E
Eric
I thought it might be fun to run a simple vote to discover the most
preferred spacing style for a simple if statement with a single, simple
boolean test. By my count, there are 32 possible variations for this
case. Here is a complete list.
AA: if ( a > b )
AB: if ( a > b)
AC: if ( a >b )
AD: if ( a >b)
AE: if ( a> b )
AF: if ( a> b)
AG: if ( a>b )
AH: if ( a>b)
AI: if (a > b )
AJ: if (a > b)
AK: if (a >b )
AL: if (a >b)
AM: if (a> b )
AN: if (a> b)
AO: if (a>b )
AP: if (a>b)
AQ: if( a > b )
AR: if( a > b)
AS: if( a >b )
AT: if( a >b)
AU: if( a> b )
AV: if( a> b)
AW: if( a>b )
AX: if( a>b)
AY: if(a > b )
AZ: if(a > b)
BA: if(a >b )
BB: if(a >b)
BC: if(a> b )
BD: if(a> b)
BE: if(a>b )
BF: if(a>b)
So, rank the available options from your most favorite to your least
favorite. It is not necessary fully rank all available options. Two or
more options can be ranked as being essentially equivalent. An example
ballot would look like:
AA > AJ > AG > AP > AQ = AW = AZ = BF
In this case, AA AJ AG AP AQ AQ AZ & BF, are all ranked above those
options which were left unranked. AQ AW AZ & BF are considered
essentially equivalent in terms of which would be preferred over the
other.
Feel free to e-mail your ballot to me to keep the group from filling up
with the votes. I'll announce the results (if there are any to announce)
when I stop receiving votes.
If you're interested in the method I will use to determine the result,
you are welcome to ask me via a private message.
If this receives a sufficient amount of interest, I'll do more just like
it out of some morbid curiosity concerning what is the most preferred
(within well known limitations) style around here.
preferred spacing style for a simple if statement with a single, simple
boolean test. By my count, there are 32 possible variations for this
case. Here is a complete list.
AA: if ( a > b )
AB: if ( a > b)
AC: if ( a >b )
AD: if ( a >b)
AE: if ( a> b )
AF: if ( a> b)
AG: if ( a>b )
AH: if ( a>b)
AI: if (a > b )
AJ: if (a > b)
AK: if (a >b )
AL: if (a >b)
AM: if (a> b )
AN: if (a> b)
AO: if (a>b )
AP: if (a>b)
AQ: if( a > b )
AR: if( a > b)
AS: if( a >b )
AT: if( a >b)
AU: if( a> b )
AV: if( a> b)
AW: if( a>b )
AX: if( a>b)
AY: if(a > b )
AZ: if(a > b)
BA: if(a >b )
BB: if(a >b)
BC: if(a> b )
BD: if(a> b)
BE: if(a>b )
BF: if(a>b)
So, rank the available options from your most favorite to your least
favorite. It is not necessary fully rank all available options. Two or
more options can be ranked as being essentially equivalent. An example
ballot would look like:
AA > AJ > AG > AP > AQ = AW = AZ = BF
In this case, AA AJ AG AP AQ AQ AZ & BF, are all ranked above those
options which were left unranked. AQ AW AZ & BF are considered
essentially equivalent in terms of which would be preferred over the
other.
Feel free to e-mail your ballot to me to keep the group from filling up
with the votes. I'll announce the results (if there are any to announce)
when I stop receiving votes.
If you're interested in the method I will use to determine the result,
you are welcome to ask me via a private message.
If this receives a sufficient amount of interest, I'll do more just like
it out of some morbid curiosity concerning what is the most preferred
(within well known limitations) style around here.