Experience Table

Note: Enabling "Virtual Levels" in the Settings will show the player if they would be on a level higher than 99 ( 120), even though this gives almost no benefits. Pet drop rate calculations are based on your Virtual Level, however note that calculation will use your Virtual Level regardless of the setting.

The experience difference between level [math]\displaystyle{ L-1 }[/math] and level [math]\displaystyle{ L }[/math] is approximately [math]\displaystyle{ \left\lfloor \frac{1}{4} \left( L-1+300\times 2^{\frac{L-1}{7}} \right) \right\rfloor }[/math]. The table below shows this experience difference for each level and also the cumulative experience from level 1 to level [math]\displaystyle{ L }[/math]. Note that experience levels are nonlinear and so the amount of experience between 1 and 92 is the same as the amount of experience between 92 and 99. Experience also doubles about every 7 levels. For example, the experience between 7 and 8 is 138 and the experience between 14 and 15 is 274, which is roughly double.

Skill Exp Table

The base game has a maximum skill and

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Mastery

level of 99, with the Throne of the Herald Expansion the skill level maximum is increased to 120.

Level	XP	Difference		Level	XP	Difference		Level	XP	Difference		Level	XP	Difference		Level	XP	Difference
1	0	0		26	8,740	898		51	111,945	10,612		76	1,336,443	126,022		101	15,889,109	1,497,949
2	83	83		27	9,730	990		52	123,660	11,715		77	1,475,581	139,138		102	17,542,976	1,653,867
3	174	91		28	10,824	1,094		53	136,594	12,934		78	1,629,200	153,619		103	19,368,992	1,826,016
4	276	102		29	12,031	1,207		54	150,872	14,278		79	1,798,808	169,608		104	21,385,073	2,016,081
5	388	112		30	13,363	1,332		55	166,636	15,764		80	1,986,068	187,260		105	23,611,006	2,225,933
6	512	124		31	14,833	1,470		56	184,040	17,404		81	2,192,818	206,750		106	26,068,632	2,457,626
7	650	138		32	16,456	1,623		57	203,254	19,214		82	2,421,087	228,269		107	28,782,069	2,713,437
8	801	151		33	18,247	1,791		58	224,466	21,212		83	2,673,114	252,027		108	31,777,943	2,995,874
9	969	168		34	20,224	1,977		59	247,886	23,420		84	2,951,373	278,259		109	35,085,654	3,307,711
10	1,154	185		35	22,406	2,182		60	273,742	25,856		85	3,258,594	307,221		110	38,737,661	3,652,007
11	1,358	204		36	24,815	2,409		61	302,288	28,546		86	3,597,792	339,198		111	42,769,801	4,032,140
12	1,584	226		37	27,473	2,658		62	333,804	31,516		87	3,972,294	374,502		112	47,221,641	4,451,840
13	1,833	249		38	30,408	2,935		63	368,599	34,795		88	4,385,776	413,482		113	52,136,869	4,915,228
14	2,107	274		39	33,648	3,240		64	407,015	38,416		89	4,842,295	456,519		114	57,563,718	5,426,849
15	2,411	304		40	37,224	3,576		65	449,428	42,413		90	5,346,332	504,037		115	63,555,443	5,991,725
16	2,746	335		41	41,171	3,947		66	496,254	46,826		91	5,902,831	556,499		116	70,170,840	6,615,397
17	3,115	369		42	45,529	4,358		67	547,953	51,699		92	6,517,253	614,422		117	77,474,828	7,303,988
18	3,523	408		43	50,339	4,810		68	605,032	57,079		93	7,195,629	678,376		118	85,539,082	8,064,254
19	3,973	450		44	55,649	5,310		69	668,051	63,019		94	7,944,614	748,985		119	94,442,737	8,903,655
20	4,470	497		45	61,512	5,863		70	737,627	69,576		95	8,771,558	826,944		120	104,273,167	9,830,430
21	5,018	548		46	67,983	6,471		71	814,445	76,818		96	9,684,577	913,019
22	5,624	606		47	75,127	7,144		72	899,257	84,812		97	10,692,629	1,008,052
23	6,291	667		48	83,014	7,887		73	992,895	93,638		98	11,805,606	1,112,977
24	7,028	737		49	91,721	8,707		74	1,096,278	103,383		99	13,034,431	1,228,825
25	7,842	814		50	101,333	9,612		75	1,210,421	114,143		100	14,391,160	1,356,729

