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.



TCTCATCGTGTTTACTTCGGCATCGTGTTTACTTCGGCAGGCGGTATGAGAAAAGCGACTTTTGATGAGAAAAGCGACTTTTGTAACACGATGAGAAAAGCGACTTTTTACTTCGGCAGGCGGTGATTTTACTTCGGCAGGCGGTGATTTAGGACACGGTGAAATCACAGGACACGGTGAAATCACCGCCTGATCATCAAATCGTCTAGTTGATCCAGGACACGGTGAAATCACATCCAGGACACGGTGAAATCAATGATCCAGGACACGGTGAAATCAGATGATCCAGGACACGGTGAAATCTTGATGATCCAGGACACGGTGAAAATTTGATGATCCAGGACACGGTGAGATTTGATGATCCAGGACACGGTGAGACGATTTGATGATCCAGGACACCAACTAGACGATTTGATGATGTTTGTTTAAAGGATGTTTTAATCATAAGAGTTTGTTTAAAGGATGTTACACAAACTCGCTTAACAAATAAAAAACTCGCTTAACAAATAAACCGTTAAGCGAGTTTGTGTGATAAGAAAATAAACCAAACGATGCACTAGTTTGTTAAGCGAGTTTGTGTGATAATAAACCAAACGATGCACTAGAAACCAAACGATGCACTAGTTGTAAAACGATGCACTAGTTGTAACAACACGATGCACTAGTTGTAACAACGTGATGCACTAGTTGTAACAACGTTGATGCACTAGTTGTAACAACGTTATTGATGCACTAGTTGTAACAACGTTATTTTATGCACTAGTTGTAACAACGTATGCACTAGTTGTAACAACGTTAATGCACTAGTTGTAACAACGTTATATGCACTAGTTGTAACAACGTTATTTGCACTAGTTGTAACAACGTTGCACTAGTTGTAACAACGTTTGCACTAGTTGTAACAACGTTATTGCACTAGTTGTAACAACGTTATTGCACTAGTTGTAACAACGTTATTTAGTGCATCGTTTGGTTTATTTGTTTAGTGCATCGTTTGGTTTATTTGTCTAGTGCATCGTTTGGTTTATTTGTTGTAACAACGTTATTTTTCTACTAGTGCATCGTTTGGTTACTAGTGCATCGTTTGGTTTAACTAGTGCATCGTTTGGTTTATTACTAGTGCATCGTTTGGTTTATTTAACTAGTGCATCGTTTGGAACTAGTGCATCGTTTGGTAACTAGTGCATCGTTTGGTTAACTAGTGCATCGTTTGGTTTAACTAGTGCATCGTTTGGTTTAAACTAGTGCATCGTTTGGTTTATAACTAGTGCATCGTTTGGTTTATTCAACTAGTGCATCGTTTGGTTCAACTAGTGCATCGTTTGGTTTACAACTAGTGCATCGTTTGGTTTATGTAACAACGTTATTTTTCTTTTGAACAACTAGTGCATCGTTTGGACAACTAGTGCATCGTTTGGTACAACTAGTGCATCGTTTGGTTACAACTAGTGCATCGTTTGGTTTACAACTAGTGCATCGTTTGGTTTATACAACTAGTGCATCGTTTGGTTACAACTAGTGCATCGTTTGGTTTACAACTAGTGCATCGTTTGGTTTTACAACTAGTGCATCGTTTGGTTTAACAACGTTATTTTTCTTTTGAATCTTACAACTAGTGCATCGTTTGTTACAACTAGTGCATCGTTTGGTTTACAACTAGTGCATCGTTTGGTTCAACGTTATTTTTCTTTTGAATCTGTTACAACTAGTGCATCGTTTGGTTACAACTAGTGCATCGTTTGGTAACGTTATTTTTCTTTTGAATCTAACGTTATTTTTCTTTTGAATCTATGTTACAACTAGTGCATCGTTGTTACAACTAGTGCATCGTTTGTGTTACAACTAGTGCATCGTTTGGTGTTACAACTAGTGCATCGTTTGGTACGTTATTTTTCTTTTGAATCTAGTTGTTACAACTAGTGCATCGTGTTGTTACAACTAGTGCATCGTTGTTGTTACAACTAGTGCATCGTTTCGTTGTTACAACTAGTGCATCCGTTGTTACAACTAGTGCATCGTACGTTGTTACAACTAGTGCATCGACGTTGTTACAACTAGTGCATCGTAACGTTGTTACAACTAGTGCATAACGTTGTTACAACTAGTGCATCAACGTTGTTACAACTAGTGCATCGTAACGTTGTTACAACTAGTGCATAACGTTGTTACAACTAGTGCATTAACGTTGTTACAACTAGTGCATCATAACGTTGTTACAACTAGATAACGTTGTTACAACTAGTGCATATAACGTTGTTACAACTAGTGCATCAATAACGTTGTTACAACTAGTGCAAAATAACGTTGTTACAACTAGTAAATAACGTTGTTACAACTAGTGCAAAATAACGTTGTTACAACTAAAAATAACGTTGTTACAACTAGAAAATAACGTTGTTACAACTAGTAAAAATAACGTTGTTACAACTAAAAATAACGTTGTTACAACTAGTGAAAAATAACGTTGTTACAAGAAAAATAACGTTGTTACAACGAAAAATAACGTTGTTACAACTGAAAAATAACGTTGTTACAACTAGGAAAAATAACGTTGTTACAACTAGTAGAAAAATAACGTTGTTACAAGAAAAATAACGTTGTTACAAAGAAAAATAACGTTGTTACAACAGAAAAATAACGTTGTTACAACTAGAAAAATAACGTTGTTACAACTATTTTGAATCTAACTTAACATTATTAAAAGAAAAATAACGTTGTTAAAAAGAAAAATAACGTTGTTACAAAAAAGAAAAATAACGTTGTTACAACAATCTAACTTAACATTATTTTCATCAAAAGAAAAATAACGTTGTTACATTCAAAAGAAAAATAACGTTGTTGATTCAAAAGAAAAATAACGTTGTAGATTCAAAAGAAAAATAACGTTTAGATTCAAAAGAAAAATAACGTTTAAGTTAGATTCAAAAGAAAAATTTAAGTTAGATTCAAAAGAAAAATGTTAAGTTAGATTCAAAAGAAATGTTAAGTTAGATTCAAAAGAAAATGTTAAGTTAGATTCAAAAGAAAAAATGTTAAGTTAGATTCAAAAAATGTTAAGTTAGATTCAAAAGAAATGTTAAGTTAGATTCAAAAGAAATAATGTTAAGTTAGATTCAAAATTGAAAATAATGTTAAGTTAGATTAAAAACTCGCGTAACAAAAATACCAAAACTCGCGTAACAAAAATACCTAAACTCGCGTAACAAAAATACCTAACTCGCGTAACAAAAATACCTGACAAAAATACCTGAATTTCGATGAGCAAAAATACCTGAATTTCGATGAAAAAATACCTGAATTTCGATGAGAAAAATACCTGAATTTCGATGAGAAATACCTGAATTTCGATGAGAATCATCGAAATTCAGGTATTTTTGTTAGAGAATCATCGAGTAAGAGTACGCGATGATTCTCATCGAAATTCAGGTAACATTGCGTTTGCGTACTCTTACGGCAACATTGCGTTTGCGTACGGCAACATTGCGTTTGCGTACTCTCTTGGCAACATTGCGTTTGCGTAATATGGAGAACATTTCAGTCTCGACGATGTCACTGTCCCACTCAGTACATCGTCGCAGAAAATATGGAGACACTGTCCCACTCAGTGTCACTGACATCGTCGCAGAAAATATTGACATCGTCGCAGAAAATATGGTGACATCGTCGCAGAAAATATGGAGAGTGACATCGTCGCAGAAAGGGACAGTGACATCGTCGCGGGACAGTGACATCGTCGCAGAATGGGACAGTGACATCGTCGCAGAAGTGGGACAGTGACATCGTCGTGGGACAGTGACATCGTCGGTGGGACAGTGACATCGTCGCACTGAGTGGGACAGTGACATCGTAGTGACACTGAGTGGGACAGTCAGTGACACTGAGTGGGACAACAGTGACACTGAGTGGGACACAGTGACACTGAGTGGGACAGGACAGTGACACTGAGTGGGACGGGACAGTGACACTGAGTGGGACGGGACAGTGACACTGAGTGGGACAGTTCACTGTTGGGACAGTGACACTGAGTGGGAACTGGAGTCACTGTTGGGACAACTGGAGTCACTGTTGGGACAGACTGGAGTCACTGTTGGGACAGTCACTGGAGTCACTGTTGGGACCACTGGAGTCACTGTTGGGACAGTTCACTGGAGTCACTGTTGGGACAGTAGTCTCACTGGAGTCACTGTTGTTAAAGGTAGTCTCACTGGAGTCACTAGAAATTAAAGGTAGTCTCACTGGAGTCACTAGAGAACAAAGAAATTAAAGAGAGAACAAAGAAATTAAAGGTAGTCTCACTAGAGAACAAAGAAATTAAATAGAGAACAAAGAAATTAAAGGTAGTGGTAGAGAACAAAGAAATTAAAAAGTGGTAGAGAACAAAGAAATTAAGTGGTAGAGAACAAAGAAATTAAAGGAAAGTGGTAGAGAACAAAGAAATTAAAGGTCTAAAGTGGTAGAGAACAAAGAAATTTCTCTAAAGTGGTAGAGAACACATTGGACTTGGCCTTGGTGTCCATTGGACTTGGCCTTGCCATTGGACTTGGCCTTGGTGTCTGCCATTGGACTTGGCCTTGGTGTCCTGCCATTGGACTTGGCCTCTGCCATTGGACTTGGCCTTTATTCTGCCATTGGACTTGCTTATTCTGCCATTGGACTTGGTGCTTATTCTGCCATTGGACATTGTCGCTGCGGTCATGTCTCCATTGTCGCTGCGGTCATGTCTTCAGGAATCTGAGAGAATATGATTCTGATTTTGATCAGTTATGGTCGTTTGGTATTGTACAAATTGCGTTTGGTATTGTACAAATTGCGTTTGGTATTGTACAAATCATTGCGTTTGGTATTGTACAAATCACATGATTGCGTTTGGTATTGTACAAAATTAACATGACAAGGATCATTTGGTCTCATGTTAATGGAAATGTTTATGTCATGTTAATGGAAATGTTTACACATCTGTTGGCAACTTGTCCTGATGAATGGACCAAATGATCCAGATGAATGGACCAAATGATCCTTGTCAACAGATGAATGGACCAAATGATCCAACAGATGAATGGACCAAATGAACAGATGAATGGACCAAATGATCCAACAGATGAATGGACCAAATTTGCCAACAGATGAATGGACCAGTTGCCAACAGATGAATGGACCCAAGTTGCCAACAGATGAATGGACCACAAGTTGCCAACAGATGAATGGACCAAATGCAAAGGACAAGTTGCCAACAGATGACAATCCAAAGGACAAGTTGCCAGCAATCCAAAGGACAAGTTTACAGAGCAATCCAAAGGACAAGTTGCCATTTACAGAGCAATCCAAAGGACAACGGCTCTATTATTGTTTGACTTGTTAACTATTCGAAAGAACGGCTCTATTATTAAAGATTCGAAAGAACGGCTCTATCATTAATGACTTGTATGGACAAATTAATGACTTGTATGGACAAAATGTTTGGCTCAATAATGCAGTGTTGTGGAGTTGTGCAATATGTTAATTATGTGGAGTTGTGCAATATGTTAAGTATGTGGAGTTGTGCAATAAGTATGTGGAGTTGTGCAATAAAGTATGTGGAGTTGTGCAAGAAAGTATGTGGAGTTGTGCAATTGGGATATGGAACCGATATGGATGGGATATGGAACCGATATGGAGAGGGATATGGAACCGATATGGAGAGGGATATGGAACCGATATGGAGAAATATGGAACCGATATGGAGAACCAATGGAACCGATATGGAGAACCAGATGGAACCGATATGGAGAACCAGAGCGATATGGAGAACCAGAGATCGACGATATGGAGAACCAGAGATCGACAATATGGAGAACCAGAGATCGAATATGGAGAACCAGAGATCGACAATATGGAGAACCAGAGATCGACAGTATGGAGAACCAGAGATCGACATGGAGAACCAGAGATCGACAATGGAGAACCAGAGATCGACAGAGTGGAGAACCAGAGATCGACAGAGAGGAGAACCAGAGATCGACAGAGATGGAGAACCAGAGATCGACAGAGATCAGAGATCGACAGAGATCAACGGTAGAGATCGACAGAGATCAACGGTTGAGATCGACAGAGATCAACGGTTGAGATCGACAGAGATCAACGGTTGAGATCGACAGAGATCAACGGTTGAACGACAGAGATCAACGGTTGAAATGGACAGAGATCAACGGTTGAAAGACAGAGATCAACGGTTGAAATGACAGAGATCAACGGTTGAAATGGACAGAGATCAACGGTTGAAATGAGACAGAGATCAACGGTTGAAATGACAACAGAGATCAACGGTTGAAATGAACAGAGATCAACGGTTGAAATGACCAGAGATCAACGGTTGAAATGACAAGAGATCAACGGTTGAAATGAAGAGATCAACGGTTGAAATGACAGAGATCAACGGTTGAAATGACAAGAGATCAACGGTTGAAATGACAAGAGATCAACGGTTGAAATGACAAGATCAACGGTTGAAATGACAAGGCCTCAACGGTTGAAATGACAAGGCCTCAACGGTTGAAATGACAAGGCCAAGCAACGGTTGAAATGACAAGGCGATCTCTGTCGATCTCTGGTTCTCAACGGTTGAAATGACAAGGCAACGGTTGAAATGACAAGGCCAACGGTTGAAATGACAAGGCCAAACGGTTGAAATGACAAGGCCAAAACGGTTGAAATGACAAGGCCAAGACGGTTGAAATGACAAGGCCAACGGTTGAAATGACAAGGCCAAGAGGTTGAAATGACAAGGCCAAGGGTTGAAATGACAAGGCCAAGATAGTTGAAATGACAAGGCCAAGGTTGAAATGACAAGGCCAAGAGTTGAAATGACAAGGCCAAGATACACCGTTGATCTCTGTCGATCTCTGTTGAAATGACAAGGCCAAGATAACCGTTGATCTCTGTCGATCTAACCGTTGATCTCTGTCGATCTCAACCGTTGATCTCTGTCGATCTCTTGAAATGACAAGGCCAAGATATGAAATGACAAGGCCAAGATACGGCAACCGTTGATCTCTGTCGATCTTCAACCGTTGATCTCTGTCGATCTAATGACAAGGCCAAGATACGGTTTCAACCGTTGATCTCTGTCGATATTTCAACCGTTGATCTCTGTATTTCAACCGTTGATCTCTGTCGATGACAAGGCCAAGATACGGCAAGACATTTCAACCGTTGATCTCTGTCGGACAAGGCCAAGATACGGCAAACAAGGCCAAGATACGGCAAGACAAGGCCAAGATACGGCAAGAAAGGCCAAGATACGGCAAGAATGTCATTTCAACCGTTGATCTAGGCCAAGATACGGCAAGAAAATATTGTCATTTCAACCGTTGATCTTGTCATTTCAACCGTTGATCTTTGTCATTTCAACCGTTGATCTCCTTGTCATTTCAACCGTTGATCCCTTGTCATTTCAACCGTTGACCTTGTCATTTCAACCGTTGATCCCTTGTCATTTCAACCGTTGATCTGCCTTGTCATTTCAACCGTTGATCCAAGATACGGCAAGAAAATATCAAGATACGGCAAGAAAATATTACAAGATACGGCAAGAAAATATTATAAGATACGGCAAGAAAATATTATGGCCTTGTCATTTCAACCGTTGGCCTTGTCATTTCAACCGTTGAGATACGGCAAGAAAATATTAAGATACGGCAAGAAAATATTATTCTTGGCCTTGTCATTTCAACTTGGCCTTGTCATTTCAACCTTGGCCTTGTCATTTCAACCGTTGGCCTTGTCATTTCAACCGTTGGATACGGCAAGAAAATATTATTCTATACGGCAAGAAAATATTATTCTATCTTGGCCTTGTCATTTCAACCGTATCTTGGCCTTGTCATTTCAATACGGCAAGAAAATATTATTCTACGGCAAGAAAATATTATTCTTACGGCAAGAAAATATTATTCTATACGGCAAGAAAATATTATTCTAATATCTTGGCCTTGTCATTTCATATCTTGGCCTTGTCATTTCAACCCCGTATCTTGGCCTTGTCCCGTATCTTGGCCTTGTCATCCGTATCTTGGCCTTGTCATTCCGTATCTTGGCCTTGTCATTTCCGTATCTTGGCCTTGTCATTTCAGCCGTATCTTGGCCTTGTCATTTCAGAAAATATTATTCTAAAAGATTGCCGTATCTTGGCCTTGTCAAATATTATTCTAAAAGATAAAATATTATTCTAAAAGATAAAAATATTATTCTAAAAGATAAATGTATATTTTCTTGCCGTATCTTGGCCAATATTTTCTTGCCGTATCTTGGCTTCTAAAAGATAAATGTTAAACTTAACATTTATCTTTTAGAATAATATTTTTATCTTCTAGAATAATATCAATGTTAATATTGAAGTTTAGAAAAAATGTTAATATTGAAGTTTAGAAGAATAATATCTTTTTGTTATATCATATCTTTTTGTTATATCTTGGCCATCTTTTTGTTATATCTTGGCCTTATATTATTCTAGAAGATAAATGTTTCTTTTTGTTATATCTTGGCCTCTTTTTGTTATATCTTGGCCTTGCTTTTTGTTATATCTTGGCCTCTTTTTGTTATATCTTGGCCTTGTAGATATTATTCTAGAAGATAAATGTTTTTTGTTATATCTTGGCCTTTTTTTGTTATATCTTGGCCTTGTCTTTTGTTATATCTTGGCCTTGTTTTGTTATATCTTGGCCTTGTCAAAGATATTATTCTAGAAGATTTTGTTATATCTTGGCCTTGTAAAAGATATTATTCTAGAAGATTGTTATATCTTGGCCTTGTCTTGTTATATCTTGGCCTTGTCATCTGTTATATCTTGGCCTTGTCTGTTATATCTTGGCCTTGTCATGTTATATCTTGGCCTTGTCATCAAAAAGATATTATTCTAGAAGATGTTATATCTTGGCCTTGTCATGTTATATCTTGGCCTTGTCATCTGTTATATCTTGGCCTTGTCATCTCTTATATCTTGGCCTTGTCTTATATCTTGGCCTTGTCATTATATCTTGGCCTTGTCATTTATATCTTGGCCTTGTCATCTTATATCTTGGCCTTGTCATCTTTATATCTTGGCCTTGTCATCTCATATATCTTGGCCTTGTCATCATATCTTGGCCTTGTCATCTCATATCTTGGCCTTGTCATCTCAATATCTTGGCCTTGTCATCTCAACATATCTTGGCCTTGTCATCTCAACCATCTTGGCCTTGTCATCTCAATCTTGGCCTTGTCATCTCAACTCTTGGCCTTGTCATCTCAACCGTCTTGGCCTTGTCATCTCAACCGTTGGCCTTGTCATCTCAACCGTTGGCCTTGTCATCTCAACCGTCGTGGCCTTGTCATCTCAACTGGCCTTGTCATCTCAACCTGGCCTTGTCATCTCAACCGTGGCCTTGTCATCTCAACCGTTGGCCTTGTCATCTCAACCGTCGTGGCCTTGTCATCTCAACCGTCGAGGCCTTGTCATCTCAACCGTGGCCTTGTCATCTCAACCGTCGATCCTTGTCATCTCAACCGTCGATCTCTTGTCATCTCAACCGTCGATCTTGGCCAAGATATAACAAAAAGATTGTCATCTCAACCGTCGTTGTCATCTCAACCGTCGATTGTCATCTCAACCGTCGATCAAGGCCAAGATATAACAAAAAGATCAAGGCCAAGATATAACAAAAAGGTCATCTCAACCGTCGATCTTCGGACAAGGCCAAGATATAACAAAACAAGGCCAAGATATAACAAAAAACAAGGCCAAGATATAACAAAAAGTCATCTCAACCGTCGATCTTCGGCATCTCAACCGTCGATCTTCGGCATCTCAACCGTCGATCTTCGGTGACAAGGCCAAGATATAACATGACAAGGCCAAGATATATGACAAGGCCAAGATATAATGACAAGGCCAAGATATAACTGACAAGGCCAAGATATAACAATGACAAGGCCAAGATATAACATGACAAGGCCAAGATATAACATCTCAACCGTCGATCTTCGGTCTCAACCGTCGATCTTCGGTTCACTCAACCGTCGATCTTCGGTCTCAACCGTCGATCTTCGGTTCACTCAACCGTCGATCTTCGGTTCAAGATGACAAGGCCAAGATATAAGATGACAAGGCCAAGATATAACAGATGACAAGGCCAAGATATAACAAAGATGACAAGGCCAAGATAGATGACAAGGCCAAGATATAAGATGACAAGGCCAAGATATAACAGATGACAAGGCCAAGATATAACAAGATGACAAGGCCAAGATATAACAAAACCGTCGATCTTCGGTTCAATATTGAGATGACAAGGCCAAGTGAGATGACAAGGCCAAGATATGAGATGACAAGGCCAAGATATATGAGATGACAAGGCCAAGATATAATGAGATGACAAGGCCAAGATATAACAACCGTCGATCTTCGGTTCACCGTCGATCTTCGGTTCAAACCGTCGATCTTCGGTTCAATATTGAGATGACAAGGCCAAGATTGAGATGACAAGGCCAAGATCCGTCGATCTTCGGTTCAATATCCGTTGAGATGACAAGGCCAAGGTTGAGATGACAAGGCCAAGAGGTTGAGATGACAAGGCCAGGTTGAGATGACAAGGCCAAGGGTTGAGATGACAAGGCCAAGATGGTTGAGATGACAAGGCCAAGATACGGTTGAGATGACAAGGCCAACGGTTGAGATGACAAGGCCAAGACGGTTGAGATGACAAGGCCAAGATACGGTTGAGATGACAAGGCCAACGGTTGAGATGACAAGGCCAAGACGGTTGAGATGACAAGGCCAAGAGACGGTTGAGATGACAAGGACGGTTGAGATGACAAGGGACGGTTGAGATGACAAGGCCGACGGTTGAGATGACAAGGCCAGACGGTTGAGATGACAAGGCCAAGACGGTTGAGATGACAAGGCCAAGCGACGGTTGAGATGACAAGGCCGACGGTTGAGATGACAAGGCCCGACGGTTGAGATGACAAGGCCACGACGGTTGAGATGACAAGGCCAACGACGGTTGAGATGACAAGGCCAAGATTCGACGGTTGAGATGACAAGGTCGACGGTTGAGATGACAAGGCCTCGACGGTTGAGATGACAAGGCCAATCGACGGTTGAGATGACAAATCGACGGTTGAGATGACAAGATCGACGGTTGAGATGACAAGGATCGACGGTTGAGATGACAAGGCATCGACGGTTGAGATGACAAGGCCGATCGACGGTTGAGATGACAAGGCAGATCGACGGTTGAGATGACAAAGATCGACGGTTGAGATGACAAGATCGACGGTTGAGATGACAAGGAAGATCGACGGTTGAGATGAAGATCGACGGTTGAGATGAGAAGATCGACGGTTGAGATGACGAAGATCGACGGTTGAGATGACAACGAAGATCGACGGTTGAGATGCGAAGATCGACGGTTGAGATGACACCGAAGATCGACGGTTGAGATGCCGAAGATCGACGGTTGAGATGACACCGAAGATCGACGGTTGAGAACCGAAGATCGACGGTTGAGATGACCGAAGATCGACGGTTGAGATGAGAACCGAAGATCGACGGTGAACCGAAGATCGACGGTTGAACCGAAGATCGACGGTTGAGGAACCGAAGATCGACGGTTGAGAGAACCGAAGATCGACGGTTGAGATATTGAACCGAAGATCGACGGTTGATATTGAACCGAAGATCGACGGTTGGATATTGAACCGAAGATCGACGATATTGAACCGAAGATCGACGGTGGATATTGAACCGAAGATCGACGGGGGATATTGAACCGAAGATCGAGGGATATTGAACCGAAGATCGACGGGATATTGAACCGAAGATCGACGGGGATATTGAACCGAAGATCGACGGGGGATATTGAACCGAAGATCGACGGTGGGATATTGAACCGAAGATCGACGGTTGTGGGATATTGAACCGAAGATCGACATTGGGATATTGAACCGAAGAATTGGGATATTGAACCGAAGATCGTATTGGGATATTGAACCGAAGATCTATGCACCAAAAAGAAACCGAAATATATTGGGATATTGAACCGAAGAGCATATATTGGGATATTGAACCGATGCATATATTGGGATATTGAACCGATTTCGGTTTCTTTTTGGTGCATATACCGAGGTTGGAGTGAATAGCCGAGGTTGGAGTGAATAGCGATGGACGCTATTCACTCCAACATGGACGCTATTCACTCCAACCTCAAGTGTAGTTTCTTTTGCCGGTAATACATGGACGCTATTCACTAGTGTAGTTTCTTTTGCCGGTGTGTAGTTTCTTTTGCCGGTAACTTACATGGACGCTATTCACTCACTTACATGGACGCTATTCACTCCACTACACTTACATGGACGCTAGAAACTACACTTACATGGACGCTATCCGGCAAAAGAAACTACACTTACACCGGCAAAAGAAACTACACTTACATACCGGCAAAAGAAACTACACTACCGGCAAAAGAAACTACACTTACCGGCAAAAGAAACTACACTTATTACCGGCAAAAGAAACTTTACCGGCAAAAGAAACTACACTTTACCGGCAAAAGAAACTACACTTACATGGATGTTACCGGCAAAAGAAACTACACTTACTCTGTTACCGGCAAAAGAAACTACACTCACCAGATCGGTAACAAGAACTGACTCTGTTACCGGCAAAAGGTGACTCTGTTACCGGCAAAAGAAACTTGGTGACTCTGTTACCGGCAATCGGTAACAAGAACAGAGAAGGGTGATCTGGTGACTCTGTTACCGGCACGATCTGGTGACTCTGTTCGATCTGGTGACTCTGTTACCCGATCTGGTGACTCTGTTACCGGCACCGATCTGGTGACTCTGTTACCACCGATCTGGTGACTCTGTTACACCGATCTGGTGACTCTGTTACCGGACCGATCTGGTGACTCTGTTACCGGCAAATACCGATCTGGTGACTCTGTTACCGACAAGAACAGAGAAGGGTAGATTACCGATCTGGTGACTCTGTTACCGATCTGGTGACTCTGTTACCGGCAAAATTGTTACCGATCTGGTGACTCTGTTACCTGTTCTTGTTACCGATCTGGTGACTCTCTGTTCTTGTTACCGATCTGGTGACCTTTTTACACATCTACCCTAGTAACATAGCCACTGGACTCTTTTCTTTCGTTACTTTTTACACATGGTCCAGTGGCTATGTTGATTGGTGGTCCAGTGGCTATGTTGATTGGTGGTCCAGTGGCTATGTTACTAACCAATCTGAGCAACGGCCCATGCTCAGATTGGTTGGATTGGCGTTGCTCAGATTGGTTGGATTGGTGCGTTGCTCAGATTGGTTGGATTGGTGGTCCACCGTTGCTCAGATTGGTTGGAGGCCGTTGCTCAGATTGGTTGGATCAATGACAACACTCCTGACCCTTGGCATGGGCCGTTGCTCGTTGTCATTGGCATGGGCGGAGTGTTGTCATTGGCATGGGAGTGTTGTCATTGGCATGGGCCGAGGAGTGTTGTCATTGGCATGCAGGAGTGTTGTCATTGGCATGGTCAGGAGTGTTGTCATTGGCAAATTGGGTCAGGAGTGTTGTGCAGTAATTGGGTCAGGAGCAGCAGTAATTGGGTCAGGATTATTATGTGTGCACTTGCTGCATAATAACAGCAGTAATTGGGTCAGGAGTGTTGGACAGCAAGTGCACACAGTGGACAGCAAGTGCACACATACGGTGTGGACAGCAAGTGCAGGGACGGTGTGGACAGCAAGTGCATGGTGTTTAGGGACGGTGTGGACATGATTGGTGTTTAGGGACGGTTGATTGGTGTTTAGGGACGGTGAAACAGAATTTTAAGACAAGAACTAACAGAATTTTAAGACAAGAACTTCTGTTTGAATGTGATTGGTAGAACTGTAGTAACAATAAAGTCTGTTACTAAAGTGTATGAACACTTTTTCCATAACATCCACACAAACAAAAAAAGAAGTAGGAATTTGTATTTACTGTAGATGTTTTAAATTAAATATATGCATAGGCTTTGTTTGCAGTAAATATATGCATAGGCTTClick to see list of reads 16,765,263 - 16,765,472 16,765,275 - 16,765,484 16,765,378 - 16,765,587 16,765,390 - 16,765,599 16,765,391 - 16,765,600 16,765,567 - 16,765,776 16,765,819 - 16,766,028 16,765,973 - 16,766,182 16,766,247 - 16,766,456 16,766,248 - 16,766,457 16,766,249 - 16,766,458 16,766,266 - 16,766,475 16,766,269 - 16,766,478 16,766,275 - 16,766,484 16,766,276 - 16,766,485 16,766,277 - 16,766,486 16,766,279 - 16,766,488 16,766,280 - 16,766,489 16,766,281 - 16,766,490 16,766,282 - 16,766,491 16,766,285 - 16,766,494 16,766,288 - 16,766,497 16,766,289 - 16,766,498 16,766,291 - 16,766,500 16,766,296 - 16,766,505 16,766,298 - 16,766,507 16,766,301 - 16,766,510 16,766,308 - 16,766,517 16,766,311 - 16,766,520 16,766,312 - 16,766,521 16,766,363 - 16,766,572 16,766,382 - 16,766,591 16,766,383 - 16,766,592 16,766,384 - 16,766,593 16,766,385 - 16,766,594 16,766,386 - 16,766,595 16,766,387 - 16,766,596 16,766,388 - 16,766,597 16,766,389 - 16,766,598 16,766,390 - 16,766,599 16,766,392 - 16,766,601 16,766,394 - 16,766,603 16,766,395 - 16,766,604 16,766,397 - 16,766,606 16,766,398 - 16,766,607 16,766,403 - 16,766,612 16,766,483 - 16,766,692 16,766,485 - 16,766,694 16,766,514 - 16,766,723 16,766,515 - 16,766,724 16,766,543 - 16,766,752 16,766,556 - 16,766,765 16,766,655 - 