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- .geometry "version 0.1";
- v1 = .free(-0.296854, 0.0342, "1");
- v2 = .free(0.045144, 0.362517, "2");
- v3 = .free(0.463748, -0.236662, "3");
- v4 = .free(-0.384405, -0.682627, "4");
- l1 = .l.vv(v1, v2);
- l2 = .l.vv(v2, v3);
- l3 = .l.vv(v3, v4);
- l4 = .l.vv(v4, v1);
- v5 = .v.vvmid(v1, v2, .red);
- v6 = .v.vvmid(v2, v3, .red);
- v7 = .v.vvmid(v3, v4, .red);
- v8 = .v.vvmid(v4, v1, .red);
- l5 = .l.vv(v5, v6, .red);
- l6 = .l.vv(v6, v7, .red);
- l7 = .l.vv(v7, v8, .red);
- l8 = .l.vv(v8, v5, .red);
- .text("The midpoints of an arbitrary quadrilateral form a parallelogram.");
- .text("Try moving any of the vertices 1, 2, 3, and 4, and note that");
- .text("the red figure remains a parallelogram.");
-