s o u t h
1 3 . p vF , * s , 2 s t 1 1 - 12 p
gr o u p o f s t (n o t a n e b ) , *1 0 p
eF, R
vF
eF , c L , R , v g v l b M
1 3 . p eF , S , st e l l a r
vF, near 7667
vF , n e a r 7 6 6 7
vF, near 7667
12.7
pB , S , R, vs m b M , *9 p
vF
bM , m a g 1 4
15. p vF, S, 5' s of 7671
bM , m a g 1 4
F, S , b M
12.7
F, S , R
1 4 . p F , cS , g b M , p o f 2
1 5 . p vF , S , R, gb M , f of 2
1 4 . p eF , v S , s t e l l
F, S , b M
12.2
vF , p L , v l E , l b M , a m 4 s t
13. p vF, S, R, lbM, r
1 5 . p vF , S , iR , r , * * f
1 2 . p F, S , R , g b M , * s p 1 '
12.7
pB , S , R, mb M N , s t e l l
eF , s u s p e c t e d
B, S , l E , vs v m b M *1 1
eF , p S , R , v F * cl o s e n
13.4
e F , * 1 4 p 1 3 s . 7 , ln
1 4 . p F , *1 3 n
1 5 . p F, S , R
1 4 . p ee F , S, m E , *8 p
5. 6 Cl , P , lC , s t 7 . . . 1 1
pF , p S , * 1 1 f 1 '
1 5 . p F , vS , s t e l l
F, v S , sb M , an o t h e r su s p 7s p , 1' n
1 5 . p eF , c L , R , g b M , * * nr
1 4 . p eF , S , R, sp o f 2
ee F , pS , R , nf of 2
F, R , l b M
1 3 . p F, S , l b M
1 5 . p vF , v S , * 1 1 f 1 s , n 8 5 "
1 5 . p F, v S , di f , *1 1 2 0 1 d e g , 80 "
1 4 . p ee F , pS , R , *9 . 5 p 3 6 s , 3' s
pB , p L , i F
1 4 . p eF , p L , t r i a n g l e wi t h 2 s t 10
12. p pF, L, R, vgbM
1 5 . p ne b , *9 f 18 s , 7 3 " s
1 3 . p c B , S , l E , ps b M , * 8 f
1 2 . p vF , S , R, be t 2 s t
1 4 . p S ne b o r n e b * 1 4
eF , s t e l l (n r 7 6 9 4 )
1 5 . p F, v S , E n s , l b M
1 6 . p vF , S , E 2 5 0 d e g
76 9 4
I5 3 3 0
I5 3 3 1
76 9 6
76 9 8
77 0 8
76 9 9
I5 3 3 2
77 0 0
77 0 1
I5 3 3 4
77 0 7
I1 5 0 1
76 9 7
77 0 3
I5 3 3 3
77 0 4
77 0 5
77 0 6
77 0 2
77 0 9
77 1 1
77 1 0
I5 3 3 5
77 1 2
77 1 4
I1 5 0 2
I5 3 3 6
77 1 5
I5 3 3 7
77 1 3
77 1 6
I5 3 3 8
77 1 7
77 1 9
77 1 8
I5 3 3 9
I5 3 4 1
77 2 0
I1 5 0 3
I5 3 4 0
I5 3 4 2
77 2 6
77 2 1
77 2 2
77 2 3
77 2 4
77 2 5
I5 3 4 4
I5 3 4 3
I5 3 4 5
77 2 7
77 2 8
77 2 9
I5 3 4 6
I1 5 0 4
77 3 0
I5 3 4 7
77 3 1
I1 5 0 5
77 3 2
77 3 5
77 3 6
77 3 3
77 3 4
77 3 7
77 4 0
77 3 9
77 4 1
77 3 8
77 4 2
77 4 3
77 4 5
I1 5 0 6
77 4 4
77 4 8
I5 3 4 8
77 4 6
77 4 7
I1 5 0 7
77 4 9
I1 5 0 8
I5 3 4 9
77 5 0
77 5 1
77 5 2
77 5 3
146
Gx 23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
- 23
Gx 23
Gx 23
