This deals with honeycombs with hexagonal symmetric verfs. These are the "knockoff ridditdih regiments", which itself which is a "knockoff rissidtixhi regiment". This is therefore a "knockoff knockoff rissidtixhi regiment". There are several honeycombs here in 4 regiments, with one regiment with 49 honeycombs, a fissary, and 3 compounds, and the rest have 9 honeycombs, a fissary, and a compound.
This regiment has thonnic symmetry.
These correspond to the main nine of the rissidtixhi regiment.
147. Rath - (RATH) rectified thon. It has trats and octs.
148. Ridthah - (RID thah) rectified dithah. It has ditathas, tazts, and octs.
149. Ridditha - (RID dith ah) retroditrigonary hexat-azat. It has ditathas and srotazts.
150. Dittitda - (Dit TIT dah) ditrigonary tet-disazat. It has octs, srotazts, and tazts.
These correspond to the sixteen trapezics of the rissidtixhi regiment.
151. Sidtha - (SID thah) small ditrigonary hexat-azat. It has trats and srotazts.
152. Sidtitta - (sid TIT ah) small ditrigonary tet-azat. It has octs and srotazts.
153. Gidtha - (GID thah) great ditrigonary hexat-azat. It has trats and tazazts.
154. Dithida - (DITH id ah) ditrigonary hexat-disazat. It has ditathas, tazts (oriented other way), and tazazts.
155. Gidtitta - (gid TIT ah) ditrigonary hexat-disazat. It has octs and tazazts.
156. Dittitita - (DIT it tit ah) ditrigonary tet-trisazat. It has octs, srotazts, tazts, and tazazts.
157. Dititada - (dit IT ad ah) ditrigonary tet-azat-disazat. It has octs, tazts, tazts (oriented other way), and tazazts.
158. Dittita - (dit IT ah) ditrigonary trisazat. It has srotazts, tazts, and tazazts.
159. Dittada - (dit AD ah) ditrigonary azat-disazat. It has srotazts, tazts (other way), and tazazts.
This is the holey crown of the rath regiment, and is also noble.
160. Todta - (TOD tah) toroidoditrigonary azat. It has razts.
These are wild and have razts.
161. Ditaha - (dit AH ha) ditrigonary azat-hexat-azat. It has trats, tazts (other way), and razts.
162. Dithadda - (dith AD ah) ditrigonary hexat-disazat. It has trats, srotazts, and razts.
163. Ditatta - (dit TAT ah) ditrigonary azat-tet-azat. It has octs, tazts (other way), and razts.
164. Dititidda - (dit it TID ah) ditrigonary tet-disazat. It has octs, srotazts, and razts.
These are wild and don't have razts.
165. Dithtidda - (dith TID ah) ditrigonary hexat-tet-disazat. It has trats, tazts, octs, and srotazts.
166. Dithitta - (dith IT ah) ditrigonary hexat-tet-azat. It has ditathas, octs, and srotazts.
These have razts, tazts (other way), and tazazts.
167. Ditattah - (dit TAT ah) ditrigonary trisazat-hexat. It has trats, razts, tazts (other way), and tazazts.
168. Dittiteta - (DIT ih TET ah) ditrigonary tet-tetrakisazat. It has octs, tazts, razts, tazts (other way), and tazazts.
These are analogous to the windowed twelve of rissidtixhi.
169. Dithititta - (DITH it TIT ah) ditrigonary hexat-tet-trisazat. It has trats, tazts, octs, tazazts, and razts.
170. Ditathatta - (dit tath AT ah) ditrigonary tet-hexat-trisazat. It has ditathas, tazts, octs, tazts (other way), and razts.
171. Dithatatta - (dith at TAT ah) ditrigonary hexat-azat-tet-azat. It has ditathas, octs, tazazts, and razts.
172. Ditadittah - (dit TAD dit ah) ditrigonary tet-disazat-hexat. It has ditathas, octs, tazts (other way), and razts.
This is an analog of the oho crowns.
173. Toditha - (TO dith ah) toroidoditrigonary hexat-azat. It has thas and razts.
These are analogs of the puckered three.
