
C:\EXPLORER\MBL.DLL 
 CNumericParm 
INTERVAL  
Sampling  Interval    
   0.10  
 CModelGroupVar 
ig1  
Buffer    
 
BUF_SIZE  
Fill Size    
   1  
 
F_PAGE  
First Page Playback    
   1  
 
L_PAGE  
Last Page Playback    
   1  
 
SM_POINT  
Width    
   1  
 
ig4  
H. S. Output 1 (H/L)    
 
HS5A_HIGH  
High State Duration 5A    
   0.1  
 
HS5A_LOW  
Low State Duration 5A    
   0.1  
 
HS5B_HIGH  
High State Duration 5B    
   0.2  
 
HS5B_LOW  
Low State Duration 5B    
   0.2  
 
ig5ig  
Analog Output     
 
AN_OUT_OFFSET  
Offset    
   0  
 
AN_OUT_LEVEL  
Level    
   0  
 
AN_OUT_FREQ  
Frequency    
   5  
 
ig6  
Analog Output - Ramp    
 
RAMP_DURATION  
Ramp Duration    
   0.1  
 
RAMP_FREQ_S  
Ramp Start Freq.    
   0  
 
RAMP_FREQ_E  
Ramp End Freq.    
   0  
 
PAGE_FOR_TR  
Length    
   1  
 
ig7  
Analog Trigg: Levels (H/L)    
 
TRIG1_LOW  
Low Value 1    
   0  
 
TRIG1_HIGH  
High Value 1    
   0  
 
TRIG2_LOW  
Low Value 2    
   0  
 
TRIG2_HIGH  
High Value 2    
   0  
 
ig8  
Calibration Table    
 
CALIBR_POINT  
Point No.    
   1  
 
CALIBR_RAW  
Raw Value    
   0 0 
1023  
 
CALIBR_CAL  
Calibrated Value    
   0 -1000 
1000  
 
VSOUND  
Speed of Sound    
   330  
 
ig10  
Start Experiment Time    
 
START_Y  
Year    
   1993  
 
START_MN  
Month    
   10  
 
START_D  
Day    
   10  
 
START_H  
Hour    
   1  
 
START_M  
Minute    
   0  
 
START_S  
Second    
   0  
 
ig11  
User Variables    
 
US_VAR1  
User 1   
   0.0  
 
US_VAR2  
User 2   
   0.0  
 
US_VAR3  
User 3   
   0.0  
 
US_VAR4  
User 4   
   0.0  
 COptionsParm 
INPUT_MODE  
Input Operation Mode    
   
  CModelVar 
REST  
Rest     
ANALOG_IN  
Analog     
DIGITAL_IN  
Digital     
ANALOG_DIGITAL_IN  
Analog & Digital     
PULSE_TIME  
Pulse Time     
PULSE_COUNT  
Pulse Counts     
SONAR_RANGER  
Sonic Ranger     
SONAR_RANGER_ANAL_DIG_IN  
Sonic Ranger & Analog/Digital     
 
AN_IN_1A  
.    
   
   
MASKED  
Off     
ACTIVE  
On     
 
AN_IN_1B  
.    
   
   
MASKED  
Off     
ACTIVE  
On     
 
AN_IN_1C  
.    
   
  
MASKED  
Off     
ACTIVE  
On     
 
AN_IN_2A  
.    
   
   
MASKED  
Off     
ACTIVE  
On     
 
AN_IN_2B  
.    
   
   
MASKED  
Off     
ACTIVE  
On     
 
AN_IN_2C  
.    
   
   
MASKED  
Off     
ACTIVE  
On     
 
AN_IN_3  
.    
   
   
MASKED  
Off     
ACTIVE  
On     
 
AN_IN_4  
.    
   
   
MASKED  
Off     
ACTIVE  
On     
 
AN1C_CONFIG  
.    
   
   
0_5V  
0-5 V     
NEAR  
Low Amp.     
FAR  
High Amp.     
CURRENT  
Current Source     
 
AN2C_CONFIG  
.    
   
   
0_5V  
0-5 V     
NEAR  
Low Amp.     
FAR  
High Amp.     
CURRENT  
Current Source     
 
AN4_CONFIG  
.    
   
   
0_5V  
0-5 V     
0_1V  
0-1 V     
 
HSI_PORT  
H.S. Input Address    
   
   
HSI1  
5A     
HSI2  
5B     
 
BUFFER_SWITCH  
Switch    
   
   
NONE  
None     
YES  
Mimi     
 
BUF_MODE  
Type    
   
   
RING  
Ring     
BURST  
Burst     
FLASH  
Flash     
 
DATA_PREC  
Data Length    
   
  
BYTE  
8-bits     
TWO_BYTES  
10-bits     
 
BANK_FLOW  
Flow Direction    
   
   
NO  
MBL     
YES  
Playback Buffer     
 
BANK1_ADRESS  
Bank 1 Address    
   
   
P1  
.     
P2  
.     
P3  
Force     
P4  
.     
P5  
.     
P6  
.     
P7  
.     
P8  
.     
PULSE  
.     
DURATION  
.     
COUNT  
.     
DIST  
.     
 
BANK2_ADRESS  
Bank 2 Address    
   
   
P1  
.     
P2  
.     
P3  
Force     
P4  
.     
P5  
.     
P6  
.     
P7  
.     
P8  
.     
PULSE  
.     
DURATION  
.     
COUNT  
.     
DIST  
.     
 
SM1_TYPE  
Type 1    
   
   
SIGN  
Input     
DIFF_SIGN  
Derivative     
 
SM2_TYPE  
Type 2    
   
   
SIGN  
Input     
DIFF_SIGN  
Derivative     
 
SM1_ADRESS  
Address 1    
   
   
P1  
.     
P2  
.     
P3  
Force     
P4  
.     
P5  
.     
P6  
.     
P7  
.     
P8  
.     
PULSE  
.     
DURATION  
.     
COUNT  
.     
DISTANCE  
.     
 