23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
- 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
- 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx 23
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
33 . 4
33 . 5
33 . 5
33 . 9
34 . 0
34 . 3
34 . 4
34 . 5
34 . 6
34 . 6
34 . 7
34 . 8
34 . 8
34 . 9
34 . 9
34 . 9
35 . 2
35 . 2
35 . 3
35 . 4
35 . 4
35 . 7
35 . 8
35 . 8
35 . 9
36 . 2
36 . 2
36 . 3
36 . 4
36 . 4
36 . 5
36 . 5
36 . 5
37 . 7
38 . 0
38 . 1
38 . 1
38 . 4
38 . 5
38 . 5
38 . 6
38 . 6
38 . 7
38 . 8
38 . 8
38 . 9
39 . 1
39 . 3
39 . 3
39 . 4
39 . 6
39 . 9
40 . 0
40 . 6
41 . 0
41 . 3
41 . 4
41 . 5
41 . 6
41 . 6
41 . 7
42 . 3
42 . 4
42 . 6
42 . 7
42 . 8
43 . 3
43 . 6
43 . 9
44 . 1
44 . 3
44 . 4
44 . 8
44 . 8
45 . 0
45 . 0
45 . 0
45 . 4
45 . 6
45 . 6
45 . 9
45 . 9
46 . 3
46 . 7
47 . 0
47 . 0
47 . 1
- 02
- 02
+2 1
+0 4
+2 4
+7 2
- 02
- 36
- 02
- 02
- 04
+4 4
- 03
- 65
+1 6
- 65
+0 4
+0 4
+0 4
- 56
- 16
+1 5
- 02
- 67
+2 3
+0 2
+7 5
+2 1
+0 2
+2 1
- 37
+0 0
+2 1
- 15
- 22
+2 5
- 68
+2 6
+2 7
+0 4
- 04
+2 7
+2 7
- 06
+1 5
- 12
- 12
- 04
- 04
- 22
- 22
- 12
+2 7
+2 9
+2 4
+0 4
- 20
+2 4
+0 3
- 03
+0 3
+2 6
- 19
- 65
- 65
+2 7
+2 7
+0 0
+2 6
+0 0
+1 0
+0 9
+2 5
+0 4
- 42
+6 9
- 42
- 01
+2 7
+0 1
- 29
+1 2
- 28
+0 3
+0 6
+2 9
+2 9
42
52
08
53
56
55
54
06
57
51
31
18
08
24
04
24
54
48
59
00
42
18
53
24
36
09
40
05
09
09
56
18
09
07
58
41
27
59
02
49
52
01
00
31
57
58
14
32
58
31
25
18
08
11
57
02
14
53
45
34
44
13
27
57
57
03
21
28
05
31
46
56
53
44
55
45
55
41
22
42
33
04
00
47
51
27
29
r
d
u
r
r
r
r
s
r
r
m
r
m
A
r
c
r
r
r
s
r
r
r
c
r
s
u
d
s
v
s
s
s
r
r
r
c
x
s
u
d
v
r
s
r
s
r
F
d
m
m
s
r
r
z
u
r
z
s
D
s
r
r
c
c
r
r
r
s
s
s
s
r
m
s
r
c
r
r
u
r
v
m
s
r
s
s
Ps c
Ps c
Pe g
Ps c
Pe g
Ce p
Ps c
Sc l
Ps c
Ps c
Aq r
An d
Ps c
Tu c
Pe g
Tu c
Ps c
Ps c
Ps c
Ph e
Aq r
Pe g
Ps c
Tu c
Pe g
Ps c
Ce p
Pe g
Ps c
Pe g
Sc l
Ps c
Pe g
Aq r
Aq r
Pe g
Tu c
Pe g
Pe g
Ps c
Aq r
Pe g
Pe g
Aq r
Pe g
Aq r
Aq r
Aq r
Aq r
Aq r
Aq r
Aq r
Pe g
Pe g
Pe g
Ps c
Aq r
Pe g
Ps c
Aq r
Ps c
Pe g
Aq r
Tu c
Tu c
Pe g
Pe g
Ps c
Pe g
Ps c
Pe g
Pe g
Pe g
Ps c
Ph e
Ce p
Ph e
Ps c
Pe g
Ps c
Sc l
Pe g
Sc l
Ps c
Ps c
Pe g
Pe g
1. 1
6. 6
1. 5
1. 0
1. 5
1. 9
1. 3
2. 1
1. 3
2. 6
0. 9
4. 3
2. 3
1. 1
1. 2
1. 9
1. 0
0. 4
3. 4
3. 6
0. 6
0. 5
4. 2
1. 9
