This is the start position : this is for the first HP ( first of the ODD HP and firts of all the 2*B HP ) ... (zero is not but is still useful so don't suppress it unthinkingly ! ).
Copyright Ch HAMEL aka nautile ( much inspired by SCHAAKE & TURNER Page 1 of 4
2010 May 81st
V6-1-1
USING THE SLIDE RULE
We have completed our slide rule and we are as they say in French “ comme une poule qui vient de trouver un couteau” / “like a hen that just found a knife” a bit embarrassed. 2/0 6/2 10/4 16/7 20/9 24/11
| O -U -U - O - O - U -O - U -O- O -U - U- O - U - O – U
_______________________________________________________________________________________ U - U - O - O - U - O -U - O – O –U -U- O - U- O – U -U - O - O - U - O - U - O – O - U U-O- U - O
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1/-1 11/4
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7/2
3/0
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13/5 9/3
| 5/1
Copyright Ch HAMEL aka nautile ( much inspired by SCHAAKE & TURNER Page 2 of 4
15/8 25/11 21/9 17/7 27/12 23/10 19/8
2010 May 81st
V6-1-1
2010 May 81st
Copyright Ch HAMEL aka nautile ( much inspired by SCHAAKE & TURNER Page 3 of 4
V6-1-1
This is the start position : this is for the first HP ( first of the ODD HP and firts of all the 2*B HP ) Easy as pie : mark it as HP 1 : { } Free Run WOW , how intelligent and sure of us we are now. Yes we can because we don’t have anything special to get the HP 2 : ( the first of the EVEN HP ) We are fortunate that SCHAAKE & TURNER made it so by astute thinking: The right side star is already in alignment with 2/0 second HP and Bight number 0
2/0 6/2 10/4 16/7 20/9 24/11
| O -U -U - O - O - U -O - U -O- O -U - U- O - U - O – U
Now reading RIGHT TO LEFT ( remember that ? ) starting at the alignment right side star vertical line with 2/0 above and going leftward we read the 4 9 0 5 10 1 6 11 2 7 12 3 8 13 4 9 0 stopping at numbers equal or less than the second member of the ‘coupled’ number : here ‘ 0 ‘ it happen that above this ‘ 0 ‘ is a ‘ U ‘ so HP é : { U } Second HP has only one crossing : an Under Now for the tricky part, almost rocket science ;-) how do we get the HP 3 ? AH ! UMH ! Why do you think this is called a slide rule with a mobile part ? because we slide the mobile part ! Is that enough clarity for Readers ? O -U -U - O - O - U -O - U -O- O -U - U- O - U - O – U
_______________________________________________________________________________________ U - U - O - O - U - O -U - O – O –U -U- O - U- O – U -U - O - O - U - O - U - O – O - U U-O- U - O
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1/-1 11/4 7/2 3/0 13/5 9/3 5/1 15/8 25/11 21/9 17/7 27/12 23/10 19/8 Now we aligned the left side star on the lower 3/0 and we read LEFT TO RIGHT the (zero is not but is still useful so don’t suppress it unthinkingly ! ) 9 4 13 8 3 1 2 7 2 11 6 1 10 5 0 9 4 under the only number equal or less that the second member of the ‘coupled’ 3/0 is a “U so HP 3: { O } one Over in third HP
Copyright Ch HAMEL aka nautile ( much inspired by SCHAAKE & TURNER Page 4 of 4
2010 May 81st
V6-1-1
Are you beginning to understand how you need to go on ? I certainly hope so. We need to do HP 4 : That is so EVEN so on the UPPER fixed part of the slide rule We align the right side star with the ‘coupled’ numbers we need 4/1 2/0 6/2 10/4 16/7 20/9 24/11
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O -U -U - O - O -U -O U -O- O -U - U- O - U - O –U
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14/6 4/1 8/3 12/5 28/13 18/8 22/10 26/12
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U - O - O - U - O U -O- O -U - U- O - U
____________________________________________ .
4
9 0
5 10 1 6 11 2 7 12 3 8 13 4 9 0
*
. . . . . . . . . . . . . .
Reading RIGHT TO LEFT the 4 9 0 5 10 1 6 11 2 7 12 3 8 13 4 we find two that are equal or less that 1
. . . . .
*
9
so HP 4 : { O O } or { 2 O] or {O2} two Over crossings Now for HP 5 : well just do it yourself : go to lower fixed part and align left side star with 5 / 1 And so on Now a last exercise HP 22 : say So EVEN so upper fixed par so right side star Align right side star with 22/10 2/0 6/2 10/4 16/7 20/9 24/11
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-U -U - O - O - U -O - U -O- O - U - U- O -U- O U U - O - O - U- O
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