Windows DOS statistics compilations software
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$350
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Description
Experience Level: Expert
General information for the business: FOLLOW-ON from previous project : SIMPLE SOURCE CODE MODIFICATION _ C# ALGO-CODING REPEATED CALL PROVIDED DLL
Description of requirements/functionality: General information for the business: FOLLOW-ON from previous project : SIMPLE SOURCE CODE MODIFICATION _ C# ALGO-CODING REPEATED CALL PROVIDED DLL
Kind of development: Customization of existing program
Description of requirements/functionality: now you are familiar with ways repeatedly passing a set's worth of bits pattern ( as input parameter ) to Historic.dll & obtain important return parameters ( so decide whether the set is 'compressible' OR not compressible ... etc ) ..
YES all you need is to be dexterous utilising the return parameters .... THATS ALL
NOW I would like you to demonstrate you have the basic competence , so here is a simple Statistics 'excercise' task when you
simple completes you shall be released paid US$350 ( pre-loaded onto PeoplePerHour.com as deposited Milestone amount ) this should take only around 6 hours rig up :
. generates random input file
. Stats software here just treat this as sequential successive series of sets of 1-segment-pair within each set ( you can work out how many bits in each set , from the DLL_Interface documents ) , software THEN passes each set's bits pattern to Historic.dll obtain the compressed set's bits pattern
& various other related parameters such as 'how many # possible ways this compressed set can be decompressed' .... IF its compressed set has ONLY exact 1
decompressions possible ( & also at same time decompressed reconstructable back into a 'compressible set ' ) THEN this set will be treated to be 'COMPRESSIBLE' [ OTHERWISE not 'compressible set ] ..... VERY EASY JUST TABULATE HOW MANY SETS are 'compressible' VS how many sets are NOT compressible ( for a large enough sample eg 500 sets )
. NEXT now instead of individual sets above , GROUP 4 sets into as 1 Block , and now TABULATES how many Blocks contains exact
0 or 1 or 2 or 3 or 4 'compressible' sets within ( ie notated as (n=0/1/2/3/4) blocks , eg (0) block has no 'compressible' set within , (1) block has exact 1 'compressible' set within , (2) block has exact 3 , (4) block has ALL 4 'compressible' sets within
SIMPLE NO-BRAINER , BUT THIS SIMPLE PROVES YOUR COMPETENCE TO PROCEED WITH FURTHER WORKS
[ send your Tabulations , & the Stats software .exe & source code ( clear annotated clear simple explained ) ]
=======================================================================================================
WHEN ABOVE DONE , ADDITIONALLY DO 1 EXACT SAME BUT WITH 2-SEGMENT-PAIRS IN EACH SET ie 16 SETS IN EACH BLOCK ( n=0/1/2/3/4 ....../15/16 )
=======================================================================================================
. generates random input file
. Stats software here just treat this as sequential successive series of sets of 2-segment-pair within each set ( you can work out how many bits in each set , from the DLL_Interface documents ) , software THEN passes each set's bits pattern to Historic.dll obtain the compressed set's bits pattern & various other related parameters such as 'how many # possible ways this compressed set can be decompressed' .... IF its compressed set has ONLY exact 1 decompressions possible ( & also at same time decompressed reconstructable back into a 'compressible set ' ) THEN this set will be treated to be 'COMPRESSIBLE' [ OTHERWISE not 'compressible set ] ..... VERY EASY JUST TABULATE HOW MANY SETS are 'compressible' VS how many sets are NOT compressible ( for a large enough sample eg 500 sets )
. NEXT now instead of individual sets above , GROUP 16 sets into as 1 Block , and now TABULATES how many Blocks contains exact
0 or 1 or 2 or 3 or 4 or ... or 15 or 16 'compressible' sets within ( ie notated as (n=0/1/2/3/4....15/16) blocks , eg (0) block has no 'compressible' set within , (1) block has exact 1 'compressible' set within , (2) block has exact 3 , (4) block has 4 'compressible' sets within , ..... , (16) block has ALL 16 'compressible' sets within
OS requirements: Windows
OS requirements: Windows
Extra notes: undefined
Description of requirements/functionality: General information for the business: FOLLOW-ON from previous project : SIMPLE SOURCE CODE MODIFICATION _ C# ALGO-CODING REPEATED CALL PROVIDED DLL
Kind of development: Customization of existing program
Description of requirements/functionality: now you are familiar with ways repeatedly passing a set's worth of bits pattern ( as input parameter ) to Historic.dll & obtain important return parameters ( so decide whether the set is 'compressible' OR not compressible ... etc ) ..
