Hello everyone !
Knowing that development is abandoned, however, we have a perfectly playable game in which I continue to have a lot of fun!
On the other hand, the system of calculation for the fertilizers, I do not find it really at the top, also, I "hacked" an Excel sheet (in reality or free Office, but for the sake of sharing, converted into .xlsx) .
Even if it is not finished, it is perfectly functional, its principle is to calculate the highest value first, then the next and finally the last.
If you have any suggestion or even advice, I am interested.
Some explanations :
First, you select the field to work on (click on it to see the small arrow in the drop-down menu appear):
![](data:image/png;base64,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)
It is the Vcal frame that will tell you which nutrient to process first, you must respect the proposed order because it always deals with the smallest deviation to the largest.
![](data:image/png;base64,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)
In the following columns, you have the fertilizer values, the fertilizer setting, and the remaining values.
If in this section you have negative values, you are exceeding the optimal limits.
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)
In the last box you have an indication of the total amount (in kg) of the fertilizer used.
![](data:image/png;base64,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)
I fixed some bugs on the previous version and made improvements on version 1.5:
You no longer select the crop in the upper table, but in the lower table, where you must fill in the NPK values of the fields that are yours:
![](data:image/png;base64,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)
So you can see at a glance the NPK needs of your fields!
If it is GREEN it means that you are in the nails with more or less 10 kg / ha (thank you to indicate to me if this margin of error seems appropriate to you).
If it is BLUE it means that you are below the optimal values.
If it is RED it means that you are above the optimal values.
To improve readability, I added a column "Purchased" 0 = no - 1 = yes
This unfortunately does not affect the "NPK" columns because they are already subject to conditions themselves (if anyone knows a tip ...)
Feuille de calcul Fertilisant NPK 1.5
*** IF... some body know how read any data about field in real time under linux... MERCI BEAUCOUP !!!
Knowing that development is abandoned, however, we have a perfectly playable game in which I continue to have a lot of fun!
On the other hand, the system of calculation for the fertilizers, I do not find it really at the top, also, I "hacked" an Excel sheet (in reality or free Office, but for the sake of sharing, converted into .xlsx) .
Even if it is not finished, it is perfectly functional, its principle is to calculate the highest value first, then the next and finally the last.
If you have any suggestion or even advice, I am interested.
Some explanations :
First, you select the field to work on (click on it to see the small arrow in the drop-down menu appear):
It is the Vcal frame that will tell you which nutrient to process first, you must respect the proposed order because it always deals with the smallest deviation to the largest.
In the following columns, you have the fertilizer values, the fertilizer setting, and the remaining values.
If in this section you have negative values, you are exceeding the optimal limits.
In the last box you have an indication of the total amount (in kg) of the fertilizer used.
I fixed some bugs on the previous version and made improvements on version 1.5:
You no longer select the crop in the upper table, but in the lower table, where you must fill in the NPK values of the fields that are yours:
So you can see at a glance the NPK needs of your fields!
If it is GREEN it means that you are in the nails with more or less 10 kg / ha (thank you to indicate to me if this margin of error seems appropriate to you).
If it is BLUE it means that you are below the optimal values.
If it is RED it means that you are above the optimal values.
To improve readability, I added a column "Purchased" 0 = no - 1 = yes
This unfortunately does not affect the "NPK" columns because they are already subject to conditions themselves (if anyone knows a tip ...)
Feuille de calcul Fertilisant NPK 1.5
*** IF... some body know how read any data about field in real time under linux... MERCI BEAUCOUP !!!
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Ubuntu 20.04 - GTX 960 - Full SSD - 48 go RAM
The post was edited 2 times, last by Pacifickfr42 ().