Endless Mode - Revision history

ArosRising: /* Giant Belt */

2024-11-15T21:52:03Z

Giant Belt

← Older revision		Revision as of 21:52, 15 November 2024
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	See the [[Endless Mode#Endless Factor Tables\|Table]] for percentages on Iframe Durations.		See the [[Endless Mode#Endless Factor Tables\|Table]] for percentages on Iframe Durations.

	=== ~~Giant Belt~~ ===		=== Health Percent Damage===

	[[~~Giant Belt~~]] is coded to lose effectiveness when you get to the higher levels of Endless Mode. Starting at wave 39, ~~the belt~~ begins to deal less than 10% and 1% of current health. ~~The loss follows the Equation:~~		[[Health Percent Damage]] is coded to lose effectiveness when you get to the higher levels of Endless Mode. Starting at wave 39, all sources of HP%DMG begins to deal less than 10% and 1% of current health or whatever is stated on their tooltip.

			This affects {{MiniIconbox\|name=Chainsaw}}, {{MiniIconbox\|name=Giant Belt}}, and {{MiniIconbox\|name=Greek Fire}}.

	~~Giant Belt~~ Damage = Rounddown((current_enemy_health * ~~Giant_Belt~~%) / max(1, Endless_Factor() * 0.2))		At higher Waves, these items and weapon basically loose the ability to deal damage based on enemy health.

			The loss follows the Equation:

			Health Percent Damage Bonus= Rounddown((current_enemy_health * Damage Bonus %) / max(1, Endless_Factor * 0.2))

	Notes:		Notes:
	* ~~Giant Belt~~ Damage is the final bonus damage added to ~~the Crit Attack~~.		* Health Percent Damage Bonus is the final bonus damage added to hit.
	* current_enemy_health is the current HP of the Target.		* current_enemy_health is the current HP of the Target.
	* ~~Giant_Belt~~% is the % bonus damage. It is 1% for Bosses and 10% the Regular enemies.		* Damage Bonus % is the percentage of current health converted to bonus damage. It is 1% for Bosses and 10% the Regular enemies. Chainsaw 4 and [[Curse\|Cursed]] versions have higher amounts.
	* And Endless_Factor is the Endless Factor.		* And Endless_Factor is the [[Endless_Mode#The_Endless_Factor\|Endless Factor]].

	So we notice that once 20% of the ~~endless factor~~ becomes a number higher than 1, the ~~Giant Belt's Effect~~ is divided by the number.		So we notice that once 20% of the Endless Factor becomes a number higher than 1, the effect is divided by the number.

	You can see the percentage of effectiveness ~~for the Belt~~ below:		You can see the percentage of effectiveness below:

	{\| class="wikitable"		{\| class="wikitable"

ArosRising: /* Wave 20 Changes */

2024-11-15T18:51:19Z

Wave 20 Changes

← Older revision		Revision as of 18:51, 15 November 2024
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	=== Wave 20 Changes ===		=== Wave 20 Changes ===
	If you're playing on Endless Mode, Wave 20 lasts ~~60 Seconds instead of~~ 90 ~~Seconds~~, ~~and~~ killing the spawned Boss/Bosses doesn't instantly end the wave.		If you're playing on Endless Mode, Wave 20 still lasts 90 seconds, but killing the spawned Boss/Bosses doesn't instantly end the wave.

	=== Strategy ===		=== Strategy ===

ArosRising at 08:06, 7 November 2024

2024-11-07T08:06:51Z

← Older revision		Revision as of 08:06, 7 November 2024
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	\|-		\|-
	\|}		\|}


			<comments />

ArosRising: /* Item Price */ Minor error

2024-07-19T02:07:13Z

Item Price: Minor error

← Older revision		Revision as of 02:07, 19 July 2024
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	For example if you buy a {{MiniIconbox\|name=Gnome}} on Wave 40, the price is multiplied by 100% + 126% = 226%		For example if you buy a {{MiniIconbox\|name=Gnome}} on Wave 40, the price is multiplied by 100% + 126% = 226%

	Without the endless Factor, the Gnome would have cost 540 [[Materials]]. But because of the endless factor, the price becomes 540 * 7.3 = 1220		Without the endless Factor, the Gnome would have cost 540 [[Materials]]. But because of the endless factor, the price becomes 540 * 2.26 = 1220

-Fie: Fixed incorrect usage of 'less'.

