{"author_name":"wboqm","cat":"LD #35","comments":[],"epoch":1472494800,"likes":1,"metadata":{"p_key":"3639","p_author":"wboqm","p_authorkey":"83541","p_urlkey":"39102","p_title":"h3ss (first post)","p_cat":"LD #35","p_event":"LD36","p_time":"1472494800","p_likes":"1","p_comments":"0","p_status":"UPD5","us_key":"83541","us_name":"wboqm","us_username":"wboqm","event_start":"1472169600","event_key":"35","event_name":"LD36"},"text":"<p>It seems that there is an obligatory &#8216;first post&#8217;, so I might as well use the opportunity to encourage you all to checkout <a href=\"http:\/\/ludumdare.com\/compo\/ludum-dare-35\/?action=preview&amp;uid=83541\">h3ss<\/a>. It is a puzzle game set in 3-dimensional hyperbolic space. You push coloured blocks (icosahedra: 20-faced polyhedra) around this exponentially expanding space and try make all the blocks disappear by pressing &lt;space&gt; to update the state using rules similar to Conway&#8217;s game of life. An empty cell (the icosahedra tile the space similar to a cubic grid in Euclidean space) will become a coloured block if it has exactly three coloured blocks as neighbours. And a coloured block neighbouring three or more coloured blocks will disappear.<\/p>\n <p><img src=\"http:\/\/wboqm.com\/h3ss-small.gif\" alt=\"h3ss\" \/><\/p>\n <p>Currently there is only three levels, but it is enough to at least start exploring the interesting properties of this non-Euclidean space.<\/p>","time":"August 29th, 2016 1:20 pm","title":"h3ss (first post)"}