Rookie Sensation

Rookie Sensation (HM2GI0)

Buy flags at!

N 38° 37.309', W 90° 11.498'

  • 0 check ins
  • 0 favorites

October 15, 1982

—Greatest Moments —

Willie McGee, capping a sensational rookie season, hit two home runs and made two catches that prevented Brewers homers in Game Three of the World Series at Milwaukee Manager Whitey Herzog later remarked, "I don't know if anyone has ever played a World Series than Willie."
HM NumberHM2GI0
Marker ConditionNo reports yet
Date Added Saturday, May 4th, 2019 at 5:01am PDT -07:00
Sorry, but we don't have a picture of this historical marker yet. If you have a picture, please share it with us. It's simple to do. 1) Become a member. 2) Adopt this historical marker listing. 3) Upload the picture.
Locationbig map
UTM (WGS84 Datum)15S E 744492 N 4278552
Decimal Degrees38.62181667, -90.19163333
Degrees and Decimal MinutesN 38° 37.309', W 90° 11.498'
Degrees, Minutes and Seconds38° 37' 18.54" N, 90° 11' 29.88" W
Driving DirectionsGoogle Maps
Which side of the road?Marker is on the right when traveling South
Closest Postal AddressAt or near , ,
Alternative Maps Google Maps, MapQuest, Bing Maps, Yahoo Maps, MSR Maps, OpenCycleMap, MyTopo Maps, OpenStreetMap

Is this marker missing? Are the coordinates wrong? Do you have additional information that you would like to share with us? If so, check in.

Nearby Markersshow on map
Check Ins  check in   |    all

Have you seen this marker? If so, check in and tell us about it.

Comments 0 comments

Maintenance Issues
  1. What country is the marker located in?
  2. Is this marker part of a series?
  3. What historical period does the marker represent?
  4. What historical place does the marker represent?
  5. What type of marker is it?
  6. What class is the marker?
  7. What style is the marker?
  8. Does the marker have a number?
  9. What year was the marker erected?
  10. Who or what organization placed the marker?
  11. This marker needs at least one picture.
  12. Can this marker be seen from the road?
  13. Is the marker in the median?