Green Bay Packers star Micah Parsons ranks the top 5 toughest divisions in the NFL after Week 1.
Watch the full episode of The Edge: https://youtu.be/rtcm0HTNzQE
Subscribe: https://www.youtube.com/user/BleacherReport?sub_confirmation=1
#nfl #packers #bears #lions #49ers #seahawks #rams
Follow us!
https://www.instagram.com/bleacherreport
https://twitter.com/BleacherReport
https://www.tiktok.com/@bleacherreport
https://www.facebook.com/bleacherreport
More
0 /10
0 people rated
Micah Parsons' NFL Division Power Rankings: NFC West at No. 1, No AFC West ЁЯСА
Green Bay Packers star Micah Parsons ranks the top 5 toughest divisions in the NFL after Week 1.
Watch the full episode of The Edge: https://youtu.be/rtcm0HTNzQE
Subscribe: https://www.youtube.com/user/BleacherReport?sub_confirmation=1
#nfl #packers #bears #lions #49ers #seahawks #rams
Follow us!
https://www.instagram.com/bleacherreport
https://twitter.com/BleacherReport
https://www.tiktok.com/@bleacherreport
https://www.facebook.com/bleacherreport
Micah Parsons' NFL Division Power Rankings: NFC West at No. 1, No AFC West ЁЯСА
Hana Tadesse
17/09/2026 21:32
Micah Parsons' NFL Division Power Rankings: NFC West at No. 1, No AFC West ЁЯСА
тАФ No more content тАФ
Disclaimer: All videos and pictures on MovieBox are from the Internet, and their copyrights belong to the original creators. We only provide webpage services and do not store, record, or upload any content.
рдмрд┐рдирд╛ рд░реБрдХрд╛рд╡рдЯ рдлрд┐рд▓реНрдореЗрдВ рдФрд░ рд╢реЛ рджреЗрдЦреЗрдВ
рдЕрдкрдирд╛ рдкрд╕рдВрджреАрджрд╛ рдХрдВрдЯреЗрдВрдЯ рдбрд╛рдЙрдирд▓реЛрдб рдХрд░реЛ рддрд╛рдХрд┐ рдСрдлрд╝рд▓рд╛рдЗрди рджреЗрдЦ рд╕рдХреЛ
рд╕рд┐рдВрдкрд▓ рдЗрдВрдЯрд░рдлрд╝реЗрд╕ & рд╕реНрдореВрде рдкрд░рдлреЙрд░реНрдореЗрдВрд╕
'%20stroke-width='1.5'/%3e%3cpath%20d='M7%2017H13M10%2014.75V17'%20stroke='url(%23paint1)'%20stroke-width='1.5'%20stroke-linecap='round'/%3e%3cpath%20d='M10%206V11M10%2011L12%209M10%2011L8%209'%20stroke='url(%23paint2)'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'/%3e%3cdefs%3e%3clinearGradient%20id='paint0'%20x1='2'%20y1='9'%20x2='18'%20y2='9'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%231CB7FF'/%3e%3cstop%20offset='0.5'%20stop-color='%232FF58B'/%3e%3c/linearGradient%3e%3clinearGradient%20id='paint1'%20x1='7'%20y1='15.9'%20x2='13'%20y2='15.9'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%231CB7FF'/%3e%3cstop%20offset='0.5'%20stop-color='%232FF58B'/%3e%3c/linearGradient%3e%3clinearGradient%20id='paint2'%20x1='8'%20y1='8.5'%20x2='12'%20y2='8.5'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%231CB7FF'/%3e%3cstop%20offset='0.5'%20stop-color='%232FF58B'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e)
'/%3e%3cdefs%3e%3clinearGradient%20id='paint0'%20x1='2.5'%20y1='10'%20x2='17.5'%20y2='10'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%231CB7FF'/%3e%3cstop%20offset='0.5'%20stop-color='%232FF58B'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e)
'%3e%3cpath%20id='Vector'%20d='M17.3996%2025.7999C17.3996%2025.9838%2017.3634%2026.1658%2017.293%2026.3357C17.2227%2026.5055%2017.1196%2026.6598%2016.9896%2026.7899C16.8596%2026.9199%2016.7052%2027.023%2016.5354%2027.0933C16.3655%2027.1637%2016.1835%2027.1999%2015.9996%2027.1999C15.8158%2027.1999%2015.6337%2027.1637%2015.4639%2027.0933C15.294%2027.023%2015.1397%2026.9199%2015.0097%2026.7899C14.8797%2026.6598%2014.7765%2026.5055%2014.7062%2026.3357C14.6358%2026.1658%2014.5996%2025.9838%2014.5996%2025.7999C14.5996%2025.4286%2014.7471%2025.0725%2015.0097%2024.81C15.2722%2024.5474%2015.6283%2024.3999%2015.9996%2024.3999C16.3709%2024.3999%2016.727%2024.5474%2016.9896%2024.81C17.2521%2025.0725%2017.3996%2025.4286%2017.3996%2025.7999Z'%20fill='white'/%3e%3cpath%20id='Union'%20fill-rule='evenodd'%20clip-rule='evenodd'%20d='M8.5%204H23.5C24.0523%204%2024.5%204.44772%2024.5%205V21.5H7.5V5C7.5%204.44772%207.94772%204%208.5%204ZM5.5%2022.5V5C5.5%203.34315%206.84315%202%208.5%202H23.5C25.1569%202%2026.5%203.34315%2026.5%205V22.5V27C26.5%2028.6569%2025.1569%2030%2023.5%2030H8.5C6.84315%2030%205.5%2028.6569%205.5%2027V22.5ZM24.5%2023.5V27C24.5%2027.5523%2024.0523%2028%2023.5%2028H8.5C7.94772%2028%207.5%2027.5523%207.5%2027V23.5H24.5Z'%20fill='white'/%3e%3cpath%20id='Union_2'%20fill-rule='evenodd'%20clip-rule='evenodd'%20d='M17%209C17%208.44772%2016.5523%208%2016%208C15.4477%208%2015%208.44772%2015%209V13.8258L13.1508%2012.2407C12.7315%2011.8813%2012.1002%2011.9299%2011.7408%2012.3492C11.3813%2012.7685%2011.4299%2013.3998%2011.8492%2013.7593L15.345%2016.7556C15.5205%2016.9079%2015.7495%2017%2016%2017C16.2506%2017%2016.4796%2016.9079%2016.6551%2016.7556L20.1508%2013.7593C20.5701%2013.3998%2020.6187%2012.7685%2020.2593%2012.3492C19.8999%2011.9299%2019.2686%2011.8813%2018.8492%2012.2407L17%2013.8258V9Z'%20fill='white'/%3e%3c/g%3e%3c/svg%3e)
