11 July 2011 @ 12:09 pm
Shall we date?: Heian Love INTRODUCTION  
I started playing an otome game on the iTouch a while back but have only decided to write down the correct responses since I have yet to be able to find a bloody walkthrough for this game! It's also for me to keep track of the correct answers as well~ heart1

As it is an otome game, you play as a young lady that has recently entered the Imperial court, as a lady attendant for the Emperor Kuze. However your life before was living in the countryside, but because of your father you were invited in. Once there, you were planning on attending a poetry contest for the emperor, but since you had a stomach ache you couldn’t go to your dismay. That’s until you receive a love poem, from a mystery poet. With your attendant Hinata, you try to figure out who exactly sent you this love poem since there is a clue in the poem as to who they are. Turns out though, every man you can think of – can fit the profile of your mystery poet. loveletter

And you get to choose who your mystery poet is amongst these ~! hearts

          

          

It's a very gorgeous and aesthetically pleasing game to look at~ leaf

          

The game can be played in either English or Japanese languages~ I wish there were more games like this~ cherryblossom

Each character has five alternate endings ranging from happiest ending, happier ending, happy ending, normal ending, and unhappy ending. Obviously in order to get happiest ending, you need to have all the answers correct... The other endings depend how many incorrect answers you chose. The one that I'll be documenting are the happiest endings, since it's the most painstaking one to get ^_^;;

Click on the character whose walkthrough solution you would like to access
Emperor Kuze
Mikage Abe
Masakuni Sugawara
Yui Minamoto
Sakuhito
Hisame Kyogoku
Hinata
Izo
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Current Mood: relaxed
Current Music: ♫ 嵐 - Troublemaker
 
 
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[identity profile] corlee1289.livejournal.com on March 19th, 2012 11:43 pm (UTC)
Oh gosh! This game had the most replay value because you want to get ALL the pictures for all the endings.

I can't recall how many needed to be wrong for all the different endings.

. All answers correct (with one error or two), you'll get happiest
. Three to four answers wrong, you'll get the happier ending.
. Half of the answers to be wrong, you'll get either the happy or normal ending.
. All answers wrong, you'll get the unhappy ending.

The most difficult to obtain are the happy and normal ending since their in close enough range to one another, so the threshold between the two endings aren't that largely pronounced.