SM2_ADRESS  
Address 2    
   
   
P1  
.     
P2  
.     
P3  
Force     
P4  
.     
P5  
.     
P6  
.     
P7  
.     
P8  
.     
PULSE  
.     
DURATION  
.     
COUNT  
.     
DISTANCE  
.     
 
SPEC_TRANSF  
Switch    
   
   
NO  
Off     
YES  
On     
 
AN_OUT_SWITCH  
Switch    
   
   
NO  
Off     
YES  
On     
 
OUT_HS5A_SWITCH  
Switch 5A    
   
   
NO  
Off     
YES  
On     
 
OUT_HS5B_SWITCH  
Switch 5B    
   
   
NO  
Off     
YES  
On     
 
AN_OUT_TYPE  
Mode    
   
   
CONST  
Constant     
S_WAVE  
Square Wave     
SINUS  
Sine Wave     
F_RAMP  
Frequency Ramp     
PLAY_BUF  
Playback Buffer     
 
DIG_OUT3_TYPE  
Dig. 3    
   
   
LOW  
Low     
HIGH  
High     
X  
N.C.     
 
DIG_OUT4_TYPE  
Dig. 4    
   
  
LOW  
Low     
HIGH  
High     
X  
No Change     
 
HS_OUT5A_TYPE  
Mode 5A    
   
   
LOW  
Low     
HIGH  
High     
X  
N.C.     
W  
Square Wave     
 
HS_OUT5B_TYPE  
Mode 5B    
   
  
LOW  
Low     
HIGH  
High     
X  
N.C.     
W  
Square Wave     
 
TRIGGER_SWITCH  
Switch    
   
   
NO  
Off     
YES  
On     
 
TRIG_LOGIC  
Logic Conditions    
   
   
TG1  
#1 Only     
TG2  
#2 Only     
OR  
#1 OR #2     
AND  
#1 AND #2     
 
TRIG1_MODE  
Mode 1    
   
   
HIGH_L  
Above High     
LOW_L  
From High To Low     
HIGH_H  
From Low To High       
LOW_H  
Below Low     
IN_WINDOW  
Inside Window     
OUT_WINDOW  
Outside Window     
POSITIVE  
From 0 to 1     
NEGATIVE  
From 1 to 0     
 
TRIG2_MODE  
Mode 2    
   
   
HIGH_L  
Above High     
LOW_L  
From High To Low     
HIGH_H  
From Low To High       
LOW_H  
Below Low     
IN_WINDOW  
Inside Window     
OUT_WINDOW  
Outside Window     
POSITIVE  
From 0 to 1     
NEGATIVE  
From 1 to 0     
 
TRIG1_ADRESS  
Address 1    
   
   
NONE  
None     
AP1  
.     
AP2  
.     
AP3  
Force     
AP4  
.     
AP5  
.     
AP6  
.     
AP7  
.     
AP8  
.     
DP1  
.     
DP2  
.     
 
TRIG2_ADRESS  
Address 2    
   
   
NONE  
None     
AP1  
.     
AP2  
.     
AP3  
Force     
AP4  
.     
AP5  
.     
AP6  
.     
AP7  
.     
AP8  
.     
DP1  
.     
DP2  
.     
 
CALIBR_ADRESS  
Address    
   
   
P1  
.     
P2  
.     
P3  
Force     
P4  
.     
P5  
.     
P6  
.     
P7  
.     
P8  
.     
PLS  
.     
DUR  
.     
CNT  
.     
 
LED1_S  
LED 1    
   
  
OFF  
Off     
ON  
On     
BLINK  
Blink     
NO_CH  
No Change     
 
LED2_S  
LED 2    
   
   
OFF  
Off     
ON  
On     
BLINK  
Blink     
NO_CH  
No Change     
 
LED3_S  
LED 3    
   
   
OFF  
Off     
ON  
On     
BLINK  
Blink     
NO_CH  
No Change     
 
LED4_S  
LED 4    
   
   
OFF  
Off     
ON  
On     
BLINK  
Blink     
NO_CH  
No Change     
 
LED5_S  
LED 5    
   
   
OFF  
Off     
ON  
On     
BLINK  
Blink     
NO_CH  
No Change     
 
AUTO_RECOG  
Auto Recognition Switch    
   
   
NO  
Off     
YES  
On     
 
MIMI_MODE  
Mimi/MBL    
   
   
NO  
MBL     
YES  
Mimi     
 
BAUD  
Baud Rate    
   
 	 
B300  
300     
B600  
600     
B1200  
1200     
B1800  
1800     
B2400  
2400     
B3600  
3600     
B4800  
4800     
B7200  
7200     
B9600  
9600     
B19200  
19200     
B38400  
38400     
B57600  
57600     
 
BEGIN_EXP  
Begin    
   
   
IMMED  
Immediately     
TIMED  
Timed     
 COutputVar 
TIME  
Time     
 
og2  
Raw Data    
 
RAW_1A  
. .     
 
RAW_1B  
. .     
 
RAW_1C  
Force Force     
 
RAW_2A  
. .     
 
RAW_2B  
. .     
 
RAW_2C  
. .     
 
RAW_3  
. .     
 
RAW_4  
. .     
 
RAW_PERIOD  
. .     
 
RAW_DURATION  
. .     
 
RAW_COUNT  
. .     
 
RAW_DISTANCE  
. .     
 
og3  
Calibrated Data    
 
CAL_1A  
. .     
 
CAL_1B  
. .     
 
CAL_1C  
Force Force     
 
CAL_2A  
. .     
 
CAL_2B  
. .     
 
CAL_2C  
. .     
 
CAL_3  
. .     
 
CAL_4  
. .     
 