1. 7
2. 0
1. 4
1. 6
4. 0
2. 2
2. 0
3. 1
0. 6
2. 3
1. 9
1. 4
2. 0
0. 6
1. 8
0. 7
3. 4
14 . p eF , pL , st e l l a r
vF , S, bM , ot h e r s nr
15 . p F, S, fa n , gb M
15 . p F, S, lE
14 . p vF , eS , R, bM S N
Cl , L, P, lC , st 8, 10 . . . 1 5
eF , vS
10 . 6
ee F , vL , be t 2 st , D* p 45 s
14 . p vF , eS , st e l l a r
14 . p vF , S, R, mb M , *1 1 sp
14 . p ne b *1 0 . 5 (c l o s e D* ? )
15 . p eF , S, R, *9 - 10 p vn r
14 . p vF , S, di f
ee F , pL (c e r t a i n )
15 . p vF , vS , gb M , *1 4 nf 1'
cB , S, di f , su s p ; = 76 9 7
15 . p eF , *1 2 p, sp of 2
15 . p eF
14 . p vF , pS , *1 8 cl o s e s, nf of 2
12 . 2
B, cS , E, g, sb M , *8 - 9 p
13 . p pF , S, R, lb M
14 . p F, S, R, ps b M , st e l l a r
15 . p pF , vS , st e l l a r
F, S, su s p
13 . p vF
13 . p pB , S, R, ps b M , *1 2 sp , *6 sf
15 . p vF , S, vF * cl o s e
F, S, E ns , vl b M
15 . p eF , pL , R
F, S, R, gb M N
12 . p pB , L, E, vg b M
12 . 2
F, pL , lE , gb M , *1 0 s
13 . 8
F, S, lE ns , gb M N
13 . p vF , S
eF , vS , R
15 . p vF , S, R
bM
eF , eS , 77 2 0 nr
12 . 6
F, S, lE , bM , am st
14 . p F, S, R, gb M
eF , *1 3 n 1' . 5
eF , eS , ot h e r s nr
15 . p ee F , pS , R, v di f f i c
11 . 8
pF , cL , E 12 d e g +/ - , vg b M
13 . p pB , pL , R, mb M
11 . 1
cB , cL , E, gm b M , r
13 . p eF , pL , iR
14 . p ee F
vF , L, ot h e r s nr
14 . p eF , pS , *7 . 5 sf 19 s
14 . p vF , vS , R, 6' n of IC 53 4 3
10 . 7
pB , pL , iR , mb M
14 . p vF , vS , lE , *1 0 sp
14 . p vF , S, iE , F* in v s
16 . p F, cS , R, gv l b M
14 . p F, pL , E pf , gb M
pB , pL , E; no n e x i s t e n t ?
16 . p vF , vS , R, sb M *1 5
14 . p F, S
ee F , pS , R, 3 st f, di f f i c
15 . p vF , pL
15 . p vF , S, vl E , *1 3 nf , vn r
14 . p eF , eS , gb M , be t 2 st 12
eF , S, R, p of 2
eF , cS , R, f of 2
15 . p vF , S, mb M N
15 . p vF , S, lb M , st e l l a r
s of 2, vn r
11 . 4
cF , cL , iR , D* 10 - 12 np 2'
14 . p vF , n of 2
11 . 5
cB , cS , gm b M , *1 2 f 72 "
11 . 2
pF , S, R, *1 4 sf
eF
15 . p vF , gb M
13 . p cB , S, vl E , sv m b M *1 4
vL ne b y , su r r o u n d s *7
eF , eS , R; = 77 4 4
14 . p eF , pS , R, * nr s
14 . p vF , vS , iR
15 . p pB , iF , mb M
14 . p vF , S, R, gm b M , *1 2 f
F, pL , E ns
15 . p vF , vS , vm E 20 0 d e g ; ne b D* ?
