Battle Example
Simulation of a battle to arrive at Rank
Let us assume a battle between 3 contestants: Warren enters the battle with 3 scripts APPLE, MICROSOFT and AMAZON & 2 scalars (2x & 4x) Rakesh enters the battle with 3 scripts RELIANCE, TCS and HDFC BANK & 2 scalars (-2x & -3x) Mark enters the battle with SHELL, LINDE and DIAGEO & 2 scalars (5x & 3x)
Apple
Reliance
Shell
Microsoft
TCS
Linde
Amazon
HDFC Bank
Diageo
Scalar : 2x
Scalar: -2x
Scalar: 5x
Scalar : 4x
Scalar: -3x
Scalar: 3x
Let us assume on the date of the battle, the difference between the opening and closing prices of the scripts on their respective exchanges is shown under the column "Growth":
Warren
Apple
2.56%
256
1536
1792
Warren
Microsoft
1.56%
156
936
1092
Warren
Amazon
-1.85%
-185
-1110
-1295
Rakesh
Reliance
-6.33%
-633
3165
2532
Rakesh
TCS
-1.88%
-188
940
752
Rakesh
HDFC Bank
4.78%
478
-2390
-1912
Mark
Shell
2.21%
221
1768
1989
Mark
Linde
-1.49%
-149
-1192
-1341
Mark
Diageo
2.12%
212
1696
1908
The Default Health = Growth % * 1000 The Scalar Boost = Default Health * Value of Scalar Final Health = Default Health + Scalar Boost
In the example above: Warren holds 2 Multiplier Scalars (2x & 4x) and hence his Scalar Boost is 6x Rakesh holds 2 Negator Scalars (-2x & -3x) and hence his Scalar Boost is -5x Mark holds 2 Multiplier Scalars (5x & 3x and hence his Scalar Boost is 8x
Portfolio Score = Sum of Individual Final Health Warren's Portfolio Score = Apple (1792) + Microsoft (1092) + Amazon (-1295) = 1589 Rakesh's Portfolio Score = Reliance (2532) + TCS (752) + HDFC Bank (-2390)= 1372 Mark's Portfolio Score = Shell (1989) + Linde (-1341) + Diageo (1908) = 2556 Winners for the "Health Battle" would be Rank 1: Mark Rank 2: Warren Rank 3: Rakesh
If the exact same participants with the same NFTs and Scalars participated in a "Blood Battle": Rank 1: Rakesh Rank 2: Warren Rank 3: Mark
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