174. Ditdiha - (DIT dih hah) ditrigonary dishexat-azat. It has trats, thas, and tazts (other way).
175. Gidtidha - (GID tid hah) great ditrigonary dishexat-azat. It has ditathas, thas, and srotazts.
These are analogs of the oho bunch, with thas instead of ohoes.
176. Sidtidhidda - (SID tid hid dah) small ditrigonary dishexat-disazat. It has trats, srotazts, tazazts, and thas.
177. Gidtidhidda - (GID tid hid dah) great ditrigonary dishexat-disazat. It has ditathas, tazts (other way), tazazts, and thas.
178. Dittidhidda - (DIT tid hid dah) ditrigonary dishexat-disazat. It has ditathas, tazts (other way), srotazts, and thas.
179. Dithatta - (dith THAT ah) ditrigonary hexat-trisazat. It has tazts (other way), tazazts, srotazts, and thas.
These are analogs of the six omnics.
180. Ditpha - (DIT fa) ditrigonary prismatohazat. It has hips and thazats.
181. Todtiph - (TOD tiff) toroidoditrigonary prismatohexat. It has hips and thats.
This has compounds of three hexats (fexat) and hohas as cells.
182. Dithiha - (DITH ih hah) ditrigonary hexat-hexat-azat. It has hexats, hohas, and razts.
These also have compounds of three hexats (fexat) and hohas as cells, and are additionally wild.
183. Sidthihatta - (SID thih HAT ah) small ditrigonary hexat-hexat-tet-azat. It has hexats, octs, hohas, and tazts (other way).
184. Sidthah tidda - (SID thah TID ah) small ditrigonary hexat-hexat-tet-disazat. It has hexats, octs, hohas, tazts, and tazts (other way).
185. Gidthihatta - (GID thih HAT ah) great ditrigonary hexat-hexat-tet-azat. It has hexats, octs, hohas, and srotazts.
186. Gidthah Tidda - (GID thah TID ah) great ditrigonary hexat-hexat-tet-disazat. It has hexats, octs, hohas, tazts, and srotazts.
187. Sidthah Titta - (SID thah TIT ah) small ditrigonary hexat-hexat-tet-trisazat. It has hexats, tazts, octs, hohas, tazazts, and srotazts.
188. Gidthah Titta - (GID thah TIT ah) great ditrigonary hexat-hexat-tet-trisazat. It has hexats, tazts, octs, hohas, tazts (other way), and srotazts.
These have hohas and hips.
189. Sidtidhippa - (SID tid HIP ah) small ditrigonary dishexat-primsatoazat. It has trats, tazts (other way), hips, and hohas.
190. Sidtithappa - (SID tid HIP ah) small ditrigonary tet-hexat-primsatoazat. It has octs, tazts (other way), hips, and hohas.
These also have hohas and hips.
191. Gidtidhippa - (GID tid HIP ah) great ditrigonary dishexat-primsatoazat. It has ditathas, tazazts, hips, and hohas.
192. Gidtithappa - (GID tid HIP ah) great ditrigonary tet-hexat-primsatoazat. It has octs, tazazts, hips, and hohas.
what do these names even anymore mean i have no idea
193. Dittitdihappa - (DIT it dih HAP ah) ditrigonary tet-dishexat-primsatoazat. It has ditathas, octs, srotazts, hips, and hohas.
194. Sidtitdhipda - (SID tit dih HIP dah) small ditrigonary tet-dishexat-primsatodisazat. It has trats, octs, tazts, srotazts, hips, and hohas.
195. Gidtitdhipda - (GID tit dih HIP dah) great ditrigonary tet-dishexat-primsatodisazat. It has ditathas, octs, tazts, tazts (other way), hips, and hohas.
These are compounds of the ritrah or spiddihexah regiment.
