User:Tewdar/Sandbox

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Hic incipit oꝛdinalɘ dɘ ỽita Ϭc͡ti mɘꝛɘadoci Ɛp͡i ɘt cȏfɘſſoꝛꝭ ჻
Patʼ Mɘꝛɘadoci pompabit hic

	🙲	Mɘ yw gylꟃyσ duk bꝛẏtɘn ⁚ ha ſɘuyς a goyς ꝛyɘl ha ꟃ^ꝛ an gwlaſc ᷑ chɘftɘ̇̑ ⁚ nɘſſa ȝɘn mytɘꝛnɘ vhɘỻ	$\begin{matrix} \end{matrix}}$	ky̑g Conanẏ
		ayɘ ly̑nyɘt͡h puꝛwyɼ y thof gwaꝛthɘvyaσ ꟃ^ꝛ gỽylσ ha dof	$\begin{matrix} \end{matrix}}$	doutꝭ ẏ̑ myſk aꝛlyȝy
	α	Vn mab p ᷑wyɼ ȝy̑ y ma ⁚ Mɘꝛiaſɘk y hanow ȝɘ ſcolɘ lɘ̇̑mẏ̑ y ꟃoꝛꝛa ⁚ mɘ a vy̑ hɘb falladow dyſky dadʼ may haỻa ⁚ mʼſyỽ ganσ du plygadow y kaꝛſɘn y ɘxaltya ⁚ mayfo ꝑhɘ̑nɘk gwlaſow

Matʼ	α	aꝛlut͡h hɘ̇̑na yv gwꝛyς da ẏ ɘxaltyɘ yꝛɘdẏ ꝑfɘct ɘf a woꝛɘ ɼɘdya gꝛȃmʼ angɘffa dɘffꝛẏ	$\begin{matrix} \end{matrix}}$	y ỽẏɘa tɘk
		ha ꟃoᷣſhypp ꟃoſa hɘlma yv ȝɘ ỽot͡h moσ a lɘ̑ma	$\begin{matrix} \end{matrix}}$	lauʼ ȝy̑ny ov mab wɘk

Mɘꝛia docꝯ	α	a daσ ha mȧ̑ oỽ mɘgyanσ yỽ boσ goꝛꝛyς ȝɘ ȝyſkanσ	$\begin{matrix} \end{matrix}}$	ꝛᵍ attɘ̇̑diɘ ȃ ſcꝛyptuɼ
		gȯt͡hỽoς y̑ wɘth dɘcɘꝛnya ȏma yntɘɼ dꝛok ha da	$\begin{matrix} \end{matrix}}$	yỽ oỽ ɘwnadow pup vɼ

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Patɘɼ	α	Bɘnɘt͡h du ȝyς mɘꝛyaſɘk pup vɼ ty yỽ colonnɘk	$\begin{matrix} \end{matrix}}$	ꝑyς ꝛᵍ dyſky dadʼ
		Mɘſɘgʼ ſcon alɘmma kɘgy ganσ oỽ mab kɘɼɼa\|	$\begin{matrix} \end{matrix}}$	byς y̑ mɘſtʼ a gꝛammʼ

Iꝯ nȗciꝯ	α	aꝛlud ȝɘ ỽot͡h aỽyt͡h gỽꝛyς my a ꟃoꝛ p ᷑wyꝛɘ yn ta pyma an mɘſtɘɼ tꝛygꝭ hag yȝyỽ Maꝛthyς dɘnſa	$\begin{matrix} \end{matrix}}$	Ϭuɼ woꝛth flɘhyσ
		Mɘꝛẏaſɘk pȃvẏ̑nog͡h ꟃhy an foꝛt͡h dallɘt͡h ẏꝛɘdy	$\begin{matrix} \end{matrix}}$	ny a vy̑ ha puɼ vſkyσ

Mɘꝛɘa docꝯ	α	a daσ ha mam kɘkɘfɼyσ pɘſɘf agꝭ bannothow maẏ̑ bɘna thɘ ꟃɘỻ gꝛayς bɘnyȝa yn ov dyȝyow	$\begin{matrix} \end{matrix}}$	dɘſky dadɘɼ
		Rag agꝭ bɘnnɘt͡h ꟃhẏ yỽ moy tɼɘaſuɼ ȝẏ̑mo vy	$\begin{matrix} \end{matrix}}$	ɘς pyth an byſma nɘbvɼ

