Arabidopsis small RNA Gene Analysis

The basic information for the gene you have selected is displayed below. The "small RNA Information" section sums the reads that map to either strand of the gene of interest, indicating the total (normalized) read abundance, the count of distinct (different) sequences, and providing links to a downloadable file with that information, and web pages that provide detailed information on the complete set of individual sequences derived from the gene. View a legend that explains the icons and colors in the image below. Adjust libraries/reads or change display options on the control panel. In the control panel, you can show a special "phasing analysis" for small RNAs in this region.



CATAAGGAAGAGGATACATGTATAAGGAAGAGGATACATGTACGTTAAGGAAGAGGATACATGTCGTGTGGAGCATGTGCAACGTGTGGAGCATGTGCAACAGTGTGTGGAGCATGTGCAACAGTTGTGGAGCATGTGCAACAGTCAGTGGAGCATGTGCAACAGTGTGGAGCATGTGCAACAGTCAAGGTGTGGAGCATGTGCAACAGTCAATGGAGCATGTGCAACAGTCAAGACCTTGACTGTTGCACATGCTATCTCTGGAAGAAGCAGAACGATGTGTCTCTGGAAGAAGCAGAACGATCTGGAAGAAGCAGAACGATGAAGAAGCAGAACGATGTGGAAGCAGAACGATGTGCTTAGCAGAACGATGTGCTTAAGCAGAACGATGTGCTTAAGCAGAACGATGTGCTTAAGGCTGCAGAACGATGTGCTTAAGGCTGAGAACGATGTGCTTAAGGCTGGAACGATGTGCTTAAGGCGAACGATGTGCTTAAGGCTGAACGATGTGCTTAAGGCTAGCAAAACGATGTGTTTAAGGCCAAAACGATGTGTTTAAGGCTTTCATGGTTGAAGGTATGACATGACCTTGGAGACTGTCATGACCTTGGAGACTGTCAATGACCTTGGAGACTGTCACTATGACCTTGGAGACTGTCACTCCTGACCTTGGAGACTGTCATGACCTTGGAGACTGTCACACCTTGGAGACTGTCACTTTGGAGACTGTCACTCCCTGGAGACTGTCACTCCCATTCCGAGACTGTCACTCCCATTCACCTTTGAGATCGTTGACAACATTGCCACCTTTGAGATCGTTGACAAAAGAATTTTTGCACTTGCTTTGTTTTTTGTATCAAACAAGACTGATGTATCAAACAAGACTGAATCAAACAAGACTGAATTCTATATAAGACTGAATTCTATATTGTACGAGAGTTCAGATTTTGTTAGGAAAGTTCAGATTTTGTTAGGAGTTCAGATTTTGTTAGGATCTGAACTCGTACAATATAGAATTTTTTGTTAGGAAAGATGGTTTTCCTAACAAAATCTGAACTTTTCCTAACAAAATCTGAACTCAGAAAACTGATACTTTGGGAAAATTGTAAAGTTGGGAAGTGCAGGGAAGTGCAGACAGACCTTTTCAATTAAAAGGTCTGTCTGCACTAATGAATGAAGAGGAGGCAATTGTACTATTACTAGCTAAACAAATACTTCTGAATATAAAAAAATGTAATTTATTCTGAATATAAAAAAATGTCTTTTTTAGTTATATTCTGAATAAAATAAAAGAATTACATGAAAATTTTTACTTTTTTAGTTATATTCTGAAAAAGAATTACATGAAAATTATCGAAAAGAATTACATGAAAATTATCGTAAAGAATTACATGAAAATTATCGTAAGAATTACATGAAAATTATCGTAAGAATTACATGAAAATTATCGTAAGAATTACATGAAAATTATCGTAGAATTACATGAAAATTATCGTAGCGAATTACATGAAAATTATCGTGAATTACATGAAAATTATCGTAGCAATTACATGAAAATTATCGTAGCGATTACATGAAAATTATCGTAGCATTACATGAAAATTATCGTAGCGGTTACATGAAAATTATCGTAGCGGTTACATGAAAATTATCGTAGCGGCTACATGAAAATTATCGTAGCGGCTACATGAAAATTATCGTAGCGGCGACATGAAAATTATCGTAGCACATGAAAATTATCGTAGCGGCACATGAAAATTATCGTAGCGGCGACATGAAAATTATCGTAGCGGCGTACATGAAAATTATCGTAGCGGCGTCCATGAAAATTATCGTAGCGGCGCATGAAAATTATCGTAGCGGCGTCATGAAAATTATCGTAGCGGCGTCATGAAAATTATCGTAGCGGCGATGAAAATTATCGTAGCGGCGTATGAAAATTATCGTAGCGGCGTCATGAAAATTATCGTAGCGGCGTCGTGAAAATTATCGTAGCGGCTGAAAATTATCGTAGCGGCGTTGAAAATTATCGTAGCGGCGTCTGAAAATTATCGTAGCGGCGTCGAGAAAATTATCGTAGCGGCGAAAATTATCGTAGCGGCGTGAAAATTATCGTAGCGGCGTCGAAAATTATCGTAGCGGCGTCGGAAAATTATCGTAGCGGCGTCGAGAAAATTATCGTAGCGGCGTCGAAGAAAATTATCGTAGCGGCGTCGAAACGAAAAATTATCGTAGCGGCGTAAAATTATCGTAGCGGCGTCGAAAAAATTATCGTAGCGGCGTCGAAAAAAATTATCGTAGCGGCGTCGAAACAAATTATCGTAGCGGCGTCGAAACAATTATCGTAGCGGCGTCGAAACAATTATCGTAGCGGCGTCGAAACGATTATCGTAGCGGCGTCGAAAATTATCGTAGCGGCGTCGAAACGAATTTTCATGTAATTCTTTTATTTTATCGTAGCGGCGTCGAAACGATTATCGTAGCGGCGTCGAAACGAATATCGTAGCGGCGTCGAAACGATATCGTAGCGGCGTCGAAACGAATATCGTAGCGGCGTCGAAACGAACATCGTAGCGGCGTCGAAACGAATCGTAGCGGCGTCGAAACGAAATCGTAGCGGCGTCGAAACGAACATCGTAGCGGCGTCGAAACGAACAATAATTTTCATGTAATTCTTTTATCGTAGCGGCGTCGAAACGAATCGTAGCGGCGTCGAAACGAACTCGTAGCGGCGTCGAAACGAACATCGTAGCGGCGTCGAAACGAACAACGTAGCGGCGTCGAAACGAACCGTAGCGGCGTCGAAACGAACACGTAGCGGCGTCGAAACGAACAACGTAGCGGCGTCGAAACGAACAAAGTAGCGGCGTCGAAACGAAGTAGCGGCGTCGAAACGAACGTAGCGGCGTCGAAACGAACAGTAGCGGCGTCGAAACGAACAAGTAGCGGCGTCGAAACGAACAAAGTAGCGGCGTCGAAACGAACAAAGGTAGCGGCGTCGAAACGAACAAAGAGTAGCGGCGTCGAAACGAACAAAGAAACGATAATTTTCATGTAATTCTTTAGCGGCGTCGAAACGAACTAGCGGCGTCGAAACGAACATAGCGGCGTCGAAACGAACAAAGTAGCGGCGTCGAAACGAACAAAGAAGCGGCGTCGAAACGAACAGCGGCGTCGAAACGAACAAAGCGGCGTCGAAACGAACAAAAGCGGCGTCGAAACGAACAAAGAGCGGCGTCGAAACGAACAAAGAAGCGGCGTCGAAACGAACAAAGAACTACGATAATTTTCATGTAATTCGCGGCGTCGAAACGAACAAAGAGCGGCGTCGAAACGAACAAAGAAGCGGCGTCGAAACGAACAAAGAAACGGCGTCGAAACGAACAAAGACGGCGTCGAAACGAACAAAGAAACGGCGTCGAAACGAACAAAGAAACGGCGTCGAAACGAACAAAGAAACCGGCGTCGAAACGAACAAAGAAACCTGGCGTCGAAACGAACAAAGAAACCTGCGGCGTCGAAACGAACAAAGAAACCTGCCGCTACGATAATTTTCATGTAACGCCGCTACGATAATTTTCATGTAGTCGAAACGAACAAAGAAACCGTCGAAACGAACAAAGAAACCTGTCGAAACGAACAAAGAAACCTGGTCGAAACGAACAAAGAAACCTGCTCGAAACGAACAAAGAAACCTTCGAAACGAACAAAGAAACCTGCCGAAACGAACAAAGAAACCCGAAACGAACAAAGAAACCTCGAAACGAACAAAGAAACCTGCCGAAACGAACAAAGAAACCTGCGGCGAAACGAACAAAGAAACCTGCGGTGACGCCGCTACGATAATTTTCACGACGCCGCTACGATAATTTTCAGAAACGAACAAAGAAACCTGAAACGAACAAAGAAACCTGCGGGAAACGAACAAAGAAACCTGCGGTGAAACGAACAAAGAAACCTGCGGTTAAACGAACAAAGAAACCTGCGAAACGAACAAAGAAACCTGCGGTAAACGAACAAAGAAACCTGCGGTTAACGAACAAAGAAACCTGCGGAACGAACAAAGAAACCTGCGGTAACGAACAAAGAAACCTGCGGTTAACGAACAAAGAAACCTGCGGTTGAACGAACAAAGAAACCTGCGGTTGCTTCGACGCCGCTACGATAATTTTCACGAACAAAGAAACCTGCACGAACAAAGAAACCTGCGGACGAACAAAGAAACCTGCGGTACGAACAAAGAAACCTGCGGTTACGAACAAAGAAACCTGCGGTTGACGAACAAAGAAACCTGCGGTTGCACGAACAAAGAAACCTGCGGTTGCGTTTCGACGCCGCTACGATAATTTTCGAACAAAGAAACCTGCGGTCGAACAAAGAAACCTGCGGTTCGAACAAAGAAACCTGCGGTTGCCGAACAAAGAAACCTGCGGTTGCGGAACAAAGAAACCTGCGGTTGCGAACAAAGAAACCTGCGGTTGCGGAACAAAGAAACCTGCGGTTGCGGGAACAAAGAAACCTGCGGTTGCGGCAAACAAAGAAACCTGCGGTTGCGGCACAAAGAAACCTGCGGTTGCGGCATTCGTTTCGACGCCGCTACGATACAAAGAAACCTGCGGTTGCGGCACAAAGAAACCTGCGGTTGCGGCAGAAAGAAACCTGCGGTTGCGGCAAAAGAAACCTGCGGTTGCGGCAGAAAGAAACCTGCGGTTGCGGCAGCTGTTCGTTTCGACGCCGCTACGAAGAAACCTGCGGTTGCGGCAAAGAAACCTGCGGTTGCGGCAGTTTGTTCGTTTCGACGCCTTTGTTCGTTTCGACGCCGCTACTTTGTTCGTTTCGACGCCGCTCTTTGTTCGTTTCGACGCCGCTACTTTGTTCGTTTCGACGCCGCTACGAAACCTGCGGTTGCGGCAGAAACCTGCGGTTGCGGCAGAAACCTGCGGTTGCGGCAGAAACCTGCGGTTGCGGCAGCGAAACCTGCGGTTGCGGCAGCGGCTTCTTTGTTCGTTTCGACGCCTCTTTGTTCGTTTCGACGCCGCTCTTTGTTCGTTTCGACGCCGCTTCTTTGTTCGTTTCGACGCCGCTAAACCTGCGGTTGCGGCAGCGGCTAACCTGCGGTTGCGGCAGCGGCTGTTCTTTGTTCGTTTCGACGCCTTCTTTGTTCGTTTCGACGCCGCTACCTGCGGTTGCGGCAGCACCTGCGGTTGCGGCAGCGGCTGTTTCTTTGTTCGTTTCGACGCTTTCTTTGTTCGTTTCGACGCCTTTCTTTGTTCGTTTCGACGCCGTTTCTTTGTTCGTTTCGACGCCGCTTTCTTTGTTCGTTTCGACGCCGCTCCTGCGGTTGCGGCAGCGGCGTTTCTTTGTTCGTTTCGACGTTTCTTTGTTCGTTTCGACGGTTTCTTTGTTCGTTTCGACGCCGTTTCTTTGTTCGTTTCGACGCCGCTGCGGTTGCGGCAGCGGCTGGGTTTCTTTGTTCGTTTCGACGCGGTTTCTTTGTTCGTTTCGACGCCAGGTTTCTTTGTTCGTTTAGGTTTCTTTGTTCGTTTCGAAGGTTTCTTTGTTCGTTTCGACGAGGTTTCTTTGTTCGTTTCGACGCAGGTTTCTTTGTTCGTTTCGACGCCGCAGGTTTCTTTGTTCGTTTGCAGGTTTCTTTGTTCGTTTCGACCGCAGGTTTCTTTGTTCGTCGCAGGTTTCTTTGTTCGTTTCGAGGTTGCGGCAGCGGCTGCGGCAGCCCGCAGGTTTCTTTGTTCGTTTCGACCGCAGGTTTCTTTGTTCGTACCGCAGGTTTCTTTGTTCGTTTCAACCGCAGGTTTCTTTGTTCGTAACCGCAGGTTTCTTTGTTCGTTAACCGCAGGTTTCTTTGTTCGTTTTGCGGCAGCGGCTGCGGCAGCGTCAACCGCAGGTTTCTTTGTTCGTCAACCGCAGGTTTCTTTGTTCGTTGCGGCAGCGGCTGCGGCAGCGTCTGCAACCGCAGGTTTCTTTGTTCGTCGCAACCGCAGGTTTCTTTGTTCGCGCAACCGCAGGTTTCTTTGTTCGTGGCAGCGGCTGCGGCAGCGTCTGGGCAGCGGCTGCGGCAGCGTCTGCCAGCGGCTGCGGCAGCGTCTGCCAGCGGCTGCGGCAGCGTCTGCGGGCCGCAACCGCAGGTTTCTTTGTTAGCGGCTGCGGCAGCGTCTGCAGCGGCTGCGGCAGCGTCTGCGGTGCCGCAACCGCAGGTTTCTTTGTGCGGCTGCGGCAGCGTCTGCGGCTGCGGCAGCGTCTGGCGGCTGCGGCAGCGTCTGCGCGGCTGCGGCAGCGTCTGCGCGGCTGCGGCAGCGTCTGCGGCTGCGGCAGCGTCTGCCGGCTGCGGCAGCGTCTGCGCGGCTGCGGCAGCGTCTGCGGCCGGCTGCGGCAGCGTCTGCGGCACGGCTGCGGCAGCGTCTGCGGCAACGCTGCCGCAACCGCAGGCGCTGCCGCAACCGCAGGTTTCTGCGGCAGCGTCTGCGGCAACTGCGGCAGCGTCTGCGGCAACAGCCGCTGCCGCAACCGCAGGTAGCCGCTGCCGCAACCGCAGGAGCCGCTGCCGCAACCGCAGGTTAGCCGCTGCCGCAACCGCAGGTTTTGCGGCAGCGTCTGCGGCTGCGGCAGCGTCTGCGGCAACTGCGGCAGCGTCTGCGGCAACATGCGGCAGCGTCTGCGGCAACAAACAGCCGCTGCCGCAACCGCAGGTCAGCCGCTGCCGCAACCGCAGGTTGCGGCAGCGTCTGCGGCAACAAAGCAGCCGCTGCCGCAACCGCACGCAGCCGCTGCCGCAACCGCGCAGCCGCTGCCGCAACCGCACGCAGCCGCTGCCGCAACCGCAGGGGCAGCGTCTGCGGCAACAAAACGGGCAGCGTCTGCGGCAACAAAACGAACACCGCAGCCGCTGCCGCAACCGCAGCAGCGTCTGCGGCAACAAAACGGCAGCGTCTGCGGCAACAAAACGAGCAGCGTCTGCGGCAACAAAACGAACACAGCGTCTGCGGCAACAAAACGCAGCGTCTGCGGCAACAAAACGAAGCCGCAGCCGCTGCCGCAACCGCAAGCGTCTGCGGCAACAAAACGAAAGCGTCTGCGGCAACAAAACGAACAGCGTCTGCGGCAACAAAACGAACATGCCGCAGCCGCTGCCGCAACCGCCTGCCGCAGCCGCTGCCGCAACTGCCGCAGCCGCTGCCGCAACCGCGTCTGCGGCAACAAAACGAGCGTCTGCGGCAACAAAACGAACACGTCTGCGGCAACAAAACGAACACGTCTGCGGCAACAAAACGAACAACGCTGCCGCAGCCGCTGCCGCAGTCTGCGGCAACAAAACGAACAGTCTGCGGCAACAAAACGAACAACGTCTGCGGCAACAAAACGAACAACAACGCTGCCGCAGCCGCTGCCGACGCTGCCGCAGCCGCTGCCGCACGCTGCCGCAGCCGCTGCCGCAATCTGCGGCAACAAAACGAACATCTGCGGCAACAAAACGAACAACACTGCGGCAACAAAACGAACAACACTGCGGCAACAAAACGAACAACAAGACGCTGCCGCAGCCGCTGCCGCATGCGGCAACAAAACGAACAACTGCGGCAACAAAACGAACAACAACTGCGGCAACAAAACGAACAACAACCCAGACGCTGCCGCAGCCGCTCAGACGCTGCCGCAGCCGCTGCCAGACGCTGCCGCAGCCGCTGCCGGCGGCAACAAAACGAACAACAACGCGGCAACAAAACGAACAACAACCGCGGCAACAAAACGAACAACAACCTCGGCAACAAAACGAACAACAACCCGGCAACAAAACGAACAACAACCTGCAGACGCTGCCGCAGCCGCGCAGACGCTGCCGCAGCCGCTGCAGACGCTGCCGCAGCCGCTGGCAGACGCTGCCGCAGCCGCTGCCCGCAGACGCTGCCGCAGCCGCCGCAGACGCTGCCGCAGCCGCTGCGCAGACGCTGCCGCAGCCGCTGCGGCAACAAAACGAACAACAACCTGCCGCAGACGCTGCCGCAGCCGCTGGCAACAAAACGAACAACAACCTGCAACAAAACGAACAACAACCTGCGCCGCAGACGCTGCCGCAGCCGCCGCAGACGCTGCCGCAGCCGGCCGCAGACGCTGCCGCAGCCGCGCCGCAGACGCTGCCGCAGCCGCTAACAAAACGAACAACAACCTAACAAAACGAACAACAACCTGCGGTGCCGCAGACGCTGCCGCAGCCGCACAAAACGAACAACAACCTGCGGTCAAAACGAACAACAACCTCAAAACGAACAACAACCTGCGGTAGTTGCCGCAGACGCTGCCGCAGTTGCCGCAGACGCTGCCGCAGGTTGCCGCAGACGCTGCCGCAGCCAAAACGAACAACAACCTGCGGAAAACGAACAACAACCTGCGGTAAAACGAACAACAACCTGCGGTAAAAACGAACAACAACCTGCGGTAGTGTTGCCGCAGACGCTGCCGCAGCAAACGAACAACAACCTGCGGAAACGAACAACAACCTGCGGTAAACGAACAACAACCTGCGGTAAAACGAACAACAACCTGCGGTAGTAACGAACAACAACCTGCGGTAGAACGAACAACAACCTGCGGTAGTAACGAACAACAACCTGCGGTAGTGTTTGTTGCCGCAGACGCTGCCGCAACGAACAACAACCTGCGGTACGAACAACAACCTGCGGTAGACGAACAACAACCTGCGGTAGTACGAACAACAACCTGCGGTAGTGACGAACAACAACCTGCGGTAGTGTTTTTGTTGCCGCAGACGCTGCCGCGTTTTGTTGCCGCAGACGCGTTTTGTTGCCGCAGACGCTGGTTTTGTTGCCGCAGACGCTGCGTTTTGTTGCCGCAGACGCTGCCGCGTTTTGTTGCCGCAGACGCTGAACAACAACCTGCGGTAGTGTTTGTCGTTTTGTTGCCGCAGACGCTTCGTTTTGTTGCCGCAGACGCTGTCGTTTTGTTGCCGCAGACGCTGCACAACAACCTGCGGTAGTGTTTGCTTCGTTTTGTTGCCGCAGACGTTCGTTTTGTTGCCGCAGACGCTTCGTTTTGTTGCCGCAGACGCTGGTTCGTTTTGTTGCCGCAGACGCTAACAACCTGCGGTAGTGTTTGCCGTGTTCGTTTTGTTGCCGCAGACGCCAACCTGCGGTAGTGTTTGCGTTGTTCGTTTTGTTGCCGCAGACAACCTGCGGTAGTGTTTGCCGCCATGTTGTTCGTTTTGTTGCCGCAGATTGTTGTTCGTTTTGTTGCCGCAGTTGTTGTTCGTTTTGTTGCCGCAGGTTGTTGTTCGTTTTGTTGGGTTGTTGTTCGTTTTGTTGCAGGTTGTTGTTCGTTTTGTTGCCGTGCGGTAGTGTTTGCCGCCACCGCCAGGTTGTTGTTCGTTTTGTTGCCGCGGTAGTGTTTGCCGCCACCGGCGGTAGTGTTTGCCGCCACCGCTCGGTAGTGTTTGCCGCCACCGCTAGCAGGTTGTTGTTCGTTTTGGCAGGTTGTTGTTCGTTTTGTTGGCAGGTTGTTGTTCGTTTTGTTGCCGCAGGTTGTTGTTCGTTTTGTTGGTAGTGTTTGCCGCCACCGCGGTAGTGTTTGCCGCCACCGCTAGGTAGTGTTTGCCGCCACCGCTACCCGCAGGTTGTTGTTCGTTCCGCAGGTTGTTGTTCGTTTACCGCAGGTTGTTGTTCGTACCGCAGGTTGTTGTTCGTTTTGTTAGTGTTTGCCGCCACCGCTACAGTGTTTGCCGCCACCGCTACCGCTACCGCAGGTTGTTGTTCGTTACCGCAGGTTGTTGTTCGTTTACCGCAGGTTGTTGTTCGTTTTACCGCAGGTTGTTGTTCGTTTTTACCGCAGGTTGTTGTTCGTTTTGCTACCGCAGGTTGTTGTTCGTCTACCGCAGGTTGTTGTTCGTTTCTACCGCAGGTTGTTGTTCGTTTTGTGTTTGCCGCCACCGCTACCGCGTGTTTGCCGCCACCGCTACCGCAACTACCGCAGGTTGTTGTTCGTTCACTACCGCAGGTTGTTGTTCGTTGTTTGCCGCCACCGCTACCGCAGCACACTACCGCAGGTTGTTGTTCGACACTACCGCAGGTTGTTGTTCGTTTTGCCGCCACCGCTACCGCAGCCTTGCCGCCACCGCTACCGCAGCCCAAACACTACCGCAGGTTGTTGTCAAACACTACCGCAGGTTGTTGTTGCCGCCACCGCTACCGCAGCGCCGCCACCGCTACCGCAGCCGCCGCCACCGCTACCGCAGCCGCTCCGCCACCGCTACCGCAGCCGCTGCGCCACCGCTACCGCAGCCGCGCCACCGCTACCGCAGCCGCCGCCACCGCTACCGCAGCCGCTGCGGCAAACACTACCGCAGGTTGTTCGGCAAACACTACCGCAGGTCGGCAAACACTACCGCAGGTTGTGCCACCGCTACCGCAGCCGCTGCCACCGCTACCGCAGCCGCTGCCGCGGCAAACACTACCGCAGGTTGTCACCGCTACCGCAGCCGCTGCACCGCTACCGCAGCCGCTGCCGCACCGCTACCGCAGCCGCTGCCGCACCGCTACCGCAGCCGCTGCCGCACCGCTACCGCAGCCGCTGCCGCACCGCTACCGCAGCCGCTGCCGCAACGCTACCGCAGCCGCTGCCGCACGCTACCGCAGCCGCTGCCGCAACGCTACCGCAGCCGCTGCCGCAACGGTGGCGGCAAACACTACCGCAGCGGTGGCGGCAAACACTACCGCCGGTGGCGGCAAACACTACCGCACGGTGGCGGCAAACACTACCGCAGCTACCGCAGCCGCTGCCGCAACCCTACCGCAGCCGCTGCCGCAACCGAGCGGTGGCGGCAAACACTACCGCTACCGCAGCCGCTGCCGCAACCGTACCGCAGCCGCTGCCGCAACCGCACCGCAGCCGCTGCCGCAACCGCCTAGCGGTGGCGGCAAACACTACCGCCGCAGCCGCTGCCGCAACCGCCCCGCAGCCGCTGCCGCAACCGCCAGTAGCGGTGGCGGCAAACACTACCGCGCAGCCGCTGCCGCAACCGCGCAGCCGCTGCCGCAACCGCCAGGTAGCGGTGGCGGCAAACAGGTAGCGGTGGCGGCAAACACGGTAGCGGTGGCGGCAAACACTAGGTAGCGGTGGCGGCAAACACTACCGGTAGCGGTGGCGGCAAACACTGCAGCCGCTGCCGCAACCGCCGCAGCCGCTGCCGCAACCGCCAGCCAGCCGCTGCCGCAACCGCCAAGCCGCTGCCGCAACCGCCAGCGTTGCGGTAGCGGTGGCGGCAAACATGCGGTAGCGGTGGCGGCAAACACCTGCGGTAGCGGTGGCGGCAAGCTGCGGTAGCGGTGGCGGCGCTGCGGTAGCGGTGGCGGCACGCTGCCGCAACCGCCAGCGTTAGGCTGCGGTAGCGGTGGCGGCCGGCTGCGGTAGCGGTGGCGGCTGCGGTAGCGGTGGCGGCCGGCTGCGGTAGCGGTGGCGGCAGCGGCTGCGGTAGCGGTGGCGGCAGCGGCTGCGGTAGCGGTGGAGCGGCTGCGGTAGCGGTGGCAGCGGCTGCGGTAGCGGTGGCGAGCGGCTGCGGTAGCGGTGGCGGCTGCCGCAACCGCCAGCGTTAATGACAGCGGCTGCGGTAGCGGTGGCAGCGGCTGCGGTAGCGGTGGCGCAGCGGCTGCGGTAGCGGTGGCGGCAGCGGCTGCGGTAGCGGTGGGCAGCGGCTGCGGTAGCGGTGGCCGGCAGCGGCTGCGGTAGCGGTGGGCGGCAGCGGCTGCGGTAGCGGTAACCGCCAGCGTTAATGAAACGAATGCGGCAGCGGCTGCGGTAGCGGTACCGCCAGCGTTAATGAAACGAACGTTGCGGCAGCGGCTGCGGTAGCGCGCCAGCGTTAATGAAACGAACACGCCAGCGTTAATGAAACGAACATGCCAGCGTTAATGAAACGAACATGCCAGCGTTAATGAAACGAACATGCAGCGTTAATGAAACGAACATGCTGCGTTAATGAAACGAACATGCTACGCTGGCGGTTGCGGCAGCGGCTTTAATGAAACGAACATGCTAAACGCTGGCGGTTGCGGCATAATGAAACGAACATGCTAAATATAATGAAACGAACATGCTAAATATAATGAAACGAACATGCTAAATATATAATGAAACGAACATGCTAAATATAATGAAACGAACATGCTAAATATATATGAAACGAACATGCTAAATATATAATTAACGCTGGCGGTTGCGGCAGATTAACGCTGGCGGTTGCGGCAGCCATTAACGCTGGCGGTTGCGGCAGGAAACGAACATGCTAAATATAACGAACATGCTAAATATATATATTTTTTCATTAACGCTGGCGGTTGCGGTTCATTAACGCTGGCGGTTGCGGCGTTTCATTAACGCTGGCGGTTGCGGCAGCGTTTCATTAACGCTGGCGGTTGCTCGTTTCATTAACGCTGGCGGTTTCGTTTCATTAACGCTGGCGGTTGTTCGTTTCATTAACGCTGGCGGTTGTTCGTTTCATTAACGCTGGCGGTATGTTCGTTTCATTAACGCTGGCGCATGTTCGTTTCATTAACCATGTTCGTTTCATTAACGCATGTTCGTTTCATTAACGCTCATGTTCGTTTCATTAACGCTGCATGTTCGTTTCATTAACGCTGGCGCATGTTCGTTTCATTAACGCTGGCATGTTCGTTTCATTAACGCTGGAGCATGTTCGTTTCATTAACAGCATGTTCGTTTCATTAACGCAGCATGTTCGTTTCATTAACGCTAGCATGTTCGTTTCATTAACGCTGAGCATGTTCGTTTCATTAACGCTGGTAGCATGTTCGTTTCATTAACGCTATTTAGCATGTTCGTTTCATTATATATATTTTTTTCCAAAAGTTAATATTTAGCATGTTCGTTTCATTATATTTAGCATGTTCGTTTCATTATATATATTTAGCATGTTCGTTTCAATATATATTTAGCATGTTCGTTTATATATATTTAGCATGTTCGTTTCATATATATTTAGCATGTTCGTTTCAATATATATATTTAGCATGTTCGTTTTTTTTCCAAAAGTTAACGGTATCCAAAAGTTAACGGTAAATAACTGGAAAAAAATATATATATTTAGCATAAAAGTTAACGGTAAATAACTCAAAAAGTTAACGGTAAATAACTCAAAAAGTTAACGGTAAATAACTCAATAAGTTAACGGTAAATAACTCAAGTTAACGGTAAATAACTCAATAAACGGTAAATAACTCAATATATAACGGTAAATAACTCAATATATATACCGTTAACTTTTGGAAAAAAATATTATTTACCGTTAACTTTTTATTTACCGTTAACTTTTGGAAAATATAGATATATATAACTCGATCATATATTGAGTTATTTACCGTTAACATAGATATATATAACTCGATCAATAGATATATATAACTCGATCACCATAGATATATATAACTCGATCACCTAGATATATATAACTCGATCACAGATATATATAACTCGATCACCTATATATAACTCGATCACCTTAAAGGTGATCGAGTTATATATATCAGTAAGGTGATCGAGTTATATAAAATAAGTAAGGTGATCGAGTTAAGATAAATAAGTAAGGTGATCGAGCTACTTATATACGTTACGTTACTGAACAAATCCAGTCAAAGGGCAAGTClick to see list of reads 11,229,537 - 11,229,746 11,229,560 - 11,229,769 11,229,563 - 11,229,772 11,229,603 - 11,229,812 11,229,605 - 11,229,814 11,229,617 - 11,229,826 11,229,763 - 11,229,972 11,229,779 - 11,229,988 11,229,907 - 11,230,116 11,229,942 - 11,230,151 11,229,951 - 11,230,160 11,230,437 - 11,230,646 11,230,444 - 11,230,653 11,230,445 - 11,230,654 11,230,446 - 11,230,655 11,230,450 - 11,230,659 11,230,453 - 11,230,662 11,230,454 - 11,230,663 11,230,455 - 11,230,664 11,230,456 - 11,230,665 11,230,458 - 11,230,667 11,230,460 - 11,230,669 11,230,464 - 11,230,673 11,230,465 - 11,230,674 11,230,468 - 11,230,677 11,230,469 - 11,230,678 11,230,470 - 11,230,679 11,230,471 - 11,230,680 11,230,477 - 11,230,686 11,230,480 - 