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Aksel Alviss5.00
Killboard
Kill
51
+7 negli ultimi 90 giorni
Perdite
35
+8 negli ultimi 90 giorni
59%
Efficienza
Efficienza ISK 66%
ISK distrutti
15.49B
+2.60B negli ultimi 90 giorni
Attività
Bassa
0,1 kill/giorno · ultimi 90 giorni

Scheda di combattimento

Numeri da eve-kill, di tutta la carriera

Combattimento

Kill
51
Perdite
35
Indice di pericolo
97%
Colpi finali
11
Punti
36

ISK

Distrutti
15.49B
Persi
7.83B
Bilancio
+7.65B
Efficienza ISK
66%

Solo

Kill in solo
0
Percentuale solo
0%
Kill medie/giorno
—

Altro

Perdite contro NPC
1
Quota perdite NPC
3%
Attività
Bassa
Danni inflitti401.4K
Rapporto danni · 53%
Danni subiti349.0K

Attività

Cosa vola, dove combatte, le ultime kill e perdite

NaviUltimi 90g
SistemiUltimi 90g
Ultime killKillboard
Ultime perditeKillboard

I più preziosi

Le kill più costose del periodo

Chi incontra

Chi uccide, da chi viene ucciso e cosa perde

Ultimi 90g
Uccisi
Ucciso da
Scafi persiPerdite suddivise per classe di scafo.

Bio in gioco

The MATHEMATICIAN. Fear me! WARNING.... ALL PVP SHIP BUILDS ARE CREATED USING HIGH LEVEL MATH!
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Effective DPS = Raw DPS Fractional Modifier
This "Effective DPS" is the crucial number to determine if your ship can survive incoming damage.
FM = min(1, (S * Vt / E * Ve), (E * Ve / S * Vt)^drf)


Required Raw HP/sec Healing = Raw DPS * min(1, (S * Vt / E * Ve))
Where "Vulnerability" = (Unresisted % of Ship) / 100 = 1 - (minimal resistance of ship / 100)
When using Carrier or Capital Class or Stationary vessels, the formula is simpler:
Required Raw HP/s = Total Raw DPS * Vulnerability
To figure out solo how much total Damage you can take before needing to avoid a skirmish:
(Healing HP/sec * 100) / Vulnerability

Variable Definitions
S: The Signature Radius of your target ship (in meters).
E: The Explosion Radius of the incoming missile type (in meters).
Ve: The Explosion Velocity of the incoming missile type (in m/s).
Vt: The Target Velocity of your ship (in m/s).
drf: The Damage Reduction Factor, an inherent, hidden missile stat that dictates how much speed matters (a value between 0.1 and 1.0).
The function min(1, A, B) ensures that the damage applied can never exceed 100% of potential damage.

MU = Dose / (D'0 × Sc,p × P × WF × TF × ISF)

2. SSD Technique (Source-to-Surface Distance)
Use this formula when the distance from the source to the patient's skin is fixed (usually 100 cm). This uses the Percent Depth Dose (PDD).
MU = Dose / (D'0 × Sc,p × [PDD/100] × WF × TF)
3. SAD Technique (Source-Axis Distance / Isocentric)
Use this formula when the center of the tumor is placed at the machine's isocenter. This uses the Tissue Maximum Ratio (TMR).
MU = Dose / (D'0 × Sc,p × TMR × WF × TF × ISF)

Required Raw HP/sec healing = (Effective DPS) * Vulnerability
Effective DPS = (EFT DPS / 2) * (Hit Chance) + (EFT DPS / 2) * (Hit Chance)
Hit Chance = 0.5 * (1 + Accuracy_bullet)
Accuracy_bullet = exponential term involving (Target Velocity/Tracking Speed) and (Target Sig Radius/Optimal Range/Accuracy Falloff)