How To Counter Lukas Using X.Borg

Lukas versus X.Borg

Lukas vs X.Borg: Head-to-Head Analysis (No Items)

To determine who would prevail in a 1v1 battle between Lukas and X.Borg without items, we will analyze their damage output, survivability, crowd control (CC), and mobility. This analysis is based on the skills and mechanics provided.

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Assumptions for Analysis

• Total Physical Attack for both heroes = 250 for fair comparison.
• Total Magic Power for both heroes = 200 (to calculate X.Borg's magic damage).
• Both heroes will utilize their complete skill sets during the fight.
• We’ll evaluate burst potential, sustainability, CC, and overall survivability.

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Lukas’s Skills and Total Damage

1. Flash Combo (2 stacks)
   Pulverize:

   $$300 + (120\% \times 250) = 600 \, \text{Physical Damage}$$
   

   Spin Damage (3 times):

   $$3 \times \left(100 + 50\% \times 250\right) = 3 \times 225 = 675 \, \text{Physical Damage}$$
   

   Total Flash Combo Damage:

   $$600 + 675 = 1,275 \, \text{Physical Damage}$$
   

2. Shockwave Blast (Ultimate)
   Initial Blast:

   $$300 + (100\% \times 250) = 550 \, \text{Physical Damage}$$
   

   Aftershocks (3 times):

   $$3 \times \left(80 + 25\% \times 250\right) = 3 \times 142.5 = 427.5 \, \text{Physical Damage}$$
   

   Total Shockwave Blast Damage:

   $$550 + 427.5 = 977.5 \, \text{Physical Damage}$$
   

3. Grand Total Lukas Damage:

   $$1,275 + 977.5 = 2,252.5 \, \text{Physical Damage}$$
   

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X.Borg’s Skills and Total Damage

1. Fire Missiles (First Skill)
   Total Damage:

   $$7 \times \left(25 + (60\% \times 250) + (40\% \times 200)\right) = 7 \times (25 + 150 + 80) = 7 \times 255 = 1,785 \, \text{Physical Damage}$$
   

   If enemies are at maximum temperature, the damage is treated as True Damage.
   In Armorless State, the damage becomes:

   $$7 \times \left(25 + (60\% \times 250)\right) \times 0.6 = 7 \times (25 + 150) \times 0.6 = 7 \times 175 \times 0.6 = 735 \, \text{Physical Damage}$$
   

2. Fire Stake (Second Skill)
   Total Damage:

   $$5 \times \left(50 + (20\% \times 250)\right) = 5 \times (50 + 50) = 5 \times 100 = 500 \, \text{Physical Damage}$$
   

3. Last Insanity (Ultimate)
   Initial Damage (7 hits):

   $$7 \times \left(200 + (130\% \times 250) + (90\% \times 200)\right) = 7 \times (200 + 325 + 180) = 7 \times 705 = 4,935 \, \text{Physical Damage}$$
   

   Detonation Damage:

   $$300 + (15\% \times 250) = 300 + 37.5 = 337.5 \, \text{True Damage}$$
   

   Total Last Insanity Damage:

   $$4,935 + 337.5 = 5,272.5 \, \text{Physical Damage}$$
   

4. Grand Total X.Borg Damage:

   $$1,785 + 500 + 5,272.5 = 7,557.5 \, \text{Physical Damage}$$
   

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Damage Comparison

• Lukas Total Damage: 2,252.5
• X.Borg Total Damage: 7,557.5

Observation:

X.Borg’s total damage significantly exceeds Lukas’s damage output.

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Survivability Comparison

1. Lukas’s Sustain and Buffs

   • Passive Resolve Regen helps Lukas activate his Sacred Beast form, boosting stats by 15%.
   • Sacred Beast form increases movement speed by 30 and boosts all defenses slightly.

2. X.Borg’s Survivability

   • Firaga Armor allows him to absorb incoming damage, which is equivalent to 120% of his Max HP.
   • When the armor is destroyed, X.Borg enters the Armorless State where he can regain energy and potentially restore the armor to 30% Max HP.

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Crowd Control and Mobility Comparison

• Lukas:

  • Stuns and pulls enemies with Flash Combo and Shockwave Blast.
  • His Flash Step gives him great mobility to chase or disengage.

• X.Borg:

  • Fire Stakes pull enemies toward him, providing effective crowd control.
  • Last Insanity allows him to dash and slow enemies significantly.

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Battle Simulation

1. Lukas initiates with Flash Combo:

   • Damage dealt: 1,275
   • X.Borg absorbs this damage with Firaga Armor, which is still active.

2. X.Borg retaliates with Fire Missiles:

   • Damage dealt: 1,785
   • Lukas takes significant damage and activates his Sacred Beast form to regain defenses.

3. Lukas uses Shockwave Blast:

   • Damage dealt: 977.5
   • X.Borg, still in Firaga Armor, absorbs much of this damage.

4. X.Borg activates Last Insanity:

   • Damage dealt: 5,272.5
   • Lukas is severely damaged, and since the armor can absorb damage, he is likely taken down or left with very low HP.

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Conclusion: Who Prevails?

• X.Borg wins the 1v1 battle.

Why?

• Higher total damage output: X.Borg's total damage (7,557.5) far exceeds Lukas's total damage (2,252.5).
• Superior survivability: X.Borg’s Firaga Armor absorbs damage, allowing him to mitigate Lukas's burst effectively.
• Effective crowd control: X.Borg's Fire Stakes can control and draw Lukas into his attack range, while Last Insanity can deal substantial damage with mobility.

In this scenario, X.Borg emerges as the victor due to his overwhelming damage potential and sustainability in battle.

In summary, Lukas is a versatile Fighter in Mobile Legends, equipped with a unique skill set that includes powerful combos and strategic abilities. For those eager to dive deeper, check out our comprehensive guides on how Lukas fares against different roles:

Lukas Versus Fighters:

HOW TO COUNTER LUKAS USING BADANG

Each article provides detailed tutorials on mastering Lukas's skills and offers insights into his performance in the current meta.

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