CAL_PERIOD  
. .     
 
CAL_DURATION  
. .     
 
CAL_COUNT  
. .     
 
CAL_DISTANCE  
. .     
 
og4  
Minimum Data Value    
 
MIN_1A  
. .     
 
MIN_1B  
. .     
 
MIN_1C  
Force Force     
 
MIN_2A  
. .     
 
MIN_2B  
. .     
 
MIN_2C  
. .     
 
MIN_3  
. .     
 
MIN_4  
. .     
 
MIN_PERIOD  
. .     
 
MIN_DURATION  
. .     
 
MIN_COUNT  
. .     
 
MIN_DISTANCE  
. .     
 
og5  
Maximum Data Value    
 
MAX_1A  
. .     
 
MAX_1B  
. .     
 
MAX_1C  
Force Force     
 
MAX_2A  
. .     
 
MAX_2B  
. .     
 
MAX_2C  
. .     
 
MAX_3  
. .     
 
MAX_4  
. .     
 
MAX_PERIOD  
. .     
 
MAX_DURATION  
. .     
 
MAX_COUNT  
. .     
 
MAX_DISTANCE  
. .     
 
og6  
Average Data Value    
 
AV_1A  
. .     
 
AV_1B  
. .     
 
AV_1C  
Force Force     
 
AV_2A  
. .     
 
AV_2B  
. .     
 
AV_2C  
. .     
 
AV_3  
. .     
 
AV_4  
. .     
 
AV_PERIOD  
. .     
 
AV_DURATION  
. .     
 
AV_COUNT  
. .     
 
AV_DISTANCE  
. .     
 
og7  
Smoothed Data    
 
SM1  
Smoothed 1     
 
SM2  
Smoothed 2     
 
og8  
Derivative    
 
DERIVATIVE_1A  
. .     
 
DERIVATIVE_1B  
. .     
 
DERIVATIVE_1C  
Force Force     
 
DERIVATIVE_2A  
. .     
 
DERIVATIVE_2B  
. .     
 
DERIVATIVE_2C  
. .     
 
DERIVATIVE_3  
. .     
 
DERIVATIVE_4  
. .     
 
DERIVATIVE_PULS  
. .     
 
DERIVATIVE_DUR  
. .     
 
DERIVATIVE_COUNT  
. .     
 
DERIVATIVE_DIST  
. .     
 
og9  
Integral    
 
INTEGRAL_1A  
. .     
 
INTEGRAL_1B  
. .     
 
INTEGRAL_1C  
Force Force     
 
INTEGRAL_2A  
. .     
 
INTEGRAL_2B  
. .     
 
INTEGRAL_2C  
. .     
 
INTEGRAL_3  
. .     
 
INTEGRAL_4  
. .     
 
INTEGRAL_PULS  
. .     
 
INTEGRAL_DUR  
. .     
 
INTEGRAL_COUNT  
. .     
 
og10  
Data Bank Output    
 
BANK1  
Bank 1     
 
BANK2  
Bank 2     
 
og11  
FFT    
 
FFT  
FFT Data     
 
FFT_FREQ  
Frequency     
 
FILTER  
Filter Data     
 
FILTER_TIME  
Filter Time     
 
og12  
Current Calibration Values   
 
GET_RAW  
Raw Value     
 
GET_CAL  
Calibrated Value     
 
og13  
Digital Input Signal    
 
DIG3  
Input 3     
 
DIG4  
Input 4     
 
og14  
Smart Clock    
 
CLOCK_STATUS  
Status     
 
SC_TIME  
Time     
 
og15  
Mimi IDs   
 
MIMI_PROBE1_ID  
1     
 
MIMI_PROBE2_ID  
2     
 
og16  
CheckSum   
 
CHECKSUM1  
Byte 1     
 
CHECKSUM2  
Byte 2     
 
SV_  
Software Version   
 
MBL_VERS_MS  
MS     
 
MBL_VERS_LS  
LS     
 
MV_MONTH  
Month     
 
MV_DAY  
Day     
 
MV_YEAR  
Year     
 
og18  
Miscellaneous   
 
MBL_STATUS  
MBL Status     
 
TEST  
Internal Test     
 CEventVar 
INVALID  
Data Out of Range    
 
DATA_FREEZ  
Communication Error    
 
rg1  
Set Input Operation    
 CReactionVar 
ANALOG_IN  
Analog Only    
 
DIGITAL_IN  
Digital  Only    
 
AN_DIG  
Analog & Digital    
 
PULSE_TIME  
Pulse Time    
 
PULSE_COUNT  
Pulse Count    
 
SONAR_RANGER  
Sonic Ranger    
 
SONAR_AN_DIG  
Sonic Ranger & Analog & Digital    
 
rg2  
Set P3    
 
P3_O_5  
1C to 0-5 V    
 
P3_FAR  
1C to High Amp.    
 
P3_NEAR  
1C to Low Amp.    
 
P3_CURRENT  
1C to Current    
 
rg3  
Set P6    
 
P6_O_5  
2C to 0-5 V    
 
P6_FAR  
2C to High Amp.    
 
P6_NEAR  
2C to Low Amp.    
 