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Patɘɼ	α	Oỽ mab ꟃɘk ȝyς bɘnnɘt͡h du ham bɘnnɘt͡h vy bɘnyȝa nyfyllɘt͡h hɘdɼɘ ỽɘn bɘỽ at͡h poꝛpoς gɘnɘ nɘffꝛa	$\begin{matrix} \end{matrix}}$	lɘ̑mɘ̑ ſquyɘɼ
		kɘȝɘgẏ ganσ ov map dẏ ha gỽɘyt͡h ꟃ^ꝛnotho dɘfꝛẏ Ɛna ty a yl dyſkẏ	$\begin{matrix} \end{matrix}}$	maꝛtɘgɘ ̑ thɘ ỽꝛyσ m ᷑ dadʼ

Matʼ	α	Ov map bɘnnɘt͡h vaꝛya dyς ham bɘnnat͡h vy nɘffꝛa thɘt͡h ganoỽ mȧ̑naf ȧ̑ma ɘwnɘ yv ȝẏ̑ ȝɘt͡h lɘuf kaꝛa	$\begin{matrix} \end{matrix}}$	mɘꝛyaſɘk wɘk
		my a dꝛyſt yn du a ỽan̑ pan ỽɘn nẏ ſuɼ cot͡h ha gwan	$\begin{matrix} \end{matrix}}$	gvꝛɘth agȧ̑ Rɘỽlys tɘk

aꝛmigʼ du̇cꝭ	α	Mɘꝛyaſɘk alɘ̇̑ma duɘ̇̑ gɘɼvyt͡h a ſ˰^cɼyfɘ pluvɘƞ	$\begin{matrix} \end{matrix}}$	ꟃhat͡h mɘ ny won ȝɘ ɼɘdya
		nag aſwɘn oỽ lɘȝɘꝛow mɘ a byς du kaꝛadow	$\begin{matrix} \end{matrix}}$	ꝛoy ȝy ̑ny ynta ſpɘdya

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Hic magiſtʼ pompabit
Magiſtʼ	α	My yv mayſtʼ a gᵃmɘɼ gỽꝛyς yn bonilappɘɼ	$\begin{matrix} \end{matrix}}$	Vniuʼſitɘ byɘ̇̑
		my a ꟃoꝛɘ m ᷑ yn dyỽyn pȧ̑vɘ luɘ̇̑ ov ȝoɼ a ꟃyn	$\begin{matrix} \end{matrix}}$	ny gaꝛa coỽσ mɘς latɘn

Iꝯ nȗciꝯ	α	Hono ᷑ ȝyv˰ᵍh maſtʼ woꝛthy⁚ ha bɘnytha m ᷑ ɼɘuɘꝛɘnσ duk conan puɼ yɼɘdy yỽab ɼag cawaσ dyſkȃσ	$\begin{matrix} \end{matrix}}$	Ϭuɼ dȃvɘnyσ
		atɘva ȝyug͡h doctoɼ ꟃɘk dyſkoỽg͡h ɘf yn manʼ dɘk	$\begin{matrix} \end{matrix}}$	ha wẏ avyt͡h ɼɘꟃaꝛdɘyσ

Magiſtʼ	α	Mɘſſɘgʼ naȝoỽt an caσ my an dyſk naỽo ẏ̑ gỽlaσ	$\begin{matrix} \end{matrix}}$	gᵃmaꝛiȯ̑ ỽ^t ay ꝑoỽ
		dɘvg͡h ſɘȝoỽg mɘꝛɘaſɘk yn myſkɘ an flɘhyς p ᷑dɘk	$\begin{matrix} \end{matrix}}$	ha mɘꝛoỽg͡h agꝭ lɘffꝛoỽ
		pɘdyt͡h munyς kɘwſoỽg͡h wy lɘt vy^ɘt͡h ˰^oꝛt͡h ot agꝭ dyſkẏ	$\begin{matrix} \end{matrix}}$	ha m ᷑ ny̑ſyỽ an gobꝛoỽ

iꝯ ſcolaɼ	α	du gỽɘꝛaσ a. b. c an pɘn cȧ̑ hɘ̇̑na yv d	$\begin{matrix} \end{matrix}}$	ny won na moy y̑ liuʼ
		ny ỽɘf ẏ̑ ſcolɘ ꝛȗ lɘỽtɘ ⁚ byς y̑ nɘwɘɼ g^ꝛȝɘwaɼ ȝu̇̑ gothvaς woſa lyfyɘ ⁚ mɘ a ȝyſk moy oỽ mɘſtʼ

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ijꝯ ſcolaɼ	α	Ɛſt hɘ̑na yỽ Ɛſt pȃdꝛyỽ nɘſſa ny ꟃon fɘſt	$\begin{matrix} \end{matrix}}$	m ᷑ naꝛɘỽg͡h oỽ cꝛȏkyɘ
		Rag my ny vɘ̇ȝaf thɘ ꟃɘỻ Vnwyt͡h a caffɘn hanſɘl̶l̶	$\begin{matrix} \end{matrix}}$	mɘ a ɼuſſa amɘ̑diɘ

Magiſtʼ	α	dyſkɘ moy ganσ ȝɘ cowɘȝa panỽy̑nog͡h ɘug͡h ȝɘ lyỽya	$\begin{matrix} \end{matrix}}$	mɘꝛyaſɘk ꟃɘk ɘug͡h ganſa
		ꝛg ꟃẏ yỽ tɘndɘɼ yn oyσ ha flɘhyσ yonk agaɼ boyσ	$\begin{matrix} \end{matrix}}$	hȧ̑ bɘỽnanσ vy yỽ hɘnna

Mɘꝛia docꝯ	α	Mɘ a lɘvɘɼ ȝyỽg͡h mɘſtʼ ha navɘwy dyſplɘſyς hɘȝyỽ ςuɼ yv dugỽɘnɘɼ da yỽ ſɘỽɘỻ ꟃoꝛt͡h ỽn pⁱς	$\begin{matrix} \end{matrix}}$	ha p͛dɘꝛy ȧ̑ ɘna
		Rag kɘꝛɘ̇̑ſa ȧ̑ paſſyon̑ a poꝛthɘς Jh͡u ɼagan	$\begin{matrix} \end{matrix}}$	pynyς hyȝyỽ yfȧ̑na ha pub gỽɘnʼ
		aỽo ſuɼ dɼyς anỽlyȝan gul pɘyadoỽ my a ỽyn	$\begin{matrix} \end{matrix}}$	kẏ̑ς ɘỽa na ȝy̑bbꝛy mɘỽɼ
		ȝɘ̇̑ chappɘỻ mɘ a ỽyn mo˰ⁱσ ȝɘ cⁱſt a ſcolyaσ y ꟃoyσ	$\begin{matrix} \end{matrix}}$	ȝɘ vȝyỻ oỽ pɘiadow
		ha ȝɘ ỽaꝛyɘ y ỽam ky̑σ ɘva na dybbꝛy tam	$\begin{matrix} \end{matrix}}$	hɘlma yỽ oỽ ỽſadow

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Magiſtʼ	α	oỽ map gỽꝛa ȝɘ Vlonogɘt͡h tɘỽlyσ oς ȝɘ ςanσolɘt͡h	$\begin{matrix} \end{matrix}}$	Mɘꝛiaſɘk gȏgỽyɼ lɘmmyn
		kɘ ha duσ pȃỽy plɘſyɘς mynς may hyllɘn ſuɼ ɘſyɘς	$\begin{matrix} \end{matrix}}$	ty a ỽyt͡h yn pup tɘꝛmẏn

		dɘſcɘndat ſolꝯ ad capɘl[...]
Mɘꝛɘado cꝯ in capɘlla	α	Ih͡u aꝛlud nɘf han byσ ȝyς yꝛaf oỽ pɘyadow Jɘſu aꝛlud my ad pyσ oꝛt͡h tɘmtacyon dɘꟃolow Jɘſu cⁱſt gvyt͡h vy puppɼyσ lɘl ȝɘt͡h ẜuyɘ om dyȝyow Jh͡u ov coꝛfɘ ham ſpyꝛyς ol ov nɘꝛt͡h ham cowgɘgyow	$\begin{matrix} \end{matrix}}$	ꝛof ȝɘt͡h goꝛthyɘ
		hag at͡h pɘyς vỽɘl ha clo ᷑ɼ nɘfɼa na vɘna yn noɼ	$\begin{matrix} \end{matrix}}$	t^ɘlyɘς ȝɘ luſt an byſmɘ
	α	Maꝛya myȝtɘꝛnaσ nɘf a ỽagaσ cⁱſt ganς ȝɘ lɘt͡h maꝛia dɼɘfa ȝɘ luɘf ȝɘ̑ mab a ſkyɘntolɘth Maꝛya ꟃhɘk pɘyς gɘnɘf byt͡h nȧ̑gɘffa an Jovl kɘth	$\begin{matrix} \end{matrix}}$	waꝛnaf powɘɼ