2024-04-07T02:44:16Z

Fixed incorrect usage of 'less'.

← Older revision		Revision as of 02:44, 7 April 2024
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	[[Trees]] has a 100% base chance of dropping a consumable. But it doesn't have the "guaranteed". This means the negative luck and the endless factor can cause trees to have a chance to not drop consumables.		[[Trees]] has a 100% base chance of dropping a consumable. But it doesn't have the "guaranteed". This means the negative luck and the endless factor can cause trees to have a chance to not drop consumables.

	This means that no matter the Endless factor, those three type units will continue to drop consumables and [[Loot Crate\|Loot Crates]] unaffected by the Endless Factor. Trees on the other hand, along with every other enemy will begin to drop ~~less~~ and ~~less~~ consumables.		This means that no matter the Endless factor, those three type units will continue to drop consumables and [[Loot Crate\|Loot Crates]] unaffected by the Endless Factor. Trees on the other hand, along with every other enemy will begin to drop fewer and fewer consumables.

	Note that drop rate of Loot crates are impacted in two ways. The first factor is that since ~~less~~ consumables drop, it also means ~~less~~ consumables that have a chance to be a loot crate. The Second is that every time a loot crate is dropped, the odds of the next loot crate is reduced. So while Loot Hoarders, Elites, and Bosses keep having a 100% chance for loot crates after accounting for the endless factor, the chance is reduced below 100% when more loot crates are dropped.		Note that drop rate of Loot crates are impacted in two ways. The first factor is that since fewer consumables drop, it also means fewer consumables that have a chance to be a loot crate. The Second is that every time a loot crate is dropped, the odds of the next loot crate is reduced. So while Loot Hoarders, Elites, and Bosses keep having a 100% chance for loot crates after accounting for the endless factor, the chance is reduced below 100% when more loot crates are dropped.

	* Note that you can combat this reduced chance by stacking [[Luck]]. Every 100 Luck keeps 1 additional loot crate guaranteed. So on wave 30-39, where 3 elites and bosses spawn, you need 200 luck, to guarantee the third loot crate. This doesn't account for further crates dropped by regular enemies and trees.		* Note that you can combat this reduced chance by stacking [[Luck]]. Every 100 Luck keeps 1 additional loot crate guaranteed. So on wave 30-39, where 3 elites and bosses spawn, you need 200 luck, to guarantee the third loot crate. This doesn't account for further crates dropped by regular enemies and trees.

SoraDeclining: Consumable fix

2024-03-16T14:19:09Z

Consumable fix

← Older revision		Revision as of 14:19, 16 March 2024
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	=== Consumables ===		=== Consumables ===
	The Endless Factor affects the chances of an enemy dropping [[Consumables]]		The Endless Factor affects the chances of an enemy dropping [[Consumables]]
	Consumable Drop Chance = Unit drop Chance * (1 + luck/100) * (1.0 + Endless Factor)		Consumable Drop Chance = Unit drop Chance * (1 + luck/100) / (1.0 + Endless Factor)

	* The Drop chance has a maximum of 100%.		* The Drop chance has a maximum of 100%.
	* You can see the drop chance of enemies [[Enemies\|Here]].		* You can see the drop chance of enemies [[Enemies\|Here]].

			In Practice this means that you'll see way fewer consumables from drops at higher Endless Waves. The [[Garden]] item is not affected by this.

	Loot Hoarder, [[Enemies#Elites (Danger 2+)\|Elites]], and [[Enemies#Bosses (Wave 20)\|Bosses]] have a guaranteed consumable drop.		Loot Hoarder, [[Enemies#Elites (Danger 2+)\|Elites]], and [[Enemies#Bosses (Wave 20)\|Bosses]] have a guaranteed consumable drop.
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	\|7.1%		\|7.1%
	\|4.1%		\|4.1%
	\|1.7>		\|1.7%
	\|0.9%		\|0.9%
	\|0.5%		\|0.5%

ArosRising: /* Endless Factor Tables */ Finally fully fixed.

2023-12-11T14:22:17Z

Endless Factor Tables: Finally fully fixed.

