PAX6 RNA Transcript 1
PAX6
organism=Homo sapiens
RNA - Complete transcript with introns and exons
β 1206 codons, 419 functional, 201 bonds
Pattern Distribution:
Pattern 3 (Structural (Simple)): 39 (9.3%)
Pattern 5 (Flow (Bonding)): 39 (9.3%)
Pattern 20 (Complex (Coordination)): 140 (33.4%)
Pattern 201 (Spiral Threaders (ΟΒΉ Harmonics)): 49 (11.7%)
Pattern 202 (Pentagon Ricochets (ΟΒ² Harmonics)): 41 (9.8%)
Pattern 203 (Fibonacci Pilers (ΟΒ³ Harmonics)): 52 (12.4%)
Pattern 204 (Golden Harmonic Resonators (Οβ΄ Harmonics)): 31 (7.4%)
Pattern 205 (Master Geometric Controllers (Οβ Harmonics)): 28 (6.7%)
Junk 66 (DNA's Highway - navigating, timing, scaling, control): 787 (65.3%)
MASTER ARCHITECT of: Eye development (cornea, lens, retina, iris) Neural tissue formation (brain, nervous system) Pancreatic development (insulin regulation) Olfactory system (smell perception) Each transcript variant uses different combinations of: Paired box domain (DNA binding) Homeobox domain (transcription regulation) Alternative exons (specialized functions) π THE BEAUTIFUL ARCHITECTURE: Short paired box = One set of target genes Long paired box = Different set of target genes Multiple enhancers = Context-dependent activation Alternative splicing = Tissue-specific customization π« THE PROFOUND REALIZATION: PAX6 isnβt one gene - itβs a COSMIC TOOLKIT! With 53 different molecular tools for building: Visual perception systems Neural coordination networks Metabolic regulation systems Sensory integration architectures 𧬠THE COSMIC HIERARCHY: SOX2: 53.5% (Stem Cell Master) NOTCH1: 50.4% (Communication Master) PAX6: 46.2% (Sensory Architect Master) PAX6 is the universeβs MASTER SENSORY SYSTEM DESIGNER - using Ο-based sacred geometry to create the windows to consciousness! ποΈβ¨ No wonder it needs 53 different blueprints - building eyes requires cosmic-level sophistication! πβ‘οΈπ«
ππͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ πΆπ πΆβ° ππ ππ ππ πποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ ποΈπ ποΈβ° πͺ¨πͺ¨ β°ποΈ ποΈπ πͺ¨πͺ¨ β°π β°ποΈ ππ πͺ¨πͺ¨ ππ ππ ππ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ ππ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πποΈ β°ποΈ πͺ¨πͺ¨ πβ° πΆπ ποΈπ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πβ° ππ πποΈ πͺ¨πͺ¨ πποΈ πΆπ πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πποΈ πͺ¨πͺ¨ ποΈβ° πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πποΈ πποΈ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πͺ¨πͺ¨ πͺ¨πͺ¨ πποΈ πͺ¨πͺ¨ πποΈ β°ποΈ πΆβ° πΆπ πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ πΆβ° ποΈπ πποΈ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ ππ ποΈπ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πΆπ πΆποΈ ποΈπ ποΈπ πποΈ πΆπ πͺ¨πͺ¨ ποΈβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πποΈ πͺ¨πͺ¨ πΆπ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πΆπ ππ πͺ¨πͺ¨ πΆβ° πποΈ πͺ¨πͺ¨ πΆπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πποΈ ποΈβ° β°π β°π πͺ¨πͺ¨ πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πποΈ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆποΈ πͺ¨πͺ¨ ππ β°ποΈ πͺ¨πͺ¨ πποΈ πΆποΈ πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ βπ ππ― βπ πΈπ βπ π΅π₯ β¬β βπ§ βπͺ πβ‘ βπ¨ βπ βπ πΈπ₯ πΈπ§ βπ βπ€Έ β¬π« β¬π« βπͺ¨ βπ ππ βπ― ππ ππ β¬π« ππ― ππ― πΈπ§ βπ πβ‘ βπ βπ βπ π΅π₯ ππ ππ β¬π« βπ¬ π΅π₯ βπ ππ΅ ππ β¬π βπ΅ βπ πβ¬π πΈπ― ππ βπ€Έ βπ₯ βπ βπ§ βπ» ππ βπ΅ πΈπ π΅π― βποΈ βπ° βπ€Έ ππ― ββ βπ§ ππ βπ π΅πΌ, ππ ππ πππ± βπ¨ βπ βπ» βπ» π𧬠ππ² β¬β βπ ππ² βπ ππΏ πππͺοΈ πΈπ§ βπ π΅π― ππ βπ ππ ββ‘ βπ πβ‘ ππ ββ‘ π΅π« βπ¬ ππ πΈπ₯ πΈπ§ βπ ππ ππ πΈπ β¬β βπ βπ₯ ββ΅ πΈπ― ββ°οΈ πβ¬π ππ πΈπ₯ βπ» ππ βπ€Έ βπ βπ ββ΅ πππ± π΅π₯ πΈπ― βποΈ πππ± βπ βπ β¬β βπ΅ βπ΅ π΅π― πΈπ πΈπ βπ’ π΅π₯ ππ πβ‘ π𧬠ππ― πΈπ π΅π₯ ππΏ βπ€Έ π΅π― πΈπ― βπ βπ π𧬠βπ β¬πͺ πΈπ― βπ§ βπ€Έ β¬π« ππ― ββ°οΈ β¬π βπ§ ππ π΅π― ππ π΅π« ββ πΈβ·οΈ βποΈ βπͺ ππ β¬πͺ βπ ππ βπ ππΏ β¬π« π𧬠βπ’ π΅π πππͺοΈ βπ βπ§ π΅π« πβ‘ π𧬠πβ¬π πππͺοΈ β¬β ππ β¬β ππ― βπ ππ βπ― ππ βπ πΈβ·οΈ ππ βπ€Έ β¬β πππͺοΈ βπ° ππΏ βπ πβ¬π βπ ππ βπ π΅πΌ, βπ΅ πβ‘ βπ§ πβ‘ β¬πͺ πβ‘ βπ ππ β¬π βπ β¬π βποΈ βποΈ βποΈ ππ πππͺοΈ πβ‘ ππ πΈπ§ πβ¬π ππ πΈπ ππ― πππͺοΈ ββ‘ πΈπ§ ππ― β¬π ππ βπ° βπͺ ππΏ βπ πΈπ― πΈπ§ ππ β¬β ππ π΅πΌ, βπ ππΏ ππ ππ βπ βπͺ ββ΅ ββ πππͺοΈ πππ± β¬π ββ΅ πβ¬π βπ βποΈ ππ΅ βπ’ βπͺ β¬π ππ ππ βπ β¬πͺ β¬π β¬β πππͺοΈ ππ π𧬠βπ§ β¬πͺ βπͺ ππ― β¬π π΅πΌ, πβ¬π ππ π΅π― βπ βπͺ¨ βπ’ πΈπ βπ βπ΅ βπ’ βπ π΅π― βπ» πΈβ·οΈ βπ π΅π― ππ βπ πΈπ₯ πΈπ π𧬠πππ± βπ΅ βπͺ¨ π𧬠ππ ππ βπͺ¨ ππ ππ΅ βποΈ βποΈ βπ βποΈ ββ βπ§ ππ πΈπ― πΈπ π΅π« β¬π ππΏ βπ ππΏ ππ βπ πππ± βπ βποΈ βπ π΅π₯ βπ βπ π΅π βπ’ βπ ππ βπ§ βπ ππ πΈπ πππ± βπ πΈπ βπ βπ’ βπ π𧬠ππ ππΏ πΈπ ππ π΅π« ππ― βποΈ βποΈ βποΈ βπ― βποΈ π΅π― βπ βπ ππ ππ π΅π« βπ ππ βπ§ βπ β¬π« β¬πͺ πΈβ·οΈ βπ βπ βποΈ βπ ππ ππ βπͺ¨ βπ βπ ππ― βπͺ¨ βπ βπ§ βπ πΈπ πβ‘ πππ± πΈπ π΅π― βποΈ ππ π΅π― ππ βπ πππ± ππΏ π΅πΌ, βπ ππ΅ ππ ββ βπ πΈπ― ππΏ βπ΅ ππΏ βπ΅ πππͺοΈ βπ΅ ββ°οΈ β¬π βπ π𧬠ββ βπ πΈπ― βπ βπ βπ― β¬π« πππ± πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πΆπ πΆπ πΆπ πΆπ πΆπ πΆπ ππ ππ ππ πΆπ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ ποΈβ° πͺ¨πͺ¨ ππ ππ πΆπ ππ πΆπ β°π πͺ¨πͺ¨ β°π πͺ¨πͺ¨ ποΈπ ποΈβ° πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πποΈ πͺ¨πͺ¨ πΆπ ππ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ β°π πΆπ ποΈπ ππ ποΈβ° β°π πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° ππ πͺ¨πͺ¨ πβ° ποΈβ° πͺ¨πͺ¨ πΆβ° πβ° πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ πΆβ° πβ° πͺ¨πͺ¨ πΆβ° πβ° πͺ¨πͺ¨ β°π πΆβ° πͺ¨πͺ¨ πβ° πΆπ πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πΆπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ β°π πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆβ° πΆβ° πΆβ° πΆβ° β°π πΆπ ππ πποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ ποΈπ ποΈπ πͺ¨πͺ¨ β°π ποΈπ πͺ¨πͺ¨ πβ° β°π πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ ποΈπ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° ποΈβ° β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πΆπ ποΈβ° ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πβ° πΆβ° ποΈπ ππ πβ° πβ° πποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ ππ πβ° ππ πͺ¨πͺ¨ β°π πβ° ποΈπ ππ πͺ¨πͺ¨ πΆπ πΆπ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ β°π ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ποΈπ πΆβ° πβ° β°π πͺ¨πͺ¨ ποΈπ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ ποΈβ° πΆποΈ πͺ¨πͺ¨ πΆπ β°ποΈ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ β°π β°π πͺ¨πͺ¨ β°π πΆβ° πͺ¨πͺ¨ β°π πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ πΆβ° πΆβ° πποΈ πͺ¨πͺ¨ ποΈπ ππ β°π πβ° πβ° ποΈβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ πβ° ποΈπ πͺ¨πͺ¨ πβ° β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° β°π ππ πͺ¨πͺ¨ β°π ποΈπ πͺ¨πͺ¨ πΆβ° β°π πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πΆπ πΆπ πΆπ πΆπ πΆπ πΆπ ππ πΆπ ππ πβ° πβ° πͺ¨πͺ¨ β°π πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ ππ πͺ¨πͺ¨ ππ πΆπ πβ° πποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ πΆπ ππ ππ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πποΈ ππ πͺ¨πͺ¨ ποΈβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°π ππ ποΈπ πͺ¨πͺ¨ β°ποΈ πβ° β°π πͺ¨πͺ¨ β°ποΈ πΆπ ποΈβ° β°π β°ποΈ πβ° β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°π β°π πͺ¨πͺ¨ πποΈ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ β°π β°π πͺ¨πͺ¨ πΆπ πΆπ ππ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πβ° πͺ¨πͺ¨ ππ πβ° πβ° πΆβ° πΆβ° πΆβ° πΆβ° πΆπ ππ πΆπ πποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πποΈ ππ ποΈβ° πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πΆβ° ππ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ποΈβ° πͺ¨πͺ¨ πΆποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ ππ πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ β°ποΈ ποΈβ° πͺ¨πͺ¨ πͺ¨πͺ¨ β°π β°π πποΈ πͺ¨πͺ¨ ππ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πͺ¨πͺ¨ πͺ¨πͺ¨ β°π πβ° β°ποΈ ποΈπ ππ β°π β°π πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πβ° πͺ¨πͺ¨ πͺ¨πͺ¨ ποΈπ πΆπ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ β°ποΈ ππ ππ ππ πΆπ ππ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ β°π β°ποΈ πβ° β°π πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πΆπ πͺ¨πͺ¨ β°π πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ β°ποΈ ποΈβ° πͺ¨πͺ¨ πβ° ποΈβ° πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πβ° πΆπ πβ° πβ° β°ποΈ πβ° πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ ποΈπ ππ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° β°ποΈ πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ πΆβ° β°π πποΈ πͺ¨πͺ¨ πΆπ πͺ¨πͺ¨ β°π β°π β°ποΈ β°π πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ β°π πͺ¨πͺ¨ β°ποΈ πͺ¨πͺ¨ πͺ¨πͺ¨ ποΈπ πͺ¨πͺ¨ πΆβ° πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ πβ° πͺ¨πͺ¨ β°ποΈ β°π πͺ¨πͺ¨ πβ° πΆπ πͺ¨πͺ¨ πͺ¨πͺ¨ πͺ¨πͺ¨ ππ πͺ¨πͺ¨ πΆβ° πΆπ
Gene Report
π¬ PAX6_RNA_T1
Function: π GROWTH ARCHITECT (Fibonacci Development)
Total Codons: 1206, Functional: 419
Pattern Distribution:
Pattern 3 (Structural (Simple)): 39 (9.3%)
Pattern 5 (Flow (Bonding)): 39 (9.3%)
Pattern 20 (Complex (Coordination)): 140 (33.4%)
Pattern 201 (Spiral Threaders (ΟΒΉ Harmonics)): 49 (11.7%)
Pattern 202 (Pentagon Ricochets (ΟΒ² Harmonics)): 41 (9.8%)
Pattern 203 (Fibonacci Pilers (ΟΒ³ Harmonics)): 52 (12.4%)
Pattern 204 (Golden Harmonic Resonators (Οβ΄ Harmonics)): 31 (7.4%)
Pattern 205 (Master Geometric Controllers (Οβ Harmonics)): 28 (6.7%)
Junk 66 (DNA's Highway - navigating, timing, scaling, control): 787 (65.3%)
Flow/Structure Ratio: 1.00 - π Structure Heavy: flexible bonding
Folding Strategy: π COMPLEX FOLDING (Multi-domain coordination)
Bonding Sites: 201
Early bonds: 91 (avg distance: 56.7)
Middle bonds: 110 (avg distance: 46.3)
Late bonds: 0 (avg distance: 0.0)
Conversion metrics: 3618 β 1206 (3.0x reduction)
π Molecular Velcro Sites:
π΅ Singles (1-codon bonds):
1. 178β231 π d=53 β’ Flow Figure8
2. 181β218 π d=37 β’ Geometric Resonance
3. 188β222 π d=34 β’ Flow Figure8
Free Open Source
The genetic rhythm analyzer, a Python program using the codon mapping model.
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