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		nan bɘyς oỽ ɘſcaꝛɘ aꝛaỻ ham kykɘ yv ɘſcaɼ tɘbaỻ	$\begin{matrix} \end{matrix}}$	p ᷑ yſɘl mɘ an tɘmpɘɼ
		ganς golyaσ ha ganς pynyς mɘ a gaꝛſa ⁚ cⁱſt ȝɘ plɘſya a nɘwᵗ hag a hɘnyς

		ɘt t^unc̑ ad magiſ
		hic pȯ̑pabit Rɘx conanꝯ
Rɘx conanꝯ	α	Gɘlwyς yȝof conanꝯ ⁚ mytʼn ẏ̑ bꝛẏtȏ vyan hȃ gỽlaſcoɼ puɼ yꝛɘdy ⁚ mɘ abɘv ol yn tyan dɘɼ avyσ ov aꝛlyȝy ⁚ monɘς yfȧ̑naf lɘ̇̑mẏ̑ Ꞇhɘ duk pɘ̇̑ an chɘvalɼy ⁚ nɘſſɘ ȝẏ̑mo yn cɘꝛtȧ̑
		ꝑ dɘl yỽ ɘf
		yma maꝛẏag galoſɘk cowſyς ȝẏ̑ ꝛag mʼyaſɘk miꝛg͡h ȝɘ vyghtɘꝛn galloſɘk	$\begin{matrix} \end{matrix}}$	ny̑ſɘς bꝛaſſa yn dȃ nɘf

p̀mꝯ du̇̑ς	α	Maꝛyaſɘk yỽ flog͡h fuꝛ coꝛtꝭ hag ỽỽɘl yn ſuɼ	$\begin{matrix} \end{matrix}}$	dɼyς oỻ flɘhyς an powma
		my a lɘvɘɼ aꝛlud flo ᷑ ytɘꝛfɘnſa myꝛgh ɘmꝑo ᷑	$\begin{matrix} \end{matrix}}$	ȝy paꝛ kɘfꝭ m^ꝛa pɘya

ijꝯ dȗς Rɘgꝭ	α	Mɘꝛiaſɘk yỽ kɘꝛyσ anotha y ma notyɘς	$\begin{matrix} \end{matrix}}$	m ᷑ a ȝaddʼ y̑ poỽma

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		Mɘ a lɘuʼ ȝyỽg͡h hɘb flowσ ay cowt ny clowyσ cowσ	$\begin{matrix} \end{matrix}}$	moy gᵃcyꝯ flog͡h yn byſma	fi

Mɘꝛia docꝯ	α	Mɘ agꝭ pɘſſɘ mɘſtʼ ⁚ mᵃɼa pɘwy ſuɼ plɘſijς monɘσ ȝɘ dɼɘ h^bawɘɼ ⁚ ȝɘ vyꝛaσ oỽ ȝaς vſkyς	$\begin{matrix} \end{matrix}}$	haỽ mȃ kɘfꝛy[...]
		bɘdnɘt͡h ȝyỽg͡h ȧ̑ ỽɘſtꝛigẏ mɘ a ẏl lo ᷑ y byſy	$\begin{matrix} \end{matrix}}$	gɘnoỽg͡h tɘk yȝof dyſkyς
Magiſtʼ	α	Bannɘt͡h c̀ſt ȝyσ mɘꝛiaſɘk hȧ̑ bɘ̇̑nɘt͡h puɼ colonnɘk	$\begin{matrix} \end{matrix}}$	luɘ̇̑ oς a ỽɘnɘgyctɘɼ
		yn oỽ ſcolɘ ny ỽɘ bythquɘt͡h ȝyſo gy puɼwyꝛɘ cowyt͡h	$\begin{matrix} \end{matrix}}$	yn diſcanσ nag yn dadɘɼ