← Older revision		Revision as of 14:22, 11 December 2023
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	! Price Increase %		! Price Increase %
	\|0%		\|0%
	\|2.0%		\|0.40%
	\|6.0%		\|1.20%
	\|12.0%		\|2.40%
	\|20.0%		\|4.00%
	\|30.0%		\|6.00%
	\|42.0%		\|8.40%
	\|56.0%		\|11.2%
	\|72.0%		\|14.4%
	\|90.0%		\|18.0%
	\|~~110~~.0%		\|22.0%
	\|~~132~~.0%		\|26.4%
	\|~~156~~.0%		\|31.2%
	\|~~182~~.0%		\|36.4%%
	\|~~210~~.0%		\|42.0%%
	\|~~240~~.0%		\|48.0%
	\|~~299~~.2%		\|59.84%
	\|~~367~~.2%		\|73.44%
	\|~~444~~.6%		\|88.92%
	\|~~532~~.0%		\|106.4%
	\|~~630~~.0%		\|126.0%
	\|-		\|-
	!Reroll ~~Increase~~		!First Reroll Price
	\|0
	\|0
	\|0
	\|1
	\|1
	\|2
	\|2
	\|3
	\|4
	\|5
	\|6
	\|8
	\|9
	~~\|11~~
	~~\|12~~
	~~\|15~~
	~~\|17~~
	~~\|21~~
	~~\|25~~
	\|30		\|30
	\|34		\|31
			\|33
			\|35
			\|37
			\|39
			\|41
			\|43
			\|46
			\|48
			\|51
			\|54
			\|57
			\|60
			\|63
			\|67
			\|71
			\|76
			\|82
			\|88
			\|94
	\|-		\|-
	!Consumable Chance		!Consumable Chance
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	\|-		\|-
	!Price Increase %		!Price Increase %
	\|~~630~~%		\|126%
	\|~~1300~~%		\|260%
	\|~~2325~~%		\|465%
	\|~~5740~~%		\|1148%
	\|~~1.15•E<sup>2</sup>~~		\|2295%
	\|~~2.01•E<sup>2</sup>~~		\|4026%
	\|3.~~23•E~~<sup>2</sup>		\|6461%
	\|4.~~86•E~~<sup>2</sup>		\|9720%
	\|2.~~13•E~~<sup>3</sup>		\|4.26•E<sup>2</sup>
	\|5.~~70•E~~<sup>3</sup>		\|1.14•E<sup>3</sup>
	\|1.~~20•E~~<sup>4</sup>		\|2.39•E<sup>3</sup>
	\|2.~~16•E~~<sup>4</sup>		\|4.33•E<sup>3</sup>
	\|5.~~43•E~~<sup>4</sup>		\|1.09•E<sup>4</sup>
	\|1~~.10•E<sup>5</sup>~~		\|2.19•E<sup>4</sup>
	\|3.87•E~~<sup>5</sup>~~		\|7.74•E<sup>4</sup>
	~~\|9.37•E~~<sup>5</sup>		\|1.87•E<sup>5</sup>
	\|-		\|-
	!Reroll ~~Increase~~		!First Reroll price
	\|34		\|94
	\|62		\|129
	\|98		\|173
	\|~~199~~		\|289
	\|~~341~~		\|446
	\|~~528~~		\|658
	\|~~765~~		\|900
	\|~~1053~~		\|1203
	\|~~3386~~		\|3611
	\|~~7451~~		\|7751
	\|1.~~35•E~~<sup>4</sup>		\|1.39•E<sup>4</sup>
	\|2.~~19•E~~<sup>4</sup>		\|2.24•E<sup>4</sup>
	\|5.~~64•E~~<sup>4</sup>		\|4.70•E<sup>4</sup>
	\|8.~~25•E~~<sup>4</sup>		\|8.33•E<sup>4</sup>
	\|2.~~33•E~~<sup>5</sup>		\|2.34•E<sup>5</sup>
	\|4.~~84•E~~<sup>5</sup>		\|4.85•E<sup>5</sup>
	\|-		\|-
	!Consumable Chance		!Consumable Chance

ArosRising: /* Rerolling */

2023-11-21T21:33:10Z

Rerolling

← Older revision		Revision as of 21:33, 21 November 2023
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	The price for the Reroll Increase in Endless Mode is determined by:		The price for the Reroll Increase in Endless Mode is determined by:

	max(1, last_reroll_value + max(1, (0.5 * wave * (1 + Endless Factor))))		max(1, last_reroll_value + max(1, (0.5 * wave * (1 + Endless Factor)^(1/2) )))