P6_CURRENT  
2C to Current    
 
rg4  
Set P8    
 
P8_O_5  
4 to 0-5 V    
 
P8_O_1  
4 to 0-1 V    
 
rg5  
Set Buffer Mode    
 
RING  
Type - Ring    
 
BURST  
Type - Burst    
 
FLASH  
Type - Flash    
 
rg6  
Set Input Data    
 
BYTE  
8 Bits    
 
WORD  
10 Bits    
 
rg7  
Set Smooth 1    
 
INPUT_1  
Input Signal 1    
 
DIFF_1  
Derivative 1    
 
rg8  
Set Smooth 2    
 
INPUT_2  
Input Signal 2    
 
DIFF_2  
Derivative 2    
 
rg9  
Analog Output    
 
ANALOG_OUT_YES  
On    
 
ANALOG_OUT_NO  
Off    
 
rg10  
Set Analog Output    
 
CONSTANT  
Constant    
 
SQUARE  
Square Wave    
 
SINE  
Sine Wave    
 
RAMP  
Frequency Ramp    
 
PLAY_BUFFER  
Playback Buffer    
 
rg11  
H.S. Output #1    
 
HS_OUTPUT1_YES  
On    
 
HS_OUTPUT1_NO  
Off    
 
rg12  
Set H.S. Output #1    
 
HS_OUTPUT1_H  
High    
 
HS_OUTPUT1_L  
Low    
 
HS_OUTPUT1_S  
Square Wave    
 
rg13  
H.S. Output #2    
 
HS_OUTPUT2_YES  
On    
 
HS_OUTPUT2_NO  
Off    
 
rg14  
Set H.S. Output #2    
 
HS_OUTPUT2_H  
High    
 
HS_OUTPUT2_L  
Low    
 
HS_OUTPUT2_S  
Square Wave    
 
rg15  
Set Logical Condition    
 
TRIGG_1_ONLY  
1 Only    
 
TRIGG_2_ONLY  
2 Only    
 
TRIGG_OR  
1 or 2    
 
TRIGG_AND  
1 and 2    
 
rg16  
Set  Trigger #1    
 
TR_1_A_H  
Above High    
 
TR_1_B_L  
Below Low    
 
TR_1_L_H  
Low to High    
 
TR_1_H_L  
High to Low    
 
TR_1_I_W  
Inside Window    
 
TR_1_O_W  
Outside Window    
 
TR_1_D_0_1  
From 0 to 1    
 
TR_1_D_1_0  
From 1 to 0    
 
rg17  
Set Trigger #2    
 
TR_2_A_H  
Above High    
 
TR_2_B_L  
Below Low    
 
TR_2_L_H  
Low to High    
 
TR_2_H_L  
High to Low    
 
TR_2_I_W  
Inside Window    
 
TR_2_O_W  
Outside Window    
 
TR_2_D_0_1  
From 0 to 1    
 
TR_2_D_1_0  
From 1 to 0    
 
rg18  
Set Mimi/MBL    
 
MIMI  
Mimi    
 
MBL  
MBL    
 
FLUSH_BUF  
Clear    
 
CLEAR_US_BUFFER  
Clear    
 
rg21  
Calibration    
 
SET_CALIBR  
Set    
 
GET_CALIBR  
Get    
 
SAVE_CALIBR  
Save    
 
rg22  
Get Information     
 
MBL_STATUS  
Status    
 
CHECKSUM  
CheckSum    
 
MBL_VER  
MBL Version    
 
MIMI_IDS  
IDs    
 
TEST  
Operate Built-in Test    
 
rg25  
Operate Smart Clock    
 
GO  
Start    
 
STOP  
Stop    
 
LAP  
Request Lap Time    
 
rg26  
M.B.L. Buff. (Save/Load) ...    
 
SAVE_FILE  
Save    
 
GET_FILE  
Load    
 
rg27  
User Buff. (Save/Load) ...    
 
SAVE_US_FILE  
Save    
 
GET_US_FILE  
Load    
 
STOP_INPUT  
Stop Data Collection    
 
rg29  
Change Port    
 
PORT_MODEM  
Modem Port    
 
PORT_PRINTER  
Printer Port    
 
rg30  
Show/Hide Controls    
 
SHOW_CONT  
Show    
 
HIDE_CONT  
Hide    
 
RESET_MBL  
Reset MBL    
 CToolVar 
ARROW  
Arrow    
 
TRIGGER  
Trigger    
 
BUFFER  
Buffer    
 
FFT  
FFT      	CModelDoc 
   Model Window 9'n
  	
   
d&e    d   
CBtnVar 
OPEN_MODEL_WINDOW   

CLOSE_SPECIFICATIONS_WINDOW   

BUTTON   CSample 
  
TIME    
TIME      
  
CAL_1C    
CAL_1C       
^ -t    
 E$   
CWorkWindowDoc 
   Force    
  
   CNumericInput 
 CItemEnvironment Helv  

           R Vk
    
  
  
%0.2f  
INTERVAL   CWWItemButton 
 Helv  

      B"B
    	
   Open Model Window 
OPEN_MODEL_WINDOW 
 CSetWindowReaction 
       
  *}    CAlphaDisplay 
 Helv  

          0 o 
    
    
%8.2f  
CAL_1C   CWWItemText 
 Helv  

           Z m
    	
   (s)  
 Helv  

           ZZ n
    	
   Sampling Interval  
 Helv  

           t> P
    	
   Time  
 Helv 
          \ * 
   
 	
   Start SpreadSheet Sampling 
BUTTON 
 CStartSimReaction  
 CSampleReaction 
      CGraphDisplay 
 Helv  

            &
  
 
 
  CGraphLine 
   CUserExpression 
CAL_1C    
-100   100    0   2     
    Helv  

            

   Probe Specifications   9
   
   
 Helv  

        2
Z
    	
   Done 
CLOSE_SPECIFICATIONS_WINDOW 
 
       
   '  
 
       
      
 Helv  

         E 
    	
   Sonar Ranger  
 Helv  

         f D  V
    	
   Range/Units:  
 Helv  

         f   
    	
   Typical Sampling Interval:  
 Helv  

         h  
    	
   Notes:  
 Helv  

           B 
    	
   0.4 to 10 meters

  
 Helv  

             
    	
   0.1 s  
 Helv  

            ,
    	
   ZHigh speed input/output device, values given in meters.
Don't forget to switch on the box! Helv  