14 . p cF , pL , vl E 0d e g , lb M , *1 1 sf
14 . p F, S, R, gb M , er
14 . p F, S, lE , p 77 5 3
13 . p cF , cL , vl E , vg l b M , r
I150 9
I535 0
I535 5
I535 1
I535 2
I535 7
I535 3
I535 4
I535 6
I535 8
I535 9
7755
I536 0
7756
77 5 7
7758
77 5 9
77 5 4
77 6 0
77 6 1
7762
G x 2 3 47 . 2
G x 2 3 47 . 2
G x 2 3 47 . 2
2 3 47 . 3
2 3 47 . 4
2 3 47 . 4
G x 2 3 47 . 5
2 3 47 . 5
G x 2 3 47 . 5
G x 2 3 47 . 7
G x 2 3 47 . 7
Gx 2 3 4 7 . 9
2 3 47 . 9
* 23 48.5
G x 2 3 48 . 8
Gx 2 3 4 8 . 9
G x 2 3 48 . 9
G x 2 3 49 . 2
G x 2 3 49 . 3
2 3 49 . 6
OC 2 3 4 9 . 8
- 15
- 27
+32
- 02
- 02
- 02
- 28
- 28
- 02
- 28
- 02
- 30
- 37
+0 4
+04
- 22
- 16
- 16
+30
- 13
+6 8
17
58
48
18
16
18
07
08
19
08
17
31
04
07
10
03
32
35
58
23
02
m
m
u
d
d
d
c
d
m
c
m
s
d
A
s
r
r
r
r
D
s
Aqr
Scl
And
Psc
Psc
Psc
Scl
Scl
Psc
Scl
Psc
Sc l
Scl
Ps c
Psc
Aq r
Aqr
Aqr
Peg
Aqr
Ce p
7763
I151 0
7765
7764
77 6 6
77 6 7
77 6 8
I151 1
I151 2
77 6 9
77 7 0
77 7 1
I536 1
I536 2
77 7 2
77 7 4
I536 3
7773
7775
77 7 6
7777
7778
77 7 9
I151 3
7780
77 8 1
77 8 2
77 8 3
I151 4
77 8 4
77 8 5
7786
7787
I151 5
I536 4
I151 6
I151 7
77 8 8
77 8 9
I151 8
I151 9
I536 5
I536 6
7793
7791
I152 0
77 9 2
7790
77 9 4
77 9 5
I536 7
77 9 6
77 9 7
I152 1
I152 2
I152 3
I152 4
I536 8
7798
I152 5
7799
78 0 0
7807
I536 9
Gx
Gx
Gx
Gx
Gx
Gx
Gx
- 16
+02
+2 7
- 40
+27
+27
+27
+27
+27
+20
+20
+20
- 13
- 28
+16
+11
- 28
+3 1
+2 8
- 13
+2 8
+0 7
+07
+11
+0 8
+07
+07
+00
- 13
+21
+05
+2 1
+0 0
- 00
- 29
- 00
- 00
+61
+56
+12
+12
- 37
+52
- 32
+1 0
- 14
+16
+6 1
+10
+60
+22
- 55
+03
- 07
+01
+06
- 04
+06
+2 0
+46
+3 1
+14
- 18
+32
37
07
10
44
07
05
10
05
03
09
06
07
23
22
15
28
38
16
46
23
17
52
52
20
07
51
58
23
35
45
55
35
33
59
04
55
17
24
44
28
28
01
47
35
45
02
29
13
42
00
26
27
38
09
43
52
09
52
45
54
17
49
51
41
r
m
r
s
r
r
s
x
d
s
s
s
m
c
r
r
d
r
r
D
r
r
s
u
s
r
s
s
m
r
s
r
r
v
d
v
z
s
s
d
d
d
x
s
r
m
r
s
r
r
d
s
r
d
z
d
v
d
s
v
r
s
c
d
Aq r
Psc
Pe g
Ph e
Peg
Peg
Peg
Peg
Peg
Peg
Peg
Peg
Aqr
Scl
Peg
Peg
Scl
Pe g
Pe g
Aqr
Pe g
Ps c
Psc
Peg
Ps c
Psc
Psc
Psc
Aqr
Peg
Psc
Pe g
Ps c
Psc
Scl
Psc
Psc
Cas
Cas
Peg
Peg
Scl
Cas
Sc l
Pe g
Cet
Peg
Ca s
Peg
Cas
Peg
Phe
Psc
Cet
Psc
Psc
Psc
Psc
Pe g
And
Pe g
Peg
Ce t
And
Gx
Gx
Gx
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
OC
OC
?