		dɘſcɘndit cȗ aꝛmigɘꝛo & ɼɘdıt ad patꝛɘ̑
Mɘꝛɘa docꝯ	α	lowɘna ȝȗ taσ ꟃoꝛthy⁚ ha ꝛɘuɘꝛɘnσ byσ bynyȝa lowɘna ȝu̇̑ mam dɘfꝛẏ ɘno ᷑ ha dadɘɼ nɘffꝛa	$\begin{matrix} \end{matrix}}$	pɘſɘf agyς lɘu̇̑ vannɘth
		lɘ̇̑myn gᵃcɘ an ſpyꝛyſſanσ Rɘꟃolowayς oỽ ſkyanσ yma ȝy̑ ꝑfɘct dyſkanσ	$\begin{matrix} \end{matrix}}$	gᵃc thɘ cⁱſt pɘn an ɘlɘt͡h

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Pꝛ̑	α	Mɘꝛyaſɘk ꟃɘlcu̇̑ yn tɼɘ⁚ hȧ̑ luɘ̑ vannɘt͡h ẏ ꝛof ȝyσ Maꝛ kyſſyσ ynta ſpɘdiɘ mɘ yỽ ſuɼ ȝɘ ꟃɘỻ plɘſijς	$\begin{matrix} \end{matrix}}$	an kɘt͡h tᵃna
		maꝛꝛogyon ꝑuſug͡h ꟃẏ hanɘt͡h omma ẏꝛɘdy	$\begin{matrix} \end{matrix}}$	mytɘɼn connȧ̑ ſuꝛ athua
mꝛ̑	α	Mɘꝛiaſɘk bɘdnɘt͡h ciſt ȝyς ha bɘdnɘt͡h ȝɘ vam nɘffꝛa gvyf oς thɘ voσ ꟃɘlcu̇̑myσ hag ɘnoꝛꝭ ganσ hɘnna	$\begin{matrix} \end{matrix}}$	ɼag ȝɘ ȝaddʼ
		a hanaσ vσ ȝẏ̑ cowſyς du a ſota m ᷑ɼ pɼɘſijς	$\begin{matrix} \end{matrix}}$	dɼɘσ ol bɼɘton ⁚ hɘb a wɘɼ
conȃni nꝯ Rɘx ad ducɘ̇̑	α	Rɘuɘꝛɘnσ ȝyvg ẜ duk ꟃoꝛthẏ ꝑ dɘl ovg͡h coꝛf a galloyς mɘ ɼɘdɘt͡h ȯ̑ma dɘfꝛẏ dɼɘfɘn agɘn boσ vnwoyς	$\begin{matrix} \end{matrix}}$	ȝɘ kɘſtalkyɘ
		lowɘna ȝyvg͡h a˰^ꝛlothɘς ha ȝɘ̇̑ map kɘɼ vσ gɘnɘς	$\begin{matrix} \end{matrix}}$	mʼyaſɘk oỽ goyς nɘſſɘ

