浮世絵で歩く日本の名所 vs K.O. Nonogram Pro

About this App “Touring Japan with Ukiyoe” is a smartphone application that shows on a contemporary map the approximate locations of places depicted in ukiyoe. Use it to rediscover the appeal of ukiyoe while comparing how streets looked then and today. The location information displayed in this app is based on ukiyoe-holding museums’ databases. We expect the number of ukiyoe pieces and cooperating museums to gradually increase, and users can therefore look forward to the occasional new discovery when reopening the app. While this app was developed so that users can experience Japan’s remarkable ukiyoe, don't forget that seeing the real thing is the best way to delve into their depths. On the ukiyoe information screens one finds a link to the homepage of the museum at which the piece is held. If you like it, while not plan a trip to see it for yourself? Copyright The ukiyoe images and text in this application belong to the holding museums. Duplication and unauthorized copying is prohibited. Notes Regarding Use • The location information displayed in this application is approximate. It is not made for determining the exact locations of places depicted in works. • While the images and other information in this application regarding a work are provided by the museum at which it is held, the work might not be on permanent display. Since exhibitions change, please check with the museum before visiting whether the work that you want to see is on display. • Direct or indirect losses that arise when using this application are not the responsibility of the holding museums or the company that offers this application.

K.O. Nonogram Pro: 1. Permanent ad-free; 2. Unlimited prompts; 3. Unlock all selected puzzles; 4. Print all puzzles(no watermark in preview); 5. Cloud backup; ------------------------------ Get nonogram answers / solving steps immediately. It supports 5~50 grid nonogram. There is a rich online nonogram store, support print puzzle. --------------- The grid of squares must be either filled in black or marked with X. Beside each row of the grid are listed the lengths of the runs of black squares on that row. Above each column are listed the lengths of the runs of black squares in that column. Go to find all black squares.