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| − | + | Estos valores también determinan el prefijo de un ítem fabricado. Sí usted calcula el valor promedio de las estadísticas de un ítem fabricado mostrado en la vista previa y lo compara con el cuadro dado arriba, usted puede determinar el prefijo de ítem. Sí su valor promedio está sobre el promedio del grado, el prefijo será aquel de grado inmediatamente superior. Por ejemplo, si su promedio está entre 51 y 65, el prefijo será excelente. Sí es 50 será Selecto. Parece trabajar en muchos casos, pero han ocurrido algunas excepciones a esta regla debido al redondeo u otros aspectos. | |
=== Material Stats === | === Material Stats === | ||
Revisión del 19:44 25 nov 2020
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Contenido
0. Definiciones
Promedio: Suma de los números dados divididos por la cantidad de datos. Ejemplo: 8 + 5 + 17 = 30, ahora divida 30 entre 3 para obtener un promedio de 10.
1. Teoría
Grados
Hay 5 grados de materiales en Ryzom y cada grado tiene un valor promedio asignado. Si usted busca cualquier material de un grado dado y calcula el valor promedio de sus estadísticas, usted finalizará con la siguiente lista:* 20 para Básicos
- 35 para Finos
- 50 para Selectos
- 65 para Excelentes
- 80 para Supremos
Estos valores también determinan el prefijo de un ítem fabricado. Sí usted calcula el valor promedio de las estadísticas de un ítem fabricado mostrado en la vista previa y lo compara con el cuadro dado arriba, usted puede determinar el prefijo de ítem. Sí su valor promedio está sobre el promedio del grado, el prefijo será aquel de grado inmediatamente superior. Por ejemplo, si su promedio está entre 51 y 65, el prefijo será excelente. Sí es 50 será Selecto. Parece trabajar en muchos casos, pero han ocurrido algunas excepciones a esta regla debido al redondeo u otros aspectos.
Material Stats
All raw materials follow certain rules on how their stats are structured. There is always one value higher than all the others and two values lower than all others. The remaining values are between those extremes and equal in numbers. They represent the material average and match its grade.The high value is 40 above the average and the two low values are 20 below the average. They cancel each other out as +40 -20 -20 is 0. The material has a perfect average value and matches the chart. So far, everything is fine. (Or excellent?)
2. Reality (Ingame)
If we take the above theory and apply it to an Excellent material, we end up with a high stat value of 65 + 40 = 105. For a Supreme material it is even 80 + 40 = 120! However all materials are limited to values between 0 and 100, so those are simply cut off ingame... Is this a problem? Yes, unfortunatelly it is. If we calculate the averages with these new values, the highs and lows don’t cancel each other out anymore. The average of the material is lower than it was supposed to be, the material is deformed.
Example: Supreme Seed (Jewel Setting)
It has 7 stats: 1x high at 100, 2x low at 60 and the rest of its values at the grade average for supreme, which is 80. Let’s calculate the average of the material with the cut off values in mind.(1x 100 + 2x 60 + 4x 80) divided by 7 is 77.1! But it should have been 80 according to the theory. The Material is 3% worse than it was supposed to be! To correct this, the values of the middle stats have been changed ingame from 80 to 85.(1x 100 + 2x 60 + 4x 85) divided by 7 is 80. Voila!
General Rule : The correction amount needed for the middle stats depends on the total number of stats a material has. Let’s look at both extremes in the following paragraphs, Ammo Jacket with 4 stats and Magic Focus with 11 stats.
Example: Ammo Jacket (Supreme Capryni Tooth)
It has only 4 attributes. If we calculate the average, we end up at:(1x 100 + 2x 60 + 1x 80) divided by 4 is 75. Whoops.To correct this, we have to add 20 to the middle stat, pushing it from 80 to 100! Now it looks like this:(1x 100 + 2x 60 + 1x 100) divided by 4 is 80. Perfect!The material appears to have two high stats now, but in reality it is just one high stat and a middle stat, which has been adjusted to make up for the wrong average.
Example: Magic Focus (Supreme Beng Amber)
It has 11 attributes. If we calculate the average, we get:(1x 100 + 2x 60 + 8x 80) divided by 11 is 78.2. Close!This is the closest we can get towards the ideal average. It needs the smallest correction amount from 80 to 82.(1x 100 + 2x 60 + 8x 82) divided by 11 is 79.6. If it was 83, it would be above 80.The same principle applies to Excellent materials, the range for the middle stat in this case is 65 to 70.Why is this important? Because once Excellent and Supreme materials are used, the ideal averages for the grades don’t match with the game anymore. The averages are an important factor for the values in the craft preview window so it is good to keep this in mind.
Thank you for reading!
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