            CSpreadDoc 
   Spreadsheet @ /V 
  
         .  .  .  .  .  .  .  .  . 	 . 
 .  .  . 
 .  .  .  .  .  .  .  .  .  .  .  .  .  .  .  .  .  .  .   . ! . " . # . $ . % . & . ' . ( . ) . * . + . , . - . . . / . 0 . 1 . Helv  
               CSpreadTextCell 
    TIME   
    CAL_1C   CSpreadFormulaCell 
     4   
    0.4   
    0.0303594   
     5   
    0.5   
    0.0622266   
     6   
    0.6   
    0.0813469   
     7   
    0.7   
    0.0877203   
     8   
    0.8   
    0.202442   
     9   
    0.9   
    0.285297   
   	  10   
  	  1   
  	  0.227936   
   
  11   
  
  1.1   
  
  0.202442   
     12   
    1.2   
    0.266176   
     13   
    1.3   
    0.317164   
   
  14   
  
  1.4   
  
  0.489246   
     15   
    1.5   
    0.489246   
     16   
    1.6   
    0.444632   
     17   
    1.7   
    0.559354   
     18   
    1.8   
    0.572101   
     19   
    1.9   
    0.623088   
     20   
    2   
    0.53386   
     21   
    2.1   
    0.661329   
     22   
    2.2   
    0.508366   
     23   
    2.3   
    0.661329   
     24   
    2.4   
    0.77605   
     25   
    2.5   
    0.444632   
     26   
    2.6   
    0.820664   
     27   
    2.7   
    0.661329   
     28   
    2.8   
    0.29167   
     29   
    2.9   
    0.897145   
     30   
    3   
    0.967253   
     31   
    3.1   
    0.521113   
     32   
    3.2   
    0.916266   
      33   
     3.3   
     1.06504   
   !  34   
  !  3.4   
  !  0.559354   
   "  35   
  "  3.5   
  "  0.183322   
   #  36   
  #  3.6   
  #  0.438259   
   $  37   
  $  3.7   
  $  0.922639   
   %  38   
  %  3.8   
  %  0.705943   
   &  39   
  &  3.9   
  &  0.482873   
   '  40   
  '  4   
  '  0.788797   
   (  41   
  (  4.1   
  (  0.686822   
   )  42   
  )  4.2   
  )  0.763303   
   *  43   
  *  4.3   
  *  0.635835   
   +  44   
  +  4.4   
  +  0.49562   
   ,  45   
  ,  4.5   
  ,  0.782424   
   -  46   
  -  4.6   
  -  0.967253   
   .  47   
  .  4.7   
  .  0.814291   
   /  48   
  /  4.8   
  /  0.833411   
   0  49   
  0  4.9   
  0  0.909892   
   1  50   
  1  5   
  1  1.0043   
   2  51   
  2  5.1   
  2  0.712316   
   3  52   
  3  5.2   
  3  0.55298   
   4  53   
  4  5.3   
  4  0.648582   
   5  54   
  5  5.4   
  5  0.782424   
   6  55   
  6  5.5   
  6  0.680449   
   7  56   
  7  5.6   
  7  0.661329   
   8  57   
  8  5.7   
  8  0.750557   
   9  58   
  9  5.8   
  9  0.763303   
   :  59   
  :  5.9   
  :  0.725063   
   ;  60   
  ;  6   
  ;  0.948133   
   <  61   
  <  6.1   
  <  0.648582   
   =  62   
  =  6.2   
  =  0.623088   
   >  63   
  >  6.3   
  >  0.635835   
   ?  64   
  ?  6.4   
  ?  0.635835   
   @  65   
  @  6.5   
  @  0.584848   
   A  66   
  A  6.6   
  A  0.591221   
   B  67   
  B  6.7   
  B  0.686822   
   C  68   
  C  6.8   
  C  0.750557   
   D  69   
  D  6.9   
  D  0.750557   
   E  70   
  E  7   
  E  0.750557   
   F  71   
  F  7.1   
  F  0.712316   
   G  72   
  G  7.2   
  G  0.686822   
   H  73   
  H  7.3   
  H  0.763303   
   I  74   
  I  7.4   
  I  0.744183   
   J  75   
  J  7.5   
  J  0.731436   
   K  76   
  K  7.6   
  K  0.763303   
   L  77   
  L  7.7   
  L  0.725063   
   M  78   
  M  7.8   
  M  0.725063   
   N  79   
  N  7.9   
  N  0.750557   
   O  80   
  O  8   
  O  0.686822   
   P  81   
  P  8.1   
  P  0.648582   
   Q  82   
  Q  8.2   
  Q  0.712316   
   R  83   
  R  8.3   
  R  0.686822   
   S  84   
  S  8.4   
  S  0.686822   
   T  85   
  T  8.5   
  T  0.699569   
   U  86   
  U  8.6   
  U  0.616715   
   V  87   
  V  8.7   
  V  0.699569   
   W  88   
  W  8.8   
  W  0.648582   
   X  89   
  X  8.9   
  X  0.667702   
   Y  90   
  Y  9   
  Y  0.661329   
   Z  91   
  Z  9.1   
  Z  0.648582   
   [  92   
  [  9.2   
  [  0.674076   
   \  93   
  \  9.3   
  \  0.661329   
   ]  94   
  ]  9.4   
  ]  0.648582   
   ^  95   
  ^  9.5   
  ^  0.667702   
   _  96   
  _  9.6   
  _  0.642208   
   `  97   
  `  9.7   
  `  0.674076   
   a  98   
  a  9.8   
  a  0.642208   
   b  99   
  b  9.9   
  b  0.674076   
   c  100   
  c  10   
  c  0.642208   
   d  101   
  d  10.1   
  d  0.642208   
   e  102   
  e  10.2   
  e  0.648582   
   f  103   
  f  10.3   
  f  0.642208   
   g  104   
  g  10.4   
  g  0.648582   
   h  105   
  h  10.5   
  h  0.654955   
   i  106   
  i  10.6   
  i  0.661329   
   j  107   
  j  10.7   
  j  0.661329   
   k  108   
  k  10.8   
  k  0.654955   
   l  109   
  l  10.9   
  l  0.654955   
   m  110   
  m  11   
  m  0.642208   
   n  111   
  n  11.1   
  n  0.667702   
   o  112   
  o  11.2   
  o  0.680449   
   p  113   
  p  11.3   
  p  0.699569   
   q  114   
  q  11.4   
  q  0.635835   
   r  115   
  r  11.5   
  r  0.680449   
   s  116   
  s  11.6   
  s  0.686822   
   t  117   
  t  11.7   
  t  0.654955   
   u  118   
  u  11.8   
  u  0.744183   
   v  119   
  v  11.9   
  v  0.725063   
   w  120   
  w  12   
  w  0.827038   
   x  121   
  x  12.1   
  x  0.51474   
   y  122   
  y  12.2   
  y  0.648582   
   z  123   
  z  12.3   
  z  0.98405   
   {  124   
  {  12.4   
  {  0.451006   
   |  125   
  |  12.5   
  |  0.387271   
   }  126   
  }  12.6   
  }  1.00227   
   ~  127   
  ~  12.7   
  ~  0.540234   
     128   
    12.8   
    0.623088   
     129   
    12.9   
    1.05087   