Gx
D*
Gx
Gx
OC
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
Gx
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
23
50.3
50 . 7
50.8
50.9
50 . 9
50 . 9
50 . 9
51 . 0
51 . 0
51 . 1
51 . 4
51 . 4
51 . 4
51 . 6
51 . 8
52 . 2
52 . 2
52.3
52.5
52 . 7
53.3
53.3
53 . 4
53 . 5
53.6
53 . 8
53 . 9
54 . 2
54 . 2
55 . 3
55 . 3
55.4
56.2
56 . 2
56 . 2
56 . 3
56 . 4
56 . 7
57 . 0
57 . 1
57 . 1
57 . 6
57 . 7
57.8
58.0
58 . 0
58 . 1
58.4
58 . 6
58 . 7
58 . 7
59 . 0
59 . 0
59 . 0
59 . 1
59 . 1
59 . 3
59 . 3
59.4
59 . 4
59.5
59 . 6
59.6
59 . 8
1.3
0.3
1.1
1.6
0.3
2.6
1.0
3.7
2.6
11 .
0.6
1.5
1.7
1.8
1.0
2.7
0.4
1.5
1 5 . p F, S , E n s , gb M
1 5 . p ee F , eS , R , *9 nr f
1 4 . p F, p L , E n s , g b M
cF , v S , b M , *1 0 s f 5 " +/ pF , p S , g b M
pB , R , mb M
eF , S , R, *6 f
ee F , S, R
1 5 . p pF , R , mb M
eF , p S , b i N 20 "
1 5 . p F, p S , gb M , *9 . 5 p 2 '
1 2 . p B , cL , R , p s m b M
ee F , cS , R
n e b , 5 ' sp 77 5 7
1 4 . p vF , c L , v l E , v g l b M , 2 st 13 n
e F , v S , iR , s b M , D * 1 0 nf 50 s
1 4 . p vF , S , R, lb M , B* n
1 5 . p eF , v S
1 5 . p cB , v S , R , p s b M , *1 2 a t t
1 4 . p F, v S , R, gb M , *1 0 p 8 ' ; no n e x i s t e n t ?
1 0 . p C l , p R i , p C , st 11 . . . 1 5
15.
15.
12.3
15.
14.
14.
12.1
15.
12.3
14.
14.
14.
14.
1.6
1.0
1.2
2.4
1.9
0.8
2.3
14.
14.
14.
15.
15.
15.
13.
14.
15.
15.
11.6
14.
15.
1.2
1.6
9.
16.
15.
9.
6. 7
9.1
9.1
0.5
14.
15.
8.5
14.
17 .
2.3
12.
15.
15.
1.9
1.5
2.1
13.
2.6
1.0
13.
e F , v S , R, F* f
p F, S , R , b i N
p v v F , 1 0 0 " n p 77 6 8
B , pL , R , g b M
p vF , S , 85 " s o f 7 7 6 8
p vF , S , lE , * p 19 " ; = IC 15 1 1
p vF , S , E, * in v , * p v n r
eF , s u s p c l o s e to * 1 2 . 5 ; = 77 6 7
*1 3 , ne b u l o u s ?
pF , p S , R , m b M
p vF , v S , i R , s o f 2
pB , p L , E 84 d e g , b M , n o f 2
p vF , v S , b M , st e l l a r
ee F , pS , * 8 sf
Cl o f s c s t 10 m
p eF , S , R, in c e n t r e of 3 st
vF , e S , R , 3 s t i n l i n e p
p p F , c S , R, *1 3 n f nr
p v F , p S , lE , g l b M
eF , v S , l E , gb M ; no n e x i s t e n t ?
p v F , v S , R, bM
p c F , S , R , p s b M , st e l l a r , 1 s t o f 4
p pF , S , R, ps b M , s t e l l a r , 2n d o f 4
p F, v S , E p f , g b M
p v F , v S , R, lb M , F* i n v
p F, S , R , 3 r d o f 4
p pF , p L , l E , gl b M , 4 t h of 4
p F, S , l E
p vF , S , ex c e n t N
p vF , e S , l b M , r ? , p o f 2
pB , p S , i R , ps b M , r , * 8 p 4 ' . 5
p p F , p S , lE , v F s t in v , f o f 2
p vF, S, R
ee F , pS , * 9 . 5 i n v , b e t 2 st
vF , p S , R , * 8 s f
vF , p S , R , B * s f , n f o f 2
p ee F , vS , R , 3 s t p
p Cl , S , pR i , vC , s t 1 0 , 1 3 . . .