F. Dittiph - (DIT iff) ditrigonary prismatohexat. It has hips and hexats.
C. Rehoh - (REE hoh) rectified hexatary hexat. It has thats and hexats.
C. Firhoh - (FIR hoh) facetorectified hexatary hexat. It has hexats and thazats.
C. Hehaz - (heh HAZ) hexat-hazat. It has thats and thazats.
This regiment has hachonnic symmetry.
196. Rihach - (ri HACH) rectified hachon. It has trats and coes.
197. Riddichassa - (rid dit CHASS ah) rectified ditchissah. It has ditathas, tezts, and coes.
198. Ridthassa - (rid THASS ah) retroditrigonary hexat-squazat. It has ditathas and srotezts.
199. Ditticdissa - (dit ic DISS ah) ditrigonary cube-dissquazat. It has coes, srotezts, and tezts.
200. Dithessa - (di THESS ah) ditrigonary hexat-squazat. It has trats and srotezts.
201. Ditcissa - (dit SISS ah) ditrigonary cube-squazat. It has coes and srotezts.
202. Dithcidissa - (dith si DISS ah) ditrigonary hexat-cube-dissquazat. It has trats, tezts, coes, and srotezts.
203. Dithicassa - (dith ih KASS ah) ditrigonary hexat-cube-squazat. It has ditathas, coes, and srotezts.
204. Todithish - (to DITH ish) toroidoditrigonary hisquat-hexat. It has hexats and tehats.
C. Dithah - (DITH ah) ditrigonary hexat-hexat. It has two types of hexats.
C. Rehash - (RE hash) rectified hexatary shexat. It has tehats and hexats.
This regiment has hedhonnic symmetry.
205. Rihed - (ri HED) rectified hedhon. It has trats and ids.
206. Riddit Dohpa - (rid dit DOE pah) rectified ditdohpa. It has ditathas, pazts, and ids.
207. Ridthappa - (rid THAP ah) retroditrigonary hexat-pazat. It has ditathas and sropazts.
208. Dittid Dippa - (DIT id DIT pah) ditrigonary doe-dispazat. It has ids, sropazts, and pazts.
209. Ditheppa - (DITH ep ah) ditrigonary hexat-pazat. It has trats and sropazts.
210. Ditdippa - (dit DIP ah) ditrigonary doe-pazat. It has ids and sropazts.
211. Dithid Dippa - (dith id DIP ah) ditrigonary hexat-doe-dispazat. It has trats, pazts, ids, and sropazts.
212. Dithiddipa - (dith idd IP ah) ditrigonary hexat-doe-pazat. It has ditathas, ids, and sropazts.
213. Todithiph - (to DITH iff) toroidoditrigonary hipat-hexat. It has hexats and phats.
C. Dithedh - (DITH ed) ditrigonary hidecat-hexat. It has hexats and thidecats.
C. Rehohap - (RE hoh hap) rectified hexatary hipat. It has phats and hexats.
This regiment has hihexahic symmetry.
214. Rihihexah - (RI hi hex ah) rectified hedhon. It has trats and thats.
215. Ridthihiha - (rid THI hi ha) rectified dithehihah. It has ditathas, hazts, and thats.
216. Ridthaha - (rid THAH hah) retroditrigonary hexat-hazat. It has ditathas and srohazts.
217. Dithaddiha - (DIT id DIT pah) ditrigonary doe-dispazat. It has ids, sropazts, and pazts.
218. Sidtheha - (sid THEH ha) small ditrigonary hexat-hazat. It has trats and srohazts.
219. Gidtheha - (gid THEH ha) great ditrigonary hexat-hazat. It has thats and srohazts.
220. Dith Hidha - (dith HID hah) ditrigonary hexat-hexat-dishazat. It has trats, hazts, thats, and srohazts.
221. Dithahiha - (dith AH ih hah) ditrigonary hexat-hexat-hazat. It has ditathas, thats, and srohazts.
222. Todithihath - (to DITH hih hath) toroidoditrigonary hihexat-hexat. It has hexats and shexats.
C. Dithazah - (dith AZ ah) ditrigonary hazat-hexat. It has hexats and thazats.
C. Rehohah - (RE hoh hah) rectified hexatary hihexat. It has shexats and hexats.