The formula to calculate the amount of experience needed to reach level [math]\displaystyle{ L }[/math] is:

[math]\displaystyle{ \text{Experience} = \left \lfloor{\frac{1}{4}\sum_{\ell=1}^{L-1}}\left\lfloor{\ell + 300\cdot2^{\ell/7}}\right\rfloor\right\rfloor }[/math]

If the floor functions are ignored, the resulting summation can be found in closed form to be:

[math]\displaystyle{ \text{Experience} \approx \frac{1}{8} \left( {L}^{2} - L + 600 \, \frac{{2}^{L/7}-2^{1/7}} {{2}^{1/7}-1} \right) }[/math]

The approximation is very accurate, always within 100 experience but usually less than around 10 experience.

Abyssal Exp Table

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Into the Abyss skills have a maximum abyssal skill level of 60. The maximum

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Mastery

level is 99 and follows the Skill Exp Table above.

Level	XP	Difference		Level	XP	Difference		Level	XP	Difference
1	0	0		21	81,408,307	8,903,656		41	671,272,471	64,513,833
2	1,356,730	1,356,730		22	91,238,737	9,830,431		42	742,501,513	71,229,043
3	2,854,679	1,497,950		23	102,092,408	10,853,672		43	821,144,748	78,643,236
4	4,508,546	1,653,868		24	114,075,830	11,983,423		44	907,973,916	86,829,169
5	6,334,562	1,826,017		25	127,306,598	13,230,769		45	1,003,841,086	95,867,171
6	8,350,643	2,016,082		26	141,914,547	14,607,950		46	1,109,687,019	105,845,934
7	10,576,576	2,225,934		27	158,043,027	16,128,481		47	1,226,550,401	116,863,383
8	13,034,202	2,457,627		28	175,850,310	17,807,284		48	1,355,578,032	129,027,632
9	15,747,639	2,713,438		29	195,511,142	19,660,833		49	1,498,036,083	142,458,052
10	18,743,513	2,995,875		30	217,218,456	21,707,315		50	1,655,322,520	157,286,438
11	22,051,224	3,307,712		31	241,185,272	23,966,817		51	1,828,980,822	173,658,303
12	25,703,231	3,652,008		32	267,646,779	26,461,508		52	2,020,715,128	191,734,307
13	29,735,371	4,032,141		33	296,862,648	29,215,870		53	2,232,406,962	211,691,835
14	34,187,211	4,451,841		34	329,119,579	32,256,932		54	2,466,133,691	233,726,730
15	39,102,439	4,915,229		35	364,734,115	35,614,537		55	2,724,188,919	258,055,229
16	44,529,288	5,426,850		36	404,055,749	39,321,635		56	3,009,104,986	284,916,068
17	50,521,013	5,991,726		37	447,470,348	43,414,600		57	3,323,677,825	314,572,840
18	57,136,410	6,615,398		38	495,403,949	47,933,602		58	3,670,994,393	347,316,569
19	64,440,398	7,303,989		39	548,326,932	52,922,984		59	4,054,462,971	383,468,579
20	72,504,652	8,064,255		40	606,758,639	58,431,708		60	4,477,846,602	423,383,632

The formula to calculate the amount of experience needed to reach level [math]\displaystyle{ L }[/math] is:

[math]\displaystyle{ \text{Experience} = \left \lfloor{\frac{1}{4}\sum_{\ell=1}^{L + 97}}\left\lfloor{\ell + 300\cdot2^{\ell/7}}\right\rfloor\right\rfloor }[/math]

This is essentially the same as the formula for the regular experience table, except that Abyssal level 1 equals regular level 98.

Melvor Idle version v1.3.1 (Released: 30th October 2024)
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Reference Tables: Items, Equipment, Experience Table, Upgrading Items, Combat Areas, Slayer Areas, Dungeons, Strongholds, The Abyss, Monsters