Cl , v L , v R i , v m C , s t 1 1 . . . 1 8
vF , v S , R
F, v S , lb M , st e l l a r
pB , c S , v m E , * sf
eL , m E (3 0 ' by 10 ' )
like a come t
v F , v S ; F* ?
p vF , p L , R
p eF , e S , b M
Cl, pRi, pC
p vF , p S , i R
Cl , v L , P , l C , st 7 , 1 0 . . .
F, l E 1 2 0 d e g , gb M N , r
p pB , c S , R , g m b M
p eF , p S , i R , lb M
vF , S , iF
p F, S , E n s
vF , * 4 3' f
no d e s c r i p t i o n
eF , v S , l b M , 3 ' p o r f f r o m o m e g a P s c
p pF, S, R, sbM, *10 sp
eF , p S
v F , v S , *1 6 c l o s e p
p F, p S , E 3 9 d e g
e F , p S , iF
F, S , R , N
INDEX
A
APPENDIX A – SIDEREAL TIME.........................................................................................................84
APPENDIX B – TIME ZONES..............................................................................................................88
APPENDIX C - REFERENCE STARS.....................................................................................................92
APPENDIX E – CATALOG OF NGC2000 OBJECTS................................................................................95
AUTOGUIDE...................................................................................................................................... 12
AUTOGUIDE CONNECTION................................................................................................................57
I
INDEX............................................................................................................................................ 147
INTRODUCTION.................................................................................................................................. 6
J
JOYSTICK......................................................................................................................................... 12
JOYSTICK CONNECTION...................................................................................................................57
M
MAIN PANEL..................................................................................................................................... 34
COMMANDS RECOGNIZED....................................................................................................................................................................... 35
GPS................................................................................................................................................................................................................. 44
LOAD/SAVE THE CONFIGURATIONS...................................................................................................................................................... 42
MICRO/MACRO CORRECTIONS................................................................................................................................................................ 41
PEC................................................................................................................................................................................................................. 45
POINTING OBJECT...................................................................................................................................................................................... 36
BRIGHT STAR LIST................................................................................................................................................................................. 38
BY KEYBOARD....................................................................................................................................................................................... 40
FORK MOUNT.......................................................................................................................................................................................... 36
GERMAN MOUNT................................................................................................................................................................................... 36
HOME........................................................................................................................................................................................................ 40
NGC/IC MESSIER..................................................................................................................................................................................... 39
PARKING.................................................................................................................................................................................................. 40
SOLAR SYSTEM...................................................................................................................................................................................... 39
USER CATALOG...................................................................................................................................................................................... 40
REFERENCE OBJECT.................................................................................................................................................................................. 36
TIMERS.......................................................................................................................................................................................................... 49
TRACKING SELECTION............................................................................................................................................................................. 43
ARBITRARY TRACKING ON BOTH AXES .............................................................................................................................................53
CONFIGURATION ...................................................................................................................................................................................... 51
EPHEMERIDES ........................................................................................................................................................................................... 52
SIDEREAL TRACKING IMPROVEMENT ................................................................................................................................................50
MOTORS...............................................................................................................................................
CHOICE ........................................................................................................................................................................................................ 17
CONNECTION .............................................................................................................................................................................................. 18
O
ON/OFF............................................................................................................................................ 16
ORGANIZATION OF PANELS AND ACTIVITIES...................................................................................21
P
PALOMAR.............................................................................................................................................