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	\|33		\|33
	\|35		\|35
	\|38		\|37
			\|39
	\|41		\|41
	\|44		\|43
			\|46
	\|48		\|48
	\|52		\|51
	\|56		\|54
	\|61		\|57
	\|66		\|60
	\|72		\|63
	\|79		\|67
	\|86		\|71
			\|76
			\|82
			\|88
	\|94		\|94
	~~\|107~~
	~~\|123~~
	~~\|141~~
	~~\|162~~
	~~\|186~~
	\|-		\|-
	! Price Increase per Reroll		! Price Increase per Reroll
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	\|11		\|11
	\|12		\|12
			\|13
	\|14		\|14
			\|15
	\|16		\|16
	\|18		\|18
			\|19
	\|21		\|21
	\|24		\|23
			\|25
	\|27		\|27
	\|31		\|29
			\|32
	\|35		\|35
	\|40		\|39
	\|46		\|44
	\|52		\|49
	\|59		\|54
	~~\|71~~
	~~\|86~~
	~~\|103~~
	~~\|123~~
	~~\|146~~
	\|-		\|-
	\|}		\|}



	=== Recycling ===		=== Recycling ===

ArosRising: /* Item Price / Oversight fixed

2023-11-21T21:08:55Z

Item Price: Oversight fixed*

← Older revision		Revision as of 21:08, 21 November 2023
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	=== Item Price ===		=== Item Price ===
	Endless Item Price = max(1.0, ((Item Price + Wave + (Item Price * Wave * 0.1 )) * items_price_factor * (1 + Endless_Factor))		Endless Item Price = max(1.0, ((Item Price + Wave + (Item Price * Wave * 0.1 )) * items_price_factor * (1 + Endless_Factor / 5))

	Notes:		Notes:
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	! Price Increase in %		! Price Increase in %
	\|0%		\|0%
	\|2.0%		\|0.40%
	\|6.0%		\|1.20%
	\|12.0%		\|2.40%
	\|20.0%		\|4.00%
	\|30.0%		\|6.00%
	\|42.0%		\|8.40%
	\|56.0%		\|11.2%
	\|72.0%		\|14.4%
	\|90.0%		\|18.0%
	\|~~110~~.0%		\|22.0%
	\|~~132~~.0%		\|26.4%
	\|~~156~~.0%		\|31.2%
	\|~~182~~.0%%		\|36.4%%
	\|~~210~~.0%%		\|42.0%%
	\|~~240~~.0%		\|48.0%
	\|~~299~~.2%		\|59.84%
	\|~~367~~.2%		\|73.44%
	\|~~444~~.6%		\|88.92%
	\|~~532~~.0%		\|106.4%
	\|~~630~~.0%		\|126.0%
	\|-		\|-
	\|}		\|}
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	For example if you buy a {{MiniIconbox\|name=Gnome}} on Wave 40, the price is multiplied by (1 + ~~6.3)~~		For example if you buy a {{MiniIconbox\|name=Gnome}} on Wave 40, the price is multiplied by 100% + 126% = 226%

	Without the endless Factor, the Gnome would have cost 540 [[Materials]]. But because of the endless factor, the price becomes 540 * 7.3 = ~~3942~~		Without the endless Factor, the Gnome would have cost 540 [[Materials]]. But because of the endless factor, the price becomes 540 * 7.3 = 1220



	~~Generally~~, ~~the Shop Prices~~ increase ~~dratically in~~ the ~~Endless Mode~~. So get your shopping done before it is too late.		For most builds, this increase means that the shop begins to slowly outscale your material income. So get your shopping done before it is too late.

	=== Rerolling ===		=== Rerolling ===

ArosRising: /* Endless Factor Tables */

2023-08-19T20:26:07Z

Endless Factor Tables

← Older revision		Revision as of 20:26, 19 August 2023
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	\|0		\|0
	\|0		\|0
			\|1
	\|1		\|1
	\|2		\|2
			\|2
			\|3
	\|4		\|4
	\|5		\|5
			\|6
	\|8		\|8
	\|10		\|9
	\|13		\|11
	\|16		\|12
	\|20		\|15
	\|24		\|17
			\|21
			\|25
	\|30		\|30
	\|35		\|34
	~~\|42~~
	~~\|53~~
	~~\|68~~
	~~\|84~~
	~~\|104~~
	~~\|126~~
	\|-		\|-
	!Consumable Chance		!Consumable Chance