$$Excel-Macros$$ Re: Puzzle #3 - Identify Perfect and Smith Numbers

2009-09-09 Thread Sandeep
Hi Ashish

Please check the solution

Regards
Sandeep
  - Original Message - 
  From: Ashish Jain 
  To: excel-macros@googlegroups.com 
  Sent: Wednesday, September 09, 2009 9:16 AM
  Subject: $$Excel-Macros$$ Puzzle #3 - Identify Perfect and Smith Numbers


  Hi All,

  This is challenge for all excel users. Solve these puzzles and sharpen your 
excel acumen. So, here goes the second puzzle of "Excel Macros Google Group" in 
the attached file.

  Old Puzzles:
  Puzzle #1 - 
http://groups.google.com/group/excel-macros/browse_thread/thread/39229051cfafa2b1
  Solved by - Harmeet Only.
  Puzzle #2 - 
http://groups.google.com/group/excel-macros/browse_thread/thread/b4d2ef76abbd7c8a
  Solved by - Bruno and Sandeep

  -- 
  Thanks & Regards
  Ashish Jain 
  (Excel Macros - Google Group Manager) 
  http://www.excelitems.com 
  (Developer of OpenXL) 
  http://www.openexcel.com 


  Excel,VBA,VSTO Trainer 
  Ph. No. - 0x25402CF2B
  ---
  


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2. Excel tutorials at http://www.excel-macros.blogspot.com
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We reach over 6,500 subscribers worldwide and receive many nice notes about the 
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$$Excel-Macros$$ Re: Puzzle #3 - Identify Perfect and Smith Numbers

2009-09-11 Thread Ashish Jain

Well Done Sandeep and Bruno !! Both of you done it very well.

If I've to rank between Bruno and Sandeep, you will be ranked higher
than Sandeep for your fantastic presentation. I appreciate efforts of
both of you, and agree that this was much harder than previous ones.
But both of you represented superb intellect. Well Done Sandeep and
Bruno !

--
Thanks & Regards
Ashish Jain
(Excel Macros - Google Group Manager)
http://www.excelitems.com
(Developer of OpenXL)
http://www.openexcel.com
Excel,VBA,VSTO Trainer
Ph. No. - 0x25402CF2B
---

On Sep 10, 7:42 am, Bruno Bruno  wrote:
> Is it me, or this puzzle is (much) harder than the others?Not exactly hard
> to do it, but hard to do it in a smart way. What killed me is a way to
> identify Pseudo-Primes and their respective primes sum.
>
> Is there an easier way than simply testing all combinations of sums from a
> number's primes? Because when a number has N divisors (others than itself),
> there are 2^N different ways to sum them. When N >= 17 (Happens for 180,
> 240, 252, 288, 300, 336, 360, 396, 420, 432, 450, 468 and 480 in the first
> 500 numbers), this means 2^17 combinations -> enough to overflow my poor
> computer.
>
> So I had to treat this numbers (all of them pseudo-primes) apart from the
> general case. I believe the solution is working, but would be very pleased
> to learn a "more elegant" solution.
> (I also considered 0 and 1 special cases - don't know what kind of primes
> definition you're using)
>
> Thanks for the puzzle,
> Bruno
>
> On Wed, Sep 9, 2009 at 12:46 AM, Ashish Jain <26may.1...@gmail.com> wrote:
> > Hi All,
>
> > This is challenge for all excel users. Solve these puzzles and sharpen your
> > excel acumen. So, here goes the second puzzle of "Excel Macros Google Group"
> > in the attached file.
>
> > *Old Puzzles:*
> > Puzzle #1 -
> >http://groups.google.com/group/excel-macros/browse_thread/thread/3922...
> > Solved by - Harmeet Only.
> > Puzzle #2 -
> >http://groups.google.com/group/excel-macros/browse_thread/thread/b4d2...
> > Solved by - Bruno and Sandeep
>
> > --
> > Thanks & Regards
> > Ashish Jain
> > (Excel Macros - Google Group Manager)
> >http://www.excelitems.com
> > (Developer of OpenXL)
> >http://www.openexcel.com
> > Excel,VBA,VSTO Trainer
> > Ph. No. - 0x25402CF2B
> > ---
>
>
>
>  Puzzle #3.xls
> 108KViewDownload
--~--~-~--~~~---~--~~
--
Some important links for excel users:
1. Excel and VBA Tutorials(Video and Text), Free add-ins downloads at 
http://www.excelitems.com
2. Excel tutorials at http://www.excel-macros.blogspot.com
3. Learn VBA Macros at http://www.vbamacros.blogspot.com
4. Excel Tips and Tricks at http://exceldailytip.blogspot.com
 

To post to this group, send email to excel-macros@googlegroups.com
If you find any spam message in the group, please send an email to:
Ayush Jain  @ jainayus...@gmail.com or
Ashish Jain @ 26may.1...@gmail.com
<><><><><><><><><><><><><><><><><><><><><><>
HELP US GROW !!