YES all you need is to be dexterous utilising the return parameters .... THATS ALL
NOW I would like you to demonstrate you have the basic competence , so here is a simple Statistics 'excercise' task when you
simple completes you shall be released paid US$350 ( pre-loaded onto PeoplePerHour.com as deposited Milestone amount ) this should take only around 6 hours rig up :
. generates random input file
. Stats software here just treat this as sequential successive series of sets of 1-segment-pair within each set ( you can work out how many bits in each set , from the DLL_Interface documents ) , software THEN passes each set's bits pattern to Historic.dll obtain the compressed set's bits pattern
& various other related parameters such as 'how many # possible ways this compressed set can be decompressed' .... IF its compressed set has ONLY exact 1
decompressions possible ( & also at same time decompressed reconstructable back into a 'compressible set ' ) THEN this set will be treated to be 'COMPRESSIBLE' [ OTHERWISE not 'compressible set ] ..... VERY EASY JUST TABULATE HOW MANY SETS are 'compressible' VS how many sets are NOT compressible ( for a large enough sample eg 500 sets )
. NEXT now instead of individual sets above , GROUP 4 sets into as 1 Block , and now TABULATES how many Blocks contains exact
0 or 1 or 2 or 3 or 4 'compressible' sets within ( ie notated as (n=0/1/2/3/4) blocks , eg (0) block has no 'compressible' set within , (1) block has exact 1 'compressible' set within , (2) block has exact 3 , (4) block has ALL 4 'compressible' sets within
SIMPLE NO-BRAINER , BUT THIS SIMPLE PROVES YOUR COMPETENCE TO PROCEED WITH FURTHER WORKS
[ send your Tabulations , & the Stats software .exe & source code ( clear annotated clear simple explained ) ]
=======================================================================================================
WHEN ABOVE DONE , ADDITIONALLY DO 1 EXACT SAME BUT WITH 2-SEGMENT-PAIRS IN EACH SET ie 16 SETS IN EACH BLOCK ( n=0/1/2/3/4 ....../15/16 )
=======================================================================================================
. generates random input file
. Stats software here just treat this as sequential successive series of sets of 2-segment-pair within each set ( you can work out how many bits in each set , from the DLL_Interface documents ) , software THEN passes each set's bits pattern to Historic.dll obtain the compressed set's bits pattern & various other related parameters such as 'how many # possible ways this compressed set can be decompressed' .... IF its compressed set has ONLY exact 1 decompressions possible ( & also at same time decompressed reconstructable back into a 'compressible set ' ) THEN this set will be treated to be 'COMPRESSIBLE' [ OTHERWISE not 'compressible set ] ..... VERY EASY JUST TABULATE HOW MANY SETS are 'compressible' VS how many sets are NOT compressible ( for a large enough sample eg 500 sets )
. NEXT now instead of individual sets above , GROUP 16 sets into as 1 Block , and now TABULATES how many Blocks contains exact
0 or 1 or 2 or 3 or 4 or ... or 15 or 16 'compressible' sets within ( ie notated as (n=0/1/2/3/4....15/16) blocks , eg (0) block has no 'compressible' set within , (1) block has exact 1 'compressible' set within , (2) block has exact 3 , (4) block has 4 'compressible' sets within , ..... , (16) block has ALL 16 'compressible' sets within
OS requirements: Windows
OS requirements: Windows
Extra notes: undefined
Bob T.
95% (15)Projects Completed
13
Freelancers worked with
11
Projects awarded
38%
Last project
13 Sep 2019
United Kingdom
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