Theoretical and Experimental DNA Computation (Natural ...
Theoretical and Experimental DNA Computation (Natural ...
Theoretical and Experimental DNA Computation (Natural ...
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5.8 <strong>Experimental</strong> Investigations 121<br />
Table 5.1. Sequences chosen to represent vertex/color combinations<br />
Coloring Sequence Tm<br />
v1 = red GCTCTGCTAAAAAATCTTGATTTCACAGCATGGT 74.1<br />
v1 = green GCTCTGCTGGGGGGTCTTGATTTCACAGCATGGT 83.1<br />
v1 = blue GCTCTGCTCCCCCCTCTTGATTTCACAGCATGGT 82.5<br />
v2 = red CGTCATAGGATCACCATGCTTTTTTTACCATGCTGTGAAATCAAGA 81.5<br />
v2 = green CGTCATAGGATCACCATGCTCCCCCCACCATGCTGTGAAATCAAGA 88.4<br />
v2 = blue CGTCATAGGATCACCATGCTGGGGGGACCATGCTGTGAAATCAAGA 88.4<br />
v3 = red AGCATGGTGATCCTATGACGAAAAAATGCTGCTAAGACGAAGAGTT 80.9<br />
v3 = green AGCATGGTGATCCTATGACGGGGGGGTGCTGCTAAGACGAAGAGTT 86.6<br />
v3 = blue AGCATGGTGATCCTATGACGCCCCCCTGCTGCTAAGACGAAGAGTT 86.7<br />
v4 = red GTAGGTGTGATCCAGTGGTTTTTTTTAACTCTTCGTCTTAGCAGCA 79.2<br />
v4 = green GTAGGTGTGATCCAGTGGTTCCCCCCAACTCTTCGTCTTAGCAGCA 86.0<br />
v4 = blue GTAGGTGTGATCCAGTGGTTGGGGGGAACTCTTCGTCTTAGCAGCA 86.0<br />
v5 = red AACCACTGGATCACACCTACAAAAAAGGTCTTCGGCGGCAATCTAC 83.7<br />
v5 = green AACCACTGGATCACACCTACGGGGGGGGTCTTCGGCGGCAATCTAC 89.9<br />
v5 = blue AACCACTGGATCACACCTACCCCCCCGGTCTTCGGCGGCAATCTAC 89.9<br />
v6 = red GTAGGTGTGATCCAGTGGTTTTTTTTGTAGATTGCCGCCGAAGACC 83.8<br />
v6 = green GTAGGTGTGATCCAGTGGTTCCCCCCGTAGATTGCCGCCGAAGACC 89.5<br />
v6 = blue GTAGGTGTGATCCAGTGGTTGGGGGGGTAGATTGCCGCCGAAGACC 89.5<br />
v7 = red AACCACTGGATCACACCTACAAAAAACACTGACAAGACCTTTGCTT 80.8<br />
v7 = green AACCACTGGATCACACCTACGGGGGGCACTGACAAGACCTTTGCTT 87.4<br />
v7 = blue AACCACTGGATCACACCTACCCCCCCCACTGACAAGACCTTTGCTT 86.8<br />
v8 = red GCGGAATTCCTCTGCTGATCTTTTTTAAGCAAAGGTCTTGTCAGTG 81.9<br />
v8 = green GCGGAATTCCTCTGCTGATCCCCCCCAAGCAAAGGTCTTGTCAGTG 89.1<br />
v8 = blue GCGGAATTCCTCTGCTGATCGGGGGGAAGCAAAGGTCTTGTCAGTG 89.1<br />
3’<br />
5’<br />
V 1 V 3<br />
V 5<br />
V 7<br />
V 2 V 4 V 6 V8<br />
Fig. 5.9. Library construction<br />
Sequences representing odd-numberedverticesruninthe3’→ 5’ direction. Sequences<br />
representing even-numbered vertices run in the 5’ → 3’ direction (see<br />
Fig. 5.9). We now describe the structure of the binding sections of str<strong>and</strong>s representing<br />
even-numbered vertices. The “left-h<strong>and</strong>” binding section of str<strong>and</strong>s<br />
representing vn (where n is even) is the complement of the “right-h<strong>and</strong>” binding<br />
section of str<strong>and</strong>s representing vn−1. Similarly, the “right-h<strong>and</strong>” binding<br />
section of str<strong>and</strong>s representing vn is the “left-h<strong>and</strong>” binding section of str<strong>and</strong>s<br />
representing vn+1.<br />
We also construct a single biotinylated oligo, corresponding to the complement<br />
of the “right-h<strong>and</strong>” binding section of str<strong>and</strong>s representing v8. This<br />
allows us to purify str<strong>and</strong>s encoding colorings away from the splint str<strong>and</strong>s.<br />
The use of hybridization extraction does not cause a problem at this stage,<br />
5’<br />
3’