We reach over 6,500 subscribers worldwide and receive many nice notes about the 
learning and support from the group. Our goal is to have 10,000 subscribers by 
the end of 2009. Let friends and co-workers know they can subscribe to group at 
http://groups.google.com/group/excel-macros/subscribe
-~--~~~~--~~--~--~---



$$Excel-Macros$$ Re: Puzzle #3 - Identify Perfect and Smith Numbers

2009-09-29 Thread Jai Deo Tiwari
Well done

its helpful for me

On Wed, Sep 30, 2009 at 12:20 AM, Sandeep  wrote:

> Hello Everyone,
> Here is solution for Puzzle#3 NOT PROTECTED, so enjoy it. Hello Vivek I was
> aspecting more puzzles from you as per you said but waiting is seems as it
> never ends. Please give some more puzzles.
>
> Regards
> Sandeep
> - Original Message -
> From: "Ashish Jain" <26may.1...@gmail.com>
> To: "MS EXCEL AND VBA MACROS" 
> Sent: Saturday, September 12, 2009 8:21 AM
> Subject: $$Excel-Macros$$ Re: Puzzle #3 - Identify Perfect and Smith
> Numbers
>
>
>
> Well Done Sandeep and Bruno !! Both of you done it very well.
>
> If I've to rank between Bruno and Sandeep, you will be ranked higher
> than Sandeep for your fantastic presentation. I appreciate efforts of
> both of you, and agree that this was much harder than previous ones.
> But both of you represented superb intellect. Well Done Sandeep and
> Bruno !
>
> --
> Thanks & Regards
> Ashish Jain
> (Excel Macros - Google Group Manager)
> http://www.excelitems.com
> (Developer of OpenXL)
> http://www.openexcel.com
> Excel,VBA,VSTO Trainer
> Ph. No. - 0x25402CF2B
> ---
>
> On Sep 10, 7:42 am, Bruno Bruno  wrote:
> > Is it me, or this puzzle is (much) harder than the others?Not exactly
> hard
> > to do it, but hard to do it in a smart way. What killed me is a way to
> > identify Pseudo-Primes and their respective primes sum.
> >
> > Is there an easier way than simply testing all combinations of sums from
> a
> > number's primes? Because when a number has N divisors (others than
> > itself),
> > there are 2^N different ways to sum them. When N >= 17 (Happens for 180,
> > 240, 252, 288, 300, 336, 360, 396, 420, 432, 450, 468 and 480 in the
> first
> > 500 numbers), this means 2^17 combinations -> enough to overflow my poor
> > computer.
> >
> > So I had to treat this numbers (all of them pseudo-primes) apart from the
> > general case. I believe the solution is working, but would be very
> pleased
> > to learn a "more elegant" solution.
> > (I also considered 0 and 1 special cases - don't know what kind of primes
> > definition you're using)
> >
> > Thanks for the puzzle,
> > Bruno
> >
> > On Wed, Sep 9, 2009 at 12:46 AM, Ashish Jain <26may.1...@gmail.com>
> wrote:
> > > Hi All,
> >
> > > This is challenge for all excel users. Solve these puzzles and sharpen
> > > your
> > > excel acumen. So, here goes the second puzzle of "Excel Macros Google
> > > Group"
> > > in the attached file.
> >
> > > *Old Puzzles:*
> > > Puzzle #1 -
> > >http://groups.google.com/group/excel-macros/browse_thread/thread/3922.
> ..
> > > Solved by - Harmeet Only.
> > > Puzzle #2 -
> > >http://groups.google.com/group/excel-macros/browse_thread/thread/b4d2.
> ..
> > > Solved by - Bruno and Sandeep
> >
> > >
> --
> > > Thanks & Regards
> > > Ashish Jain
> > > (Excel Macros - Google Group Manager)
> > >http://www.excelitems.com
> > > (Developer of OpenXL)
> > >http://www.openexcel.com
> > > Excel,VBA,VSTO Trainer
> > > Ph. No. - 0x25402CF2B
> > >
> ---
> >
> >
> >
> > Puzzle #3.xls
> > 108KViewDownload
>
>
> >
>


-- 
Regards,

Jai Deo Tiwari,
Rewire Information Systems
Indiranagar,
Bangalore - 38
Mob # 09620346991
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--~--~-~--~~~---~--~~
--
Some important links for excel users:
1. Excel and VBA Tutorials(Video and Text), Free add-ins downloads at 
http://www.excelitems.com
2. Excel tutorials at http://www.excel-macros.blogspot.com
3. Learn VBA Macros at http://www.vb