CONNECTORS................................................................................................................................................................................................ 8
DISPLAY....................................................................................................................................................................................................... 23
EDITING........................................................................................................................................................................................................ 24
AUTOREPEAT.......................................................................................................................................................................................... 25
COMMANDS ACCEPTED BY EDIT ..................................................................................................................................................... 25
FIRST INSTALLATION................................................................................................................................................................................ 26
BACKLASHES......................................................................................................................................................................................... 33
COMMANDS RECOGNIZED BY TUNEUP ..........................................................................................................................................30
DIRECTION OF ROTATION .................................................................................................................................................................. 31
MOUNTS RECOGNIZED BY WIZARD ................................................................................................................................................28
SLEWING SPEED ................................................................................................................................................................................... 32
TUNEUP .................................................................................................................................................................................................. 29
KEYBOARD.................................................................................................................................................................................................. 22
OVERVIEW..................................................................................................................................................................................................... 8
INTERACTIVE PHILOSOPHY ................................................................................................................................................................... 20
POWER SUPPLY................................................................................................................................ 14
PRECESSION EFFECTS......................................................................................................................85
PROPRIETARY REMOTE CONTROL.....................................................................................................81
PROPRIETARY SERIAL COMMANDS...................................................................................................60
CMF Read the set fractionation....................................................................................................................................................................... 67
DAC Set a voltage in one of two D/A converters............................................................................................................................................73
ECT Read the number of counts of encoders. ................................................................................................................................................69
EDE Enable or disable the reading of the encoders. .......................................................................................................................................74
EDR Read a real number from the EEPROM at the specified address ...........................................................................................................65
EDW Write a (64 bit) floating point number in the EEPROM........................................................................................................................64
EER Read a byte of the EEPROM at the specified address. ...........................................................................................................................64
EEW Write a byte in the EEPROM................................................................................................................................................................. 63
ELR Read a long word of the EEPROM at the specified address. ..................................................................................................................65
ELW Write a (16 bit) word in the EEPROM ..................................................................................................................................................64
ESF Set the sampling frequency of the encoders. ...........................................................................................................................................69
ETK Enable the tracking on an axis. .............................................................................................................................................................. 71
EWR Read a word of the EEPROM at the specified address. ........................................................................................................................65
EWW Write a (16 bit) word in the EEPROM ................................................................................................................................................63
FRC Set the fractionation.of the motors ......................................................................................................................................................... 67
GTL Read the inputs of the 4bit amplified port. .............................................................................................................................................73
GTL Read the joystick port. ........................................................................................................................................................................... 74
HST Return the temperature of the heatsink................................................................................................................................................... 61
ILP Read the port at 14 bit. ............................................................................................................................................................................ 66
IOP Read the opto-isolated inputs of the encoders. ........................................................................................................................................71
MEN Enabling motors. .................................................................................................................................................................................. 66
MMC Set the max current of the motors......................................................................................................................................................... 61
MPF Set the maximum frequency (MHz)....................................................................................................................................................... 68
OFF Turn off the PALOMAR......................................................................................................................................................................... 62
OLP Write the port at 16 bit. .......................................................................................................................................................................... 66
PCT Read the number of counts that motors have to run................................................................................................................................70
POS Run a slewing on both axes. ................................................................................................................................................................... 70
RES Reset the AMS........................................................................................................................................................................................ 68
REV Return the remote management program revision..................................................................................................................................61
RMC Return the current of the used motors....................................................................................................................................................62
RTC Read the internal clock. ......................................................................................................................................................................... 74
RTH Return the temperature threshold............................................................................................................................................................ 63
SEC Set the number of counts of the encoders................................................................................................................................................70
SEF Read the maximum sampling frequency of the encoders. .......................................................................................................................69
SID Set the identifier number. ........................................................................................................................................................................ 75
SME Read the activity of the motors. ............................................................................................................................................................. 67
SMF Read the maximum slewing frequency. .................................................................................................................................................68
SOC ON/OFF open collector output. ............................................................................................................................................................. 72
SRC set the internal clock. ............................................................................................................................................................................. 73
STO Write at 4bit wide on the TTL amplified port. .......................................................................................................................................72
THS Temperature threshold to start on the fan................................................................................................................................................62
TKS Check of tracking activity. ..................................................................................................................................................................... 71
TRK Set the tracking on both axes. ................................................................................................................................................................ 71
PROPRIETARY SERIAL PROTOCOL....................................................................................................58
R
REMOTE CONTROL............................................................................................................................ 78
S
SERIAL CABLE.................................................................................................................................. 12
SERIAL CONNECTION.......................................................................................................................54
PROGRAMMING CABLE............................................................................................................................................................................ 56
SIDEREAL TIME................................................................................................................................ 84
SIDEREAL TIME AND SOLAR TIME.....................................................................................................85
SOFTWARE UPDATE..........................................................................................................................76
SYSTEM MODELS................................................................................................................................ 7
BASE................................................................................................................................................................................................................ 7
GPS................................................................................................................................................................................................................... 7
SDK.................................................................................................................................................................................................................. 7
148
PALOMAR User Manual Rev. 1.3.4 – © DTA 2009-2010 All Rights Reserved