     130   
    13   
    0.795171   
     131   
    13.1   
    0.878025   
     132   
    13.2   
    0.865278   
     133   
    13.3   
    0.693196   
     134   
    13.4   
    0.833411   
     135   
    13.5   
    1.03467   
     136   
    13.6   
    0.871652   
     137   
    13.7   
    0.489246   
     138   
    13.8   
    0.903519   
     139   
    13.9   
    1.01442   
     140   
    14   
    0.591221   
     141   
    14.1   
    0.77605   
     142   
    14.2   
    1.04074   
     143   
    14.3   
    1.00025   
     144   
    14.4   
    0.53386   
     145   
    14.5   
    0.623088   
     146   
    14.6   
    1.05492   
     147   
    14.7   
    0.897145   
     148   
    14.8   
    0.878025   
     149   
    14.9   
    1.07112   
     150   
    15   
    0.71869   
     151   
    15.1   
    0.470126   
     152   
    15.2   
    1.01442   
     153   
    15.3   
    0.871652   
     154   
    15.4   
    0.654955   
     155   
    15.5   
    0.75693   
     156   
    15.6   
    0.674076   
     157   
    15.7   
    0.578474   
     158   
    15.8   
    0.833411   
     159   
    15.9   
    0.584848   
     160   
    16   
    0.597594   
     161   
    16.1   
    0.565727   
     162   
    16.2   
    0.521113   
     163   
    16.3   
    0.616715   
     164   
    16.4   
    0.527487   
     165   
    16.5   
    0.53386   
     166   
    16.6   
    0.884399   
     167   
    16.7   
    0.49562   
     168   
    16.8   
    0.527487   
     169   
    16.9   
    0.584848   
     170   
    17   
    0.642208   
     171   
    17.1   
    0.521113   
     172   
    17.2   
    0.51474   
     173   
    17.3   
    0.521113   
     174   
    17.4   
    0.51474   
     175   
    17.5   
    0.508366   
     176   
    17.6   
    0.546607   
     177   
    17.7   
    0.540234   
     178   
    17.8   
    0.559354   
     179   
    17.9   
    0.540234   
     180   
    18   
    0.546607   
     181   
    18.1   
    0.546607   
     182   
    18.2   
    0.559354   
     183   
    18.3   
    0.527487   
     184   
    18.4   
    0.521113   
     185   
    18.5   
    0.559354   
     186   
    18.6   
    0.546607   
     187   
    18.7   
    0.559354   
     188   
    18.8   
    0.572101   
     189   
    18.9   
    0.565727   
     190   
    19   
    0.572101   
     191   
    19.1   
    0.565727   
     192   
    19.2   
    0.565727   
     193   
    19.3   
    0.597594   
     194   
    19.4   
    0.572101   
     195   
    19.5   
    0.572101   
     196   
    19.6   
    0.578474   
     197   
    19.7   
    0.572101   
     198   
    19.8   
    0.572101   
     199   
    19.9   
    0.578474   
     200   
    20   
    0.578474   
     201   
    20.1   
    0.584848   
     202   
    20.2   
    0.597594   
     203   
    20.3   
    0.591221   
     204   
    20.4   
    0.578474   
     205   
    20.5   
    0.572101   
     206   
    20.6   
    0.578474   
     207   
    20.7   
    0.565727   
     208   
    20.8   
    0.648582   
     209   
    20.9   
    0.858905   
     210   
    21   
    0.973627   
     211   
    21.1   
    0.642208   
     212   
    21.2   
    1.09946   
     213   
    21.3   
    0.890772   
     214   
    21.4   
    0.731436   
     215   
    21.5   
    0.865278   
     216   
    21.6   
    0.572101   
     217   
    21.7   
    1.03062   
     218   
    21.8   
    1.09946   
     219   
    21.9   
    0.591221   
     220   
    22   
    0.686822   
     221   
    22.1   
    0.623088   
     222   
    22.2   
    0.572101   
     223   
    22.3   
    0.839785   
     224   
    22.4   
    0.712316   
     225   
    22.5   
    0.53386   
     226   
    22.6   
    0.572101   
     227   
    22.7   
    0.699569   
     228   
    22.8   
    0.661329   
     229   
    22.9   
    0.667702   
     230   
    23   
    0.763303   
     231   
    23.1   
    0.597594   
     232   
    23.2   
    0.648582   
     233   
    23.3   
    0.871652   
     234   
    23.4   
    0.55298   
     235   
    23.5   
    0.610341   
     236   
    23.6   
    0.897145   
     237   
    23.7   
    0.795171   
     238   
    23.8   
    0.680449   
     239   
    23.9   
    0.769677   
     240   
    24   
    0.852531   
     241   
    24.1   
    1.04479   
     242   
    24.2   
    0.769677   
     243   
    24.3   
    0.355404   
     244   
    24.4   
    0.897145   
     245   
    24.5   
    0.935386   
     246   
    24.6   
    0.795171   
     247   
    24.7   
    0.782424   
     248   
    24.8   
    0.680449   
     249   
    24.9   
    0.699569   
     250   
    25   
    0.693196   
     251   
    25.1   
    0.629462   
     252   
    25.2   
    0.642208   
     253   
    25.3   
    0.699569   
     254   
    25.4   
    0.744183   
     255   
    25.5   
    0.73781   
     256   
    25.6   
    0.693196   
     257   
    25.7   
    0.693196   
    258   
   25.8   
   0.693196   
    259   
   25.9   
   0.712316   
    260   
   26   
   0.73781   
    261   
   26.1   
   0.712316   
    262   
   26.2   
   0.693196   
    263   
   26.3   
   0.712316   
    264   
   26.4   
   0.725063   
    265   
   26.5   
   0.725063   
  	  266   
 	  26.6   
 	  0.712316   
  