16,766,864 16,766,687 - 16,766,896 16,766,859 - 16,767,068 16,766,733 - 16,766,524 16,766,717 - 16,766,508 16,766,712 - 16,766,503 16,766,671 - 16,766,462 16,766,670 - 16,766,461 16,766,647 - 16,766,438 16,766,552 - 16,766,343 16,766,547 - 16,766,338 16,766,544 - 16,766,335 16,766,535 - 16,766,326 16,766,510 - 16,766,301 16,766,442 - 16,766,233 16,766,437 - 16,766,228 16,766,429 - 16,766,220 16,766,427 - 16,766,218 16,766,426 - 16,766,217 16,766,425 - 16,766,216 16,766,424 - 16,766,215 16,766,422 - 16,766,213 16,766,421 - 16,766,212 16,766,420 - 16,766,211 16,766,419 - 16,766,210 16,766,418 - 16,766,209 16,766,417 - 16,766,208 16,766,416 - 16,766,207 16,766,415 - 16,766,206 16,766,414 - 16,766,205 16,766,413 - 16,766,204 16,766,411 - 16,766,202 16,766,410 - 16,766,201 16,766,409 - 16,766,200 16,766,408 - 16,766,199 16,766,406 - 16,766,197 16,766,402 - 16,766,193 16,766,387 - 16,766,178 16,766,386 - 16,766,177 16,766,308 - 16,766,099 16,766,305 - 16,766,096 16,766,302 - 16,766,093 16,766,301 - 16,766,092 16,766,298 - 16,766,089 16,766,297 - 16,766,088 16,766,294 - 16,766,085 16,766,292 - 16,766,083 16,766,291 - 16,766,082 16,766,287 - 16,766,078 16,766,171 - 16,765,962 16,766,170 - 16,765,961 16,766,169 - 16,765,960 16,765,847 - 16,765,638 16,765,831 - 16,765,622 16,765,827 - 16,765,618 16,765,826 - 16,765,617 16,765,822 - 16,765,613 16,765,798 - 16,765,589 16,765,772 - 16,765,563 16,765,733 - 16,765,524 16,765,704 - 16,765,495 16,765,669 - 16,765,460 16,765,649 - 16,765,440 16,765,609 - 16,765,400 16,765,608 - 16,765,399 16,765,590 - 16,765,381 16,765,588 - 16,765,379 16,765,577 - 16,765,368 16,765,568 - 16,765,359 16,765,551 - 16,765,342 16,765,527 - 16,765,318 16,765,439 - 16,765,230 16,765,436 - 16,765,227 16,765,422 - 16,765,213 16,765,419 - 16,765,210 16,765,418 - 16,765,209 16,765,417 - 16,765,208 16,765,416 - 16,765,207 16,765,409 - 16,765,200 16,765,404 - 16,765,195 16,765,402 - 16,765,193 16,765,401 - 16,765,192 16,765,400 - 16,765,191 16,765,399 - 16,765,190 16,765,310 - 16,765,101 16,765,309 - 16,765,100 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-MIR5024 1 c miRNA 16,766,438 16,766,259 1 No splice variant annotated
    Predicted function: miRNA