((down TTo) SSeeds AAnd SStems ((again) |
| down o) eeds nd tems again) |
| d(own oT) eSeds nAd tSems a(gain) |
| (ddown fo) zeeds znd ztems (aagain) |
| (own fTo) zSeeds zAnd zStems (gain) |
|
(odwn Tfo) Szeeds Aznd Sztems (gaain) |
| (xown 5o) weeds qnd wtems (zgain) |
| (xdown 5To) wSeeds qAnd wStems (zagain) |
| (dxown T5o) Sweeds Aqnd Swtems (azgain) |
| (eown ho) deeds snd dtems (qgain) |
|
(edown hTo) dSeeds sAnd dStems (qagain) |
| (deown Tho) Sdeeds Asnd Sdtems (aqgain) |
| (fown yo) eeeds wnd etems (sgain) |
| (fdown yTo) eSeeds wAnd eStems (sagain) |
| (dfown Tyo) Seeeds Awnd Setems (asgain) |
|
(rown 6o) xeeds xnd xtems (wgain) |
| (rdown 6To) xSeeds xAnd xStems (wagain) |
| (drown T6o) Sxeeds Axnd Sxtems (awgain) |
| (cown go) aeeds Annd atems (xgain) |
| (cdown gTo) aSeeds Ad aStems (xagain) |
|
(dcown Tgo) Saeeds Adn Satems (axgain) |
| (sown ro) Amd Sttems (aggain) |
| (sdown rTo) Seds Amnd Sems (aain) |
| (dsown Tro) Seeds Anmd Setms (aagin) |
| (doown Too) Sseds Ahd Sfems (ahain) |
|
(dwn T) Sseeds Ahnd Sftems (ahgain) |
| (dwon T)o Seseds Anhd Stfems (aghain) |
| (dkwn Tk) S3eds Ajd S5ems (ayain) |
| (dkown Tko) S3eeds Ajnd S5tems (aygain) |
| (dokwn Tok) Se3eds Anjd St5ems (agyain) |
|
(d9wn T9) Sfeds Abd Shems (abain) |
| (d9own T9o) Sfeeds Abnd Shtems (abgain) |
| (do9wn To9) Sefeds Anbd Sthems (agbain) |
| (d0wn T0) Sreds Andd Syems (avain) |
| (d0own T0o) Sreeds An Sytems (avgain) |
|
(do0wn To0) Sereds And Styems (agvain) |
| (dlwn Tl) S4eds Anx S6ems (afain) |
| (dlown Tlo) S4eeds Anxd S6tems (afgain) |
| (dolwn Tol) Se4eds Andx St6ems (agfain) |
| (diwn Ti) Sdeds Ane Sgems (atain) |
|
(diown Tio) Aned Sgtems (atgain) |
| (doiwn Toi) Sededs Ande Stgems (agtain) |
| (dowwn To)) Sweds Anf Srems (agaain) |
| (don To Anfd Srtems (agin) |
| (donw To) Seweds Andf Strems (agian) |
|
(doan Anr Steems (agzin) |
| (doawn Anrd Stms (agzain) |
| (dowan Sedes Andr Stmes (agazin) |
| (do3n Sesds Anc Stsms (agqin) |
| (do3wn Ancd Stsems (agqain) |
|
(dow3n Seesds Andc Stesms (agaqin) |
|