  267   
 
  26.7   
 
  0.693196   
    268   
   26.8   
   0.705943   
    269   
   26.9   
   0.71869   
  
  270   
 
  27   
 
  0.725063   
    271   
   27.1   
   0.699569   
    272   
   27.2   
   0.705943   
    273   
   27.3   
   0.699569   
    274   
   27.4   
   0.731436   
    275   
   27.5   
   0.795171   
    276   
   27.6   
   1.01847   
    277   
   27.7   
   0.565727   
    278   
   27.8   
   0.55298   
    279   
   27.9   
   0.916266   
    280   
   28   
   0.839785   
    281   
   28.1   
   0.744183   
    282   
   28.2   
   0.820664   
    283   
   28.3   
   0.750557   
    284   
   28.4   
   0.750557   
    285   
   28.5   
   0.916266   
    286   
   28.6   
   0.871652   
    287   
   28.7   
   0.763303   
    288   
   28.8   
   0.744183   
     289   
    28.9   
    0.725063   
  !  290   
 !  29   
 !  0.795171   
  "  291   
 "  29.1   
 "  0.680449   
  #  292   
 #  29.2   
 #  0.75693   
  $  293   
 $  29.3   
 $  0.884399   
  %  294   
 %  29.4   
 %  0.680449   
  &  295   
 &  29.5   
 &  0.680449   
  '  296   
 '  29.6   
 '  0.903519   
  (  297   
 (  29.7   
 (  0.814291   
  )  298   
 )  29.8   
 )  0.693196   
  *  299   
 *  29.9   
 *  0.610341   
  +  300   
 +  30   
 +  0.610341   
  ,  301   
 ,  30.1   
 ,  0.610341   
  -  302   
 -  30.2   
 -  0.470126   
  .  303   
 .  30.3   
 .  0.967253   
  /  304   
 /  30.4   
 /  0.858905   
  0  305   
 0  30.5   
 0  0.521113   
  1  306   
 1  30.6   
 1  0.489246   
  2  307   
 2  30.7   
 2  0.463752   
  3  308   
 3  30.8   
 3  0.482873   
  4  309   
 4  30.9   
 4  0.451006   
  5  310   
 5  31   
 5  0.470126   
  6  311   
 6  31.1   
 6  0.374524   
  7  312   
 7  31.2   
 7  0.578474   
  8  313   
 8  31.3   
 8  0.482873   
  9  314   
 9  31.4   
 9  0.463752   
  :  315   
 :  31.5   
 :  0.489246   
  ;  316   
 ;  31.6   
 ;  0.559354   
  <  317   
 <  31.7   
 <  0.32991   
  =  318   
 =  31.8   
 =  0.49562   
  >  319   
 >  31.9   
 >  0.476499   
  ?  320   
 ?  32   
 ?  0.470126   
  @  321   
 @  32.1   
 @  0.501993   
  A  322   
 A  32.2   
 A  0.489246   
  B  323   
 B  32.3   
 B  0.508366   
  C  324   
 C  32.4   
 C  0.489246   
  D  325   
 D  32.5   
 D  0.489246   
  E  326   
 E  32.6   
 E  0.508366   
  F  327   
 F  32.7   
 F  0.49562   
  G  328   
 G  32.8   
 G  0.501993   
  H  329   
 H  32.9   
 H  0.49562   
  I  330   
 I  33   
 I  0.482873   
  J  331   
 J  33.1   
 J  0.463752   
  K  332   
 K  33.2   
 K  0.470126   
  L  333   
 L  33.3   
 L  0.482873   
  M  334   
 M  33.4   
 M  0.489246   
  N  335   
 N  33.5   
 N  0.482873   
  O  336   
 O  33.6   
 O  0.482873   
  P  337   
 P  33.7   
 P  0.489246   
  Q  338   
 Q  33.8   
 Q  0.489246   
  R  339   
 R  33.9   
 R  0.489246   
  S  340   
 S  34   
 S  0.482873   
  T  341   
 T  34.1   
 T  0.482873   
  U  342   
 U  34.2   
 U  0.489246   
  V  343   
 V  34.3   
 V  0.476499   
  W  344   
 W  34.4   
 W  0.489246   
  X  345   
 X  34.5   
 X  0.482873   
  Y  346   
 Y  34.6   
 Y  0.489246   
  Z  347   
 Z  34.7   
 Z  0.584848   
  [  348   
 [  34.8   
 [  0.438259   
  \  349   
 \  34.9   
 \  0.686822   
  ]  350   
 ]  35   
 ]  0.693196   
  ^  351   
 ^  35.1   
 ^  0.693196   
  _  352   
 _  35.2   
 _  0.540234   
  `  353   
 `  35.3   
 `  0.508366   
  a  354   
 a  35.4   
 a  0.603968   
  b  355   
 b  35.5   
 b  0.654955   
  c  356   
 c  35.6   
 c  0.597594   
  d  357   
 d  35.7   
 d  0.686822   
  e  358   
 e  35.8   
 e  0.712316   
  f  359   
 f  35.9   
 f  0.584848   
  g  360   
 g  36   
 g  0.693196   
  h  361   
 h  36.1   
 h  0.897145   
  i  362   
 i  36.2   
 i  0.871652   
  j  363   
 j  36.3   
 j  0.807917   
  k  364   
 k  36.4   
 k  0.916266   
  l  365   
 l  36.5   
 l  1.02657   
  m  366   
 m  36.6   
 m  1.05897   
  n  367   
 n  36.7   
 n  0.897145   
  o  368   
 o  36.8   
 o  1.06099   
  p  369   
 p  36.9   
 p  1.12983   
  q  370   
 q  37   
 q  0.871652   
  r  371   
 r  37.1   
 r  0.572101   
  s  372   
 s  37.2   
 s  0.476499   
  t  373   
 t  37.3   
 t  0.610341   
  u  374   
 u  37.4   
 u  0.814291   
  v  375   
 v  37.5   
 v  0.55298   
  w  376   
 w  37.6   
 w  0.584848   
  x  377   
 x  37.7   
 x  0.744183   
  y  378   