11,230,689 11,230,484 - 11,230,693 11,230,497 - 11,230,706 11,230,498 - 11,230,707 11,230,502 - 11,230,711 11,230,503 - 11,230,712 11,230,510 - 11,230,719 11,230,513 - 11,230,722 11,230,515 - 11,230,724 11,230,524 - 11,230,733 11,230,525 - 11,230,734 11,230,527 - 11,230,736 11,230,543 - 11,230,752 11,230,553 - 11,230,762 11,230,555 - 11,230,764 11,230,556 - 11,230,765 11,230,568 - 11,230,777 11,230,569 - 11,230,778 11,230,634 - 11,230,843 11,230,663 - 11,230,872 11,230,667 - 11,230,876 11,230,615 - 11,230,406 11,230,609 - 11,230,400 11,230,577 - 11,230,368 11,230,576 - 11,230,367 11,230,573 - 11,230,364 11,230,572 - 11,230,363 11,230,571 - 11,230,362 11,230,567 - 11,230,358 11,230,547 - 11,230,338 11,230,546 - 11,230,337 11,230,539 - 11,230,330 11,230,531 - 11,230,322 11,230,528 - 11,230,319 11,230,523 - 11,230,314 11,230,520 - 11,230,311 11,230,518 - 11,230,309 11,230,517 - 11,230,308 11,230,513 - 11,230,304 11,230,510 - 11,230,301 11,230,505 - 11,230,296 11,230,503 - 11,230,294 11,230,502 - 11,230,293 11,230,500 - 11,230,291 11,230,490 - 11,230,281 11,230,485 - 11,230,276 11,230,483 - 11,230,274 11,230,482 - 11,230,273 11,230,481 - 11,230,272 11,229,963 - 11,229,754 11,229,586 - 11,229,377 Click to see list of phasing windowsClick to see list of phasing windows
Gene map
Phasing analysis map
Phasing Analysis (above): Each dot represents a "window" of ten cycles of small RNAs of length 21 nt (where 21 is set in the control panel under Select phasing analysis options), with the score for the degree of phasing indicated on the Y axis (scores calculated approximately as described by Howell et al., 2007). The red dot is the highest scoring window and has the best score in this region. Other colored dots are windows which are in phase with the highest scoring window -- exactly-in-phase windows appear as filled dots, and almost-in-phase (-1/+1) windows as hollow dots. Only those reads corresponding to the featured length (the default length is 21 nt) are considered.

Gene Chr Strand Gene Type 5' End 3' End Model # of Splice Variants
ath-MIR404 1 c miRNA 11,230,612 11,230,463 1 No splice variant annotated
    Predicted function: miRNA