togetherness | JS dice-rolling , card-playing table simulator
kandi X-RAY | togetherness Summary
kandi X-RAY | togetherness Summary
Tabletop RPGs are no longer just played in physical spaces. More and more, this kind of game is being played online, and players are discovering online dice rollers, communal game maps, virtual tabletops, and digital character keepers. But too often these tools are walled gardens whose owners see players as products, not human beings. Togetherness Table is a web-based virtual tabletop whose chief aim is the empowerment of players as free human beings participating voluntarily in a community. There are no "owners", just equal participants enjoying a gamut of activities including "creation", "play" and "hosting". Togetherness Table aims to be Local-First Software.
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QUESTION
Our business' pricing is dependent on multiple parameters, and now we want to introduce another possible M2M parameter to the existing setup in Django.
For this, we have an existing table for pricing, which has a unique_together
constraint on all fields except the price_field
. Apologies for the generic / letter-based naming in the example.
ANSWER
Answered 2019-Jul-22 at 15:01Premises
In Sql and so in Django ORM you can't set a unique constraints on a many to many fields because it involves two different tables.
SQL Solution:
You can try to reproduce this solution on django.
But in order to do this you have to manually create the tab_constr and insert the trigger logic inside the save
method or with the signals
Django solution
I do not recommend you to follow that solution because it is difficult to reproduce in django, in fact you have to manually reproduce the m2m reference with two external key and one extra table.
Simply put your check on on_save
method there is no other way.
P.S.
Don't use the override of save method to add check on your object because this method is not called if you change a QuerySet of objects. Instead use the signal like this:
QUESTION
I have a 2D plan with integer coordinates.
On this plan, there are many points, separated in three categories.
- The "Source". There is only a single point that is the source.
- The Nice Group, containing an unknown (but reasonable) number of points
- The Evil Group, containing an unknown (but reasonable) number of points
What I am trying to do first of all is to figure out (yes/no) if the two groups are in separated hemispheres.
If you could draw a line through the Source (Blue in the images) so that all nice are on one side, and all evil are on the other, then they are considered in different hemispheres. If so much as one of either group can't be put on the same side as the rest, it's false.
The second step is to figure out the angle of this hemisphere. In the first example (below), I've drawn a 180 degrees angle (straight line), but I would like to calculate the most unbalanced angle (close to 0) that would allow separating the groups perfectly. The line then would be two half-lines starting at the source going to infinity. I want to know the smallest angle (so, logically, the biggest angle if you measure the other side) that keeps the first test as true
Examples:
Right now I am able, through code, to calculate the angle between every individual point and the source. I am stuck at figuring out how to test the "togetherness" of the groups, and most importantly, the absence of a member of the other group in between.
I am working in C#, but this question is really more about the algorithm (I can't think of a working one), so I will accept any answer that solves the problem in any (readable) language, including pseudo-code or straight up text explanation.
All of the points are, in context, complex objects that include a X and a Y coordinate. The other attributes are irrelevant to the question as they are already separated in the required groups (origin is alone and there are two lists for the rest).
...ANSWER
Answered 2018-Sep-20 at 19:52You can sort and scan. Let's introduce polar coordinate system with its origin at the Origin and arbitrary axis.
- Compute
azimuth
for each point (either nice or evil) - Order points by their
azimuth
, e.g. - Scan the sorted collection; if you have
2
or less transistion between nice to evil or evil to nice; returntrue
, otherwisefalse
E.g. (let azimuthes be in degrees)
QUESTION
Trying to figure out the best way to stay on the same page alerting the user if they have failed to check at least one checkbox.
HTML:
...ANSWER
Answered 2017-Mar-07 at 17:51simply just check the valueStatus
length is equal to 0 or not
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