 y  37.8   
 y  0.591221   
  z  379   
 z  37.9   
 z  0.546607   
  {  380   
 {  38   
 {  0.457379   
  |  381   
 |  38.1   
 |  0.597594   
  }  382   
 }  38.2   
 }  0.890772   
  ~  383   
 ~  38.3   
 ~  0.661329   
    384   
   38.4   
   0.814291   
    385   
   38.5   
   0.941759   
    386   
   38.6   
   0.897145   
    387   
   38.7   
   0.871652   
    388   
   38.8   
   0.890772   
    389   
   38.9   
   0.967253   
    390   
   39   
   0.973627   
    391   
   39.1   
   1.04277   
    392   
   39.2   
   1.0205   
    393   
   39.3   
   1.0124   
    394   
   39.4   
   1.05694   
    395   
   39.5   
   1.05289   
    396   
   39.6   
   1.0286   
    397   
   39.7   
   1.0286   
    398   
   39.8   
   1.02657   
    399   
   39.9   
   1.03872   
    400   
   40   
   1.04277   
    401   
   40.1   
   0.839785   
    402   
   40.2   
   0.470126   
    403   
   40.3   
   0.661329   
    404   
   40.4   
   0.661329   
    405   
   40.5   
   0.603968   
    406   
   40.6   
   0.584848   
    407   
   40.7   
   0.53386   
    408   
   40.8   
   0.431885   
    409   
   40.9   
   0.380898   
    410   
   41   
   0.642208   
    411   
   41.1   
   0.49562   
    412   
   41.2   
   0.49562   
    413   
   41.3   
   0.527487   
    414   
   41.4   
   0.508366   
    415   
   41.5   
   0.71869   
    416   
   41.6   
   0.457379   
    417   
   41.7   
   0.559354   
    418   
   41.8   
   0.565727   
    419   
   41.9   
   0.559354   
    420   
   42   
   0.565727   
    421   
   42.1   
   0.546607   
    422   
   42.2   
   0.546607   
    423   
   42.3   
   0.610341   
    424   
   42.4   
   0.610341   
    425   
   42.5   
   0.603968   
    426   
   42.6   
   0.584848   
    427   
   42.7   
   0.578474   
    428   
   42.8   
   0.597594   
    429   
   42.9   
   0.603968   
    430   
   43   
   0.603968   
    431   
   43.1   
   0.521113   
    432   
   43.2   
   0.508366   
    433   
   43.3   
   0.77605   
    434   
   43.4   
   0.795171   
    435   
   43.5   
   0.565727   
    436   
   43.6   
   0.521113   
    437   
   43.7   
   0.712316   
    438   
   43.8   
   0.744183   
    439   
   43.9   
   0.610341   
    440   
   44   
   0.457379   
    441   
   44.1   
   0.508366   
    442   
   44.2   
   0.578474   
    443   
   44.3   
   0.623088   
    444   
   44.4   
   0.731436   
    445   
   44.5   
   0.865278   
    446   
   44.6   
   0.814291   
    447   
   44.7   
   0.667702   
    448   
   44.8   
   0.763303   
    449   
   44.9   
   0.948133   
    450   
   45   
   0.578474   
    451   
   45.1   
   0.603968   
    452   
   45.2   
   0.629462   
    453   
   45.3   
   0.635835   
    454   
   45.4   
   0.616715   
    455   
   45.5   
   0.725063   
    456   
   45.6   
   0.642208   
    457   
   45.7   
   0.53386   
    458   
   45.8   
   0.616715   
    459   
   45.9   
   0.712316   
    460   
   46   
   0.527487   
    461   
   46.1   
   0.661329   
    462   
   46.2   
   0.610341   
    463   
   46.3   
   0.648582   
    464   
   46.4   
   0.954506   
    465   
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   0.996198   
    466   
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   0.865278   
    467   
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   0.699569   
    468   
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    469   
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   1.03467   
    470   
   47   
   1.0043   
    471   
   47.1   
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    472   
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    473   
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   0.457379   
    474   
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    475   
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    476   
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    477   
   47.7   
   1.13793   
    478   
   47.8   
   1.10351   
    479   
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    480   
   48   
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    483   
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    490   
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