Maou-sama no Machizukuri!: Saikyou no Dungeon wa Kindai Toshi
魔王様の街づくり!~最強のダンジョンは近代都市~ / The devil is making city, Demon King's Town Planning! The Strongest Dungeon is a Modern City
4.5K5114
Genres:Ecchi,Action,Comedy,Fantasy,Romance,Harem
🇬🇧EnglishTr From🇯🇵Japanese
Publication:Original Publication:Ongoing
7.5
123 votes
5
39.8%4
38.2%3
14.6%2
04.1%1
03.3%Beings that create and control monsters and demons, beings that build and reign over malicious labyrinths, the chosen individuals to possess an overwhelming Unique Skill—they are the Demon Lords.
Demon Lords entice people to come to the labyrinth they've built and eat the people's despair as their nourishment. However, newly born Demon Lord Procell has decided that he will obtain people's hopes and not their despair as nourishment, and build a happy town instead of a malicious labyrinth to collect human beings.
This is the story of an eccentric Demon Lord, with all its ins and outs.
(Source: Novel Updates, edited)
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Chapters(76)
Vol.0 Ch.71: Trial of the [Dragon]
Deer
4
335+220
Vol.0 Ch.70: Unforgettable Feeling
Deer
0
16+19
Koala
0
32+4
Koala
0
17+9
Koala
0
10+4
Koala
0
7+4
Koala
0
6+9
Koala
0
3+6
Koala
0
2+11
Koala
0
3+8
Koala
0
4+10
Koala
0
606+545
Koala
3
735+582
Koala
2
770+576
Koala
1
797+647
Vol.0 Ch.56: [Black's] Counterattack
Deer
0
517+467
Koala
1
838+649
Koala
0
1+1
Koala
1
874+706
Koala
0
895+652
Koala
0
945+691
Koala
2
1.1K+859
Koala
0
1.2K+996
Koala
0
1.1K+898
Koala
0
1.1K+867
Koala
0
1.1K+880
Whale
0
602+421
Koala
0
590+545
Koala
0
503+451
Koala
0
477+455
Koala
0
1+2
Koala
0
412+444
Koala
0
400+482
Koala
6
427+473
Koala
1
334+375
Koala
0
315+356
Koala
0
285+337
Koala
0
1+2
Koala
1
273+349
Koala
0
295+484
Koala
0
310+390
Koala
1
515+531
Koala
1
294+435
Koala
1
261+447
Koala
0
1+1
Koala
0
309+439
Koala
0
273+534
Koala
0
262+370
Koala
0
258+392
Koala
0
257+363
Koala
0
250+380
Koala
0
234+380
Koala
0
235+385
Koala
0
250+413
Koala
0
243+371
Koala
0
262+363
Koala
0
243+354
Koala
0
257+371
Koala
0
278+351
Koala
1
286+361
Koala
2
296+344
Koala
0
274+380
Koala
2
284+426
Koala
0
319+406
Koala
0
303+418
Koala
0
338+462
Koala
3
360+503
Koala
0
330+486
Koala
0
319+497
Koala
1
318+494
Koala
0
334+513
Koala
0
382+608
Koala
0
453+794
Koala
0
569+928
Koala
0
1.3K+1.8K
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