| Originator | Miami |
|---|---|
| Draft Year | 2023 |
| Round | 2 |
| Status | Unresolved |
| To | Condition | Likelihood | |
|---|---|---|---|
|
| Charlotte | This pick is less favorable than Dallas's and this pick is less favorable than Oklahoma City's and (((((this pick is more favorable than Houston's and Dallas's pick is more favorable than Houston's) or Houston's 2023 second rounder is top-32) or this pick is more favorable than Dallas's) and this pick is more favorable than Dallas's) or (this pick is less favorable than Dallas's and this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) and this pick is less favorable than Washington's | 70.6% |
|
| Oklahoma City | ((This pick is more favorable than Dallas's or this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and ((this pick is more favorable than Dallas's and (Houston's 2023 second rounder is top-32 or this pick is more favorable than Dallas's or (Dallas's pick is more favorable than Houston's and this pick is more favorable than Houston's))) or (this pick is less favorable than Dallas's and this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) and Boston's 2023 first rounder is conveyed to Indiana) or (((((this pick is more favorable than Dallas's or this pick is less favorable than Washington's or (this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) and (this pick is less favorable than Dallas's or (Oklahoma City's pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's) or Washington's pick is more favorable than Dallas's) and ((Dallas's pick is more favorable than Oklahoma City's and this pick is more favorable than Dallas's and (Dallas's pick is more favorable than Oklahoma City's or Dallas's pick is more favorable than Washington's)) or (Washington's pick is more favorable than Oklahoma City's and ((this pick is less favorable than Washington's and Washington's pick is more favorable than Dallas's) or (this pick is less favorable than Dallas's and this pick is less favorable than Washington's) or (this pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's) or Washington's pick is more favorable than Oklahoma City's)) or ((this pick is less favorable than Dallas's or Dallas's pick is more favorable than Oklahoma City's) and (Dallas's pick is more favorable than Oklahoma City's or this pick is more favorable than Oklahoma City's) and (this pick is more favorable than Dallas's or this pick is more favorable than Oklahoma City's) and Washington's pick is more favorable than Oklahoma City's) or (this pick is less favorable than Dallas's and (this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and this pick is more favorable than Oklahoma City's) or Washington's pick is more favorable than Oklahoma City's)) and ((this pick is less favorable than Washington's and Washington's pick is more favorable than Dallas's) or (this pick is less favorable than Dallas's and this pick is less favorable than Washington's) or (this pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's) or Washington's pick is more favorable than Oklahoma City's)) or this pick is more favorable than Washington's) and this pick is less favorable than Dallas's and (this pick is more favorable than Oklahoma City's or (((this pick is more favorable than Dallas's or this pick is less favorable than Oklahoma City's or (this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) and (Oklahoma City's pick is more favorable than Washington's or ((this pick is more favorable than Dallas's or this pick is more favorable than Washington's) and (this pick is more favorable than Washington's or Dallas's pick is more favorable than Washington's) and Oklahoma City's pick is more favorable than Washington's and (this pick is less favorable than Dallas's or Dallas's pick is more favorable than Washington's))) and (this pick is less favorable than Dallas's or Oklahoma City's pick is more favorable than Dallas's or (Oklahoma City's pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's))) and ((Oklahoma City's pick is more favorable than Dallas's and this pick is less favorable than Oklahoma City's) or Oklahoma City's pick is more favorable than Washington's or (this pick is less favorable than Dallas's and this pick is less favorable than Oklahoma City's) or (this pick is more favorable than Dallas's and Oklahoma City's pick is more favorable than Dallas's)))) and (this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and (this pick is more favorable than Dallas's or (((Dallas's pick is more favorable than Oklahoma City's and this pick is more favorable than Dallas's and (Dallas's pick is more favorable than Oklahoma City's or Dallas's pick is more favorable than Washington's)) or Dallas's pick is more favorable than Oklahoma City's or (Washington's pick is more favorable than Oklahoma City's and ((this pick is less favorable than Washington's and Washington's pick is more favorable than Dallas's) or (this pick is less favorable than Dallas's and this pick is less favorable than Washington's) or (this pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's) or Washington's pick is more favorable than Oklahoma City's)) or (Washington's pick is more favorable than Oklahoma City's and (Dallas's pick is more favorable than Oklahoma City's or this pick is more favorable than Oklahoma City's) and (this pick is more favorable than Dallas's or this pick is more favorable than Oklahoma City's) and (this pick is less favorable than Dallas's or Dallas's pick is more favorable than Oklahoma City's)) or (this pick is less favorable than Dallas's and (this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and this pick is more favorable than Oklahoma City's)) and (Dallas's pick is more favorable than Washington's or (Oklahoma City's pick is more favorable than Washington's and (this pick is less favorable than Dallas's or Oklahoma City's pick is more favorable than Dallas's or (Oklahoma City's pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's)) and (Oklahoma City's pick is more favorable than Washington's or ((this pick is more favorable than Dallas's or this pick is more favorable than Washington's) and (this pick is more favorable than Washington's or Dallas's pick is more favorable than Washington's) and Oklahoma City's pick is more favorable than Washington's and (this pick is less favorable than Dallas's or Dallas's pick is more favorable than Washington's))) and (this pick is more favorable than Dallas's or this pick is less favorable than Oklahoma City's or (this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) and ((Oklahoma City's pick is more favorable than Dallas's and this pick is less favorable than Oklahoma City's) or Oklahoma City's pick is more favorable than Washington's or (this pick is less favorable than Dallas's and this pick is less favorable than Oklahoma City's) or (this pick is more favorable than Dallas's and Oklahoma City's pick is more favorable than Dallas's))) or (this pick is more favorable than Dallas's and (Dallas's pick is more favorable than Oklahoma City's or Dallas's pick is more favorable than Washington's) and Dallas's pick is more favorable than Washington's) or (this pick is less favorable than Dallas's and (this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and this pick is more favorable than Washington's) or ((this pick is more favorable than Dallas's or this pick is more favorable than Washington's) and (this pick is more favorable than Washington's or Dallas's pick is more favorable than Washington's) and Oklahoma City's pick is more favorable than Washington's and (this pick is less favorable than Dallas's or Dallas's pick is more favorable than Washington's))) and this pick is more favorable than Dallas's and (Dallas's pick is more favorable than Oklahoma City's or Dallas's pick is more favorable than Washington's)))) | 15.0% |
|
| Denver | This pick is less favorable than Dallas's and (this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and (((((this pick is more favorable than Dallas's or this pick is less favorable than Washington's or (this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) and (this pick is less favorable than Dallas's or (Oklahoma City's pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's) or Washington's pick is more favorable than Dallas's) and ((Dallas's pick is more favorable than Oklahoma City's and this pick is more favorable than Dallas's and (Dallas's pick is more favorable than Oklahoma City's or Dallas's pick is more favorable than Washington's)) or (Washington's pick is more favorable than Oklahoma City's and ((this pick is less favorable than Washington's and Washington's pick is more favorable than Dallas's) or (this pick is less favorable than Dallas's and this pick is less favorable than Washington's) or (this pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's) or Washington's pick is more favorable than Oklahoma City's)) or ((this pick is less favorable than Dallas's or Dallas's pick is more favorable than Oklahoma City's) and (Dallas's pick is more favorable than Oklahoma City's or this pick is more favorable than Oklahoma City's) and (this pick is more favorable than Dallas's or this pick is more favorable than Oklahoma City's) and Washington's pick is more favorable than Oklahoma City's) or (this pick is less favorable than Dallas's and (this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and this pick is more favorable than Oklahoma City's) or Washington's pick is more favorable than Oklahoma City's)) and ((this pick is less favorable than Washington's and Washington's pick is more favorable than Dallas's) or (this pick is less favorable than Dallas's and this pick is less favorable than Washington's) or (this pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's) or Washington's pick is more favorable than Oklahoma City's)) and this pick is less favorable than Washington's) or (this pick is less favorable than Oklahoma City's and (((this pick is more favorable than Dallas's or this pick is less favorable than Oklahoma City's or (this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) and (Oklahoma City's pick is more favorable than Washington's or ((this pick is more favorable than Dallas's or this pick is more favorable than Washington's) and (this pick is more favorable than Washington's or Dallas's pick is more favorable than Washington's) and Oklahoma City's pick is more favorable than Washington's and (this pick is less favorable than Dallas's or Dallas's pick is more favorable than Washington's))) and (this pick is less favorable than Dallas's or Oklahoma City's pick is more favorable than Dallas's or (Oklahoma City's pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's))) and ((Oklahoma City's pick is more favorable than Dallas's and this pick is less favorable than Oklahoma City's) or Oklahoma City's pick is more favorable than Washington's or (this pick is less favorable than Dallas's and this pick is less favorable than Oklahoma City's) or (this pick is more favorable than Dallas's and Oklahoma City's pick is more favorable than Dallas's)))) or (this pick is less favorable than Dallas's and (this pick is more favorable than Dallas's and (((Dallas's pick is more favorable than Oklahoma City's and this pick is more favorable than Dallas's and (Dallas's pick is more favorable than Oklahoma City's or Dallas's pick is more favorable than Washington's)) or Dallas's pick is more favorable than Oklahoma City's or (Washington's pick is more favorable than Oklahoma City's and ((this pick is less favorable than Washington's and Washington's pick is more favorable than Dallas's) or (this pick is less favorable than Dallas's and this pick is less favorable than Washington's) or (this pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's) or Washington's pick is more favorable than Oklahoma City's)) or ((this pick is less favorable than Dallas's or Dallas's pick is more favorable than Oklahoma City's) and (Dallas's pick is more favorable than Oklahoma City's or this pick is more favorable than Oklahoma City's) and (this pick is more favorable than Dallas's or this pick is more favorable than Oklahoma City's) and Washington's pick is more favorable than Oklahoma City's) or (this pick is less favorable than Dallas's and (this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and this pick is more favorable than Oklahoma City's)) and (Dallas's pick is more favorable than Washington's or (Oklahoma City's pick is more favorable than Washington's and (this pick is less favorable than Dallas's or Oklahoma City's pick is more favorable than Dallas's or (Oklahoma City's pick is more favorable than Dallas's and Washington's pick is more favorable than Dallas's)) and (Oklahoma City's pick is more favorable than Washington's or ((this pick is more favorable than Dallas's or this pick is more favorable than Washington's) and (this pick is more favorable than Washington's or Dallas's pick is more favorable than Washington's) and Oklahoma City's pick is more favorable than Washington's and (this pick is less favorable than Dallas's or Dallas's pick is more favorable than Washington's))) and (this pick is more favorable than Dallas's or this pick is less favorable than Oklahoma City's or (this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) and ((Oklahoma City's pick is more favorable than Dallas's and this pick is less favorable than Oklahoma City's) or Oklahoma City's pick is more favorable than Washington's or (this pick is less favorable than Dallas's and this pick is less favorable than Oklahoma City's) or (this pick is more favorable than Dallas's and Oklahoma City's pick is more favorable than Dallas's))) or (Dallas's pick is more favorable than Washington's and this pick is more favorable than Dallas's and (Dallas's pick is more favorable than Oklahoma City's or Dallas's pick is more favorable than Washington's)) or (this pick is less favorable than Dallas's and (this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and this pick is more favorable than Washington's) or ((this pick is more favorable than Dallas's or this pick is more favorable than Washington's) and (this pick is more favorable than Washington's or Dallas's pick is more favorable than Washington's) and Oklahoma City's pick is more favorable than Washington's and (this pick is less favorable than Dallas's or Dallas's pick is more favorable than Washington's)))) and (Dallas's pick is more favorable than Oklahoma City's or Dallas's pick is more favorable than Washington's)))) | 14.4% |
|
| Indiana | Boston's 2023 first rounder isn't conveyed to Indiana and (this pick is more favorable than Dallas's or this pick is more favorable than Oklahoma City's or this pick is more favorable than Washington's) and (((((this pick is more favorable than Houston's and Dallas's pick is more favorable than Houston's) or Houston's 2023 second rounder is top-32) or this pick is more favorable than Dallas's) and this pick is more favorable than Dallas's) or (this pick is less favorable than Dallas's and this pick is less favorable than Oklahoma City's and this pick is less favorable than Washington's)) | 0.0% |
| Position | Likelihood | To |
|---|---|---|
| #31 - #40 | 0.1% | Oklahoma City |
| #41 - #50 | 89.8% | Charlotte (67.4%) Oklahoma City (16.6%) Denver (16.0%) |
| #51 - #60 | 10.1% | Charlotte |