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patʼ Mɘꝛɘad	α	wolcȗ ogh oỽ lychɘ woꝛȝẏ wolcu̇̑ ogh ȯ̑ma dɘffꝛẏ	$\begin{matrix} \end{matrix}}$	ꟃy h^g ol agꝭ pobɘỻ
		ȝɘ lowɘnna ꝛ^g blythan mɘ aỽyt͡h yn puꝛ cɘꝛtȃ	$\begin{matrix} \end{matrix}}$	agꝭ gỽɘlaσ om caſtɘỻ
Matʼ Mɘɼ	α	wɘlcu̇̑ og͡h agȧ̑ Ϭouɘꝛan yn kɘt͡h plaſſma puɼ cɘꝛtȧ̑	$\begin{matrix} \end{matrix}}$	plɘſijς onɘ agꝭ gwlɘlaσ
		wɘlcȗ˰^mama dɘn bɘnaꝛẏ nɘfꝛɘ nyȝuɘ yn ov chẏ	$\begin{matrix} \end{matrix}}$	kẏ̑tɘffov ȝaσ am dɘnɘς
Mɘꝛɘado cꝯ	α	wɘlcu̇̑ ȏma lych Ryỻ dɘl og͡h pɘn ha pͥncypaỻ	$\begin{matrix} \end{matrix}}$	dɼɘſon ny ol ẏ̑ tyaƞ
		w˰^oꝛthy ꝛ^g cawaσ Rɘuʼɘnσ dɼɘfɘn agꝭ govɘꝛnɘnσ	$\begin{matrix} \end{matrix}}$	Rɘ˰^wlyς on bꝛayς ha byaƞ
Rɘx conanꝯ	α	gꝛamʼcy ȝẏꟃy ꟃ^ꝛbaꝛt͡h my aỽyn kynσ ɘς dybaꝛt͡h	$\begin{matrix} \end{matrix}}$	muvyɘ ȯ̑ma cɘɼtan tꝛa
		Rag dadʼ hag honɘſtɘɼ ȝɘ vaꝛyaſɘk hɘb awɘɼ	$\begin{matrix} \end{matrix}}$	ow goyς nɘſſa
Patʼ Mɘ⁚ dux	α	ny aỽyn puꝛꟃyɼ kɘnſa ⁚ monɘς ꟃ^ꝛb^ꝛth ȝɘ ȝybꝛy du̇̑ yn p˰^alyς ȝɘ ſɘtha ⁚ bᵃσ ha byan pub huny ſpɘ̇̑cʼ yv ꝑẏς pb tɼa ⁚ lauʼ ȝẏ̑ dɘl om kɘɼɼy mayllyn moς ȝɘ lyfẏa ⁚ oỽ lyc͡h gȃσ y aꝛlyȝy
		dɘſcɘ̇̑dȗt ȯ̑ɘς in placʼ

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Pınceꝛ na ducꝭ Bɼita niɘ	α	Puptra oma ẏỽ ꝑẏσ an aɼlẏthẏ deſethẏσ	$\begin{matrix} \end{matrix}}$	Bɘthenς genogh merıaſek
Pınceꝛ na ducꝭ Bɼita niɘ		nẏ a keꝛgh vẏtɘl ın chẏ trȯ̑pẏς cleɼẏonς wethugh wẏ	$\begin{matrix} \end{matrix}}$	lɘmɘ̑ thɘ̑ feſt lowenek
Merıa docꝯ	α	Oỽ arluth lich a ɘſa ȯ̑ma puɼguiɼ an kẏnſa	$\begin{matrix} \end{matrix}}$	haỽ thaẏς theragtho iwɘth
		hammam ger in pen an voẏς Oꝛlẏanς Duk a galloẏς	$\begin{matrix} \end{matrix}}$	ɘſɘthugh oma p ᷑fɘ[...]
		Han aɼlẏthẏ ẏonk ha loẏς ⁚ ɼan a ɼak ɼan a beꝛỽ[...]
Dux Oɼlẏanς	α	Gromʼcẏ mɘɼyaſɘk wɘk agꝭ noꝛtʼ ẏỽ mᵃɼ dɘk	$\begin{matrix} \end{matrix}}$	maẏthogh kɘɼꝭ ga<unclear/>
		hagꝭ maneꝛoỽ a plek kɘfrẏς the letꝛẏς ha lek	$\begin{matrix} \end{matrix}}$	ꝑoỽ thẏugh in bẏς<unclear/>
		hic mimi ludent molod[...]
Meria docꝯ	α	α Ov lich kyng bethugh mɘɼẏ in weth oỻ ˰^an kyff nẏwẏ	$\begin{matrix} \end{matrix}}$	Dukꝭ ȝuɼlẏς maɼogyoƞ

[12]

	₰	Ov thaẏσ haỽ mam am denẏσ omgeꝛſẏogh me agꝭ peyσ	$\begin{matrix} \end{matrix}}$	a luɘ̑ golon

Conanꝯ Rex	α	Gromʼcy meꝛyaſek wek ⁚ maɼ luɘ̑ oyσ a coꝛtɘẏſẏ me ath ɼa dɘ̑ galoſɘk ⁚ tɼɘſt am buσ p ᷑ ɘɼɘdy mɘ a woꝛ pẏ kɘfẏth gɼuɘk ⁚ nɘbẏv mɘɼgh mytʼn woꝛthy ha gɘ̇̑ſy ẏ fɘth tra Dɘk ⁚ manɘɼσ tɼɘfov caſtẏllẏ thɘth tuσ ha dyſo maɼ plɘk ⁚ me a lɘuʼ pẏỽ ɘw hy

