On the Subject of Polyhedral Mazes

What’s a pentecostal hexadecimal contradiction?

Identify the polyhedron[1] on the module and find its corresponding net[2] below.

The number in the bottom-left of the module shows the current face on the polyhedron. The number in the bottom-right shows the destination face that must be reached to defuse the module.

Navigate to the destination face without crossing any of the thick lines. These are not visible on the module. The letters and the curved lines indicate faces that are connected even though they are not adjacent in the net.

4-Truncated Deltoidal Icositetrahedron02308265341381224673594313281314322040192910113925161527182241233637BB3321DDAACC17ChamferedDodecahedron0234826381301224673995428143620321011331132718292535402319223321DD171615AA41BB37CCChamfered Icosahedron02030193242121846133822402123479316113110CC431528277363733529624488445261741143525DD39441AA49EE342BB
Deltoidal Hexecontahedron052511453501135459385827553926285635258165729249153617DD723203722321452434649464442105484041114718EE33323112AA19BB3034CCDisdyakis Dodecahedron072316162238254117213937442401820323314719153330248143429432535284426CC362711451012469DD13AABBJoined SnubCube (laevo)0323213148305398245820101126442334212856423335222752291950124349AA5741716251838135445740373655CCFF141546414759DD6GG395EE51BBJoined Rhombicuboctahedron026362519241116102881793329273241183447340376239471443013384320314214BB232115224612EEAA4535CCDD5FFPentagonal Hexecontahedron (laevo)0152425132425265043292755544423422085937402210219582873841455576131146491556145312BB4732481631DD3319CC3418301736EE3539AACanonicalRectifiedSnub Cube(laevo)0244630116173854345059522811821234326424858295135109CC192055394737613BBGG1823125DD53674941221460HH332757151345365JJ405612EE32II44AA4FF
Orthokis Propello Cube083217635334401020453435434411192618469174131124721282227361630151421329BB392442383723AA25PentakisDodecahedron010111522125153263315027145425244552813382923204359563937214244585735722411630366846403234175474533189CC15AA491948DDBBRectifiedRhombicuboctahedron0224630383233231348164018549394138171144242128174526DD252029262719AA15431042143634FF4GG123537BB31CC479EETriakis Icosahedron023816364887143750494256122618304413251943BB162431222027151721542941452359463951575405352105834DDCC323311359EE34554728AARhombicosidodecahedron0124032164544250521058203614222833252464425646985926183441303123382111605351574755539273515AA37132948496145431177DD19EE3BBCC