FIC: Projective Plane (1/4?)
Mar. 15th, 2012 05:04 am![[identity profile]](https://www.dreamwidth.org/img/silk/identity/openid.png)
Uhm, hello everyone. <3 I've been lurking on this lovely community since about December even though I'm not really on Livejournal anymore, with Tumblr having eaten me as it does. You might recognize the premise of this fic from the prompt meme, since I threw it up there, but ultimately I decided to bite the bullet and write it myself since it absolutely would not go away. It hotlinks to my Tumblr account, if everyone is okay with that. Hope you enjoy!
Title: Projective Plane, (1/4?)
Series: Doctor Who
Disclaimer: Not mine, would terrify them to know what I’ve done with it, my apologies to RTD and Moffat and all except I’m not really sorry, etc etc.
Pairings: Ten/Simm!Master, Shalka!Doctor/Shalka!Master
Warnings: Simm!Master’s general mental illness metaphor. Language. Frequent ‘humans are apes’ jokes.
Spoilers: “Scream of the Shalka,” all of Simm!Master’s run.
Summary: Pulled back into the Time-lock, the Master is rescued by a Doctor he has never met, a companion who looks extremely familiar, and at least seven impossible things before breakfast.
"In the ordinary Euclidean plane, two lines typically intersect in a single point, but there are some pairs of lines (namely, parallel lines) that do not intersect. A projective plane can be thought of as an ordinary plane equipped with additional ‘points at infinity’ where parallel lines intersect. Thus any two lines in a projective plane intersect in one and only one point.”
Title: Projective Plane, (1/4?)
Series: Doctor Who
Disclaimer: Not mine, would terrify them to know what I’ve done with it, my apologies to RTD and Moffat and all except I’m not really sorry, etc etc.
Pairings: Ten/Simm!Master, Shalka!Doctor/Shalka!Master
Warnings: Simm!Master’s general mental illness metaphor. Language. Frequent ‘humans are apes’ jokes.
Spoilers: “Scream of the Shalka,” all of Simm!Master’s run.
Summary: Pulled back into the Time-lock, the Master is rescued by a Doctor he has never met, a companion who looks extremely familiar, and at least seven impossible things before breakfast.
"In the ordinary Euclidean plane, two lines typically intersect in a single point, but there are some pairs of lines (namely, parallel lines) that do not intersect. A projective plane can be thought of as an ordinary plane equipped with additional ‘points at infinity’ where parallel lines intersect. Thus any two lines in a projective plane intersect in one and only one point.”