[...]eri Dux	α	Gromʼcy agɘn lẏch da m ᷑ graσ ẏ wothɘn nɘfɼa	$\begin{matrix} \end{matrix}}$	thẏwy agꝭ bolnogɘth
		Ꞇhɘ gɼɘffɘ ẏ fẏɘ̑ nẏ yỽoyσ maɼẏẏσ ɘꝛɘdy	$\begin{matrix} \end{matrix}}$	ha moghhɘẏσ agɘ̑ ɼowɘth

[...]ɘꝛ	α	Nẏ yỽ pleſijσ hag aỽyn boẏσ ɼɘvlijσ Drethogh cʼteyn	$\begin{matrix} \end{matrix}}$	ha meriaſɘk kɘkɘfr[...]
		kɘn thɘ ỽlamya yfyɘn why ẏỽ pen agɘ̑ ɘhɘn	$\begin{matrix} \end{matrix}}$	gouʼnʼ licħ a fuɼ ɼaẏſ

[13]

Meriadocus	α	Ov arluth licħ thyugh m ᷑ grayσ ⁚ thym agꝭ bolnogɘth da ha na ỽɘwy dẏſpleſijs ⁚ pɘſeff aragogh ȏma ov aſcuſia
		wy ham tayσ haỽ mam kɘfɼẏσ nẏ ỽanna omɼẏ thɘn beẏσ	$\begin{matrix} \end{matrix}}$	na domethy bɘnytha

Pateꝛ	α	Ꞇav dẏ̑moỽẏ meꝛẏaſek Ꞇy a thȏmɘth oỽ map wɘk	$\begin{matrix} \end{matrix}}$	thɘ nɘb aɼlothɘσ woꝛthẏ
		ha nẏ aỽɘth the cɼɘffa Deꝛ an maɼyach bɘnitha	$\begin{matrix} \end{matrix}}$	hag ol thɘ lẏnnẏɘth dɘf...

Matʼ		Domɘthẏ maɼ nẏ rɘỽa Ꞇuσ aɼa agɘ̑ ſcoꝛnẏa	$\begin{matrix} \end{matrix}}$	mɘɼiaſɘk na goỽσ folnɘth
		wath bẏthquɘth in byſma ſuɼ acontꝭ y fuσ flogh fuɼ	$\begin{matrix} \end{matrix}}$	gỽẏth thɘ hanoỽ da ɼag meth

MɘꝛiaDocꝯ	α	Na goỽſogh geꝛ war anbeẏσ ⁚ bɘnẏtha oỽ domethẏ Ꞇhɘ kɘn foꝛthoỽ ſuɼ oỽ bꝛɘyσ ⁚ ẏma ſẏttꝭ ɘɼɘdẏ

Pꝛ̇̑	α	Pan foꝛthoỽ ẏỽ an ɼɘna ⁚ mɘɼẏaſɘk thẏm lauʼ lɘṁ̑ maɼ mẏnnẏth Dotẏa ⁚ truɘth ỽẏa oỽ map keꝛ

[14]

Meria docꝯ	α	Na ỽanna dre grath iħu ⁚ me a lɘuʼ oỽ thayσ wɘk oỽ bolnogeth purguiɼ ẏỽ ⁚ rag goꝛthia cſti galoſɘk boneσ ſacɼiσ maɼɼɘk du ⁚ an oꝛdeꝛ m ᷑ thym a plɘk bɘnitha hedre ỽɘ̑ bẏỽ ⁚ mɘ a gaɼſɘ lowɘnɘk

Conanꝯ [...]ɘx	α	Pan othɘm vσ thyſogẏ ⁚ a naha ɼowɘth anbeẏσ ha tẏ gɘnẏσ eredẏ ⁚ abaɼth taẏσ ha mam kɘfɼẏσ
		an goẏσ vhɘỻ
		nẏnſyv woꝛſchẏp thɘth ehɘ̑ the cȯ̑ſeẏt in puɼ cʼten	$\begin{matrix} \end{matrix}}$	oỽ ma˰ᵖ p͛deꝛ foꝛthoỽ guɘl
Pater	α	Ɛllaσ oỽ map mɘɼyaſek ⁚ byth quɘth þɘ goɼʼ þɘ ſcole Ꞇy ɼȗ gɼuk ỽy moꝛethek ⁚ a ſkyanσ p͛ſt nynſuσ ole
		tẏ thɘ dɘſkẏ
		Ny aỽɘth ſcoꝛne ol anpoỽ pẏtha an tyɼ han tɼɘỽoỽ uσ thẏnnẏ heb feladoỽ	$\begin{matrix} \end{matrix}}$	maɼ nẏ ỽẏnnẏth domethy

Mɘɼia docꝯ</>	α	a daσ gɼuɘgh c̀ſt agꝭ ɘꝛ ⁚ bo enσ y thɘn goẏσ neſſa Pythellenσ nɘfre nȗ duɘɼ ⁚ ganſe nyỽanna mɘlya

[15]

Conanꝯ Rex	α	Mɘ a greẏσ ſur merẏaſɘk nagote Rɘ ſkẏanſek	$\begin{matrix} \end{matrix}}$	gul eꝛbyn the daẏσ hath ỽam
		nẏ won pendꝛuſſiσ in ſcoỻ a thadɘꝛ bẏth nẏnſuσ oỻ	$\begin{matrix} \end{matrix}}$	oỽ map tẏ the dẏſkẏ tam

Meriado cus	α	Criſt in dɘlma a lɘuʼ ⁚ oỽ ſẏwa neb a ỽynna foꝛſakẏanσ bẏen ha muɘɼ ⁚ tɘꝛẏoỽ trefoỽ an byſma
		y dayσ haẏ ỽam
		y nɘſſɘỽyn hay cothmanσ hag ɘff a gỽaẏn ɼooỽ ¢ bẏσ Bɘnitha anbɘỽ nanσ	$\begin{matrix} \end{matrix}}$	in nɘff awaɼtha hɘb nam waɼlɘɼgh ſɘ̑ luk
		mɘ an kẏff lɘỻ Ꞇhyugh in aweỻ	$\begin{matrix} \end{matrix}}$	ſcɼɘfiσ yỽ kɘꝑ dɘlyn gɼuk

Conanꝯ Rɘx	α	Pẏraga na ylta gẏ ⁚ Domɘthẏ oma in bɘẏσ Del fue l˰ⁱuσ dɘ̑ woꝛthẏ ⁚ ha ganσ ẏ du puɼ gɘɼẏσ	$\begin{matrix} \end{matrix}}$	ɼan ſenσ in neff
		gɘneσ ẏthoff dẏſpleſijσ gul thɘth tꝰ bonɘσ gɘſijσ	$\begin{matrix} \end{matrix}}$	kɘmeɼɘσ duɘ̑ ha gɼɘff
Mɘꝛiado cꝯ	α	Rag kerenſe c̀ſt annɘff ⁚ me aỽẏn agꝭ peſẏ na gemʼre dɘnỽt greff ⁚ na duwɘn am goỽyσ ỽẏ

[16]

Conanꝯ Rex	α	Coẏl oꝛthɘff ỽẏ merẏaſek ⁚ meath deſẏɼ dretekteꝛ bonẏl tẏ a feth edꝛek ⁚ open dẏσ me alɘuʼ	$\begin{matrix} \end{matrix}}$	p͛deꝛ inta
		the daẏσ ha me ny aẏl ſtatya an tyɼ Dyogeẏl maɼ mẏnɘ̑ the dɘ̑ aɼɘyl	$\begin{matrix} \end{matrix}}$	na thefo dꝭ benytha
	α	In ỽꝛ na aỽɘl begẏeꝛ Ꞇy a ỽɘth ſuɼ hɘb aweꝛ	$\begin{matrix} \end{matrix}}$	ſɘnſyσ in poỽ
		hag ol the kerenσ blamẏσ Ɛllaσ maɼ pethen ſchamẏσ	$\begin{matrix} \end{matrix}}$	wath p͛deꝛ aguel foꝛthoỽ
Mɘꝛiado cuσ	α	Mar peth ſtat thedɘ̑ arel gɼuɘėσ annotho Dẏogel	$\begin{matrix} \end{matrix}}$	oỽ lichɘ wek me yỽ plɘſ...
		henna thẏmo nẏ ra gɼɘff maɼ calla cafuσ tyɼ nɘff	$\begin{matrix} \end{matrix}}$	fẏ the ploσ luſtꝭ anbeẏσ
Conanꝯ Rex	α	Mur aỽaꝛth ẏỽ geneỽy ⁚ pan fẏghẏth ɼychyth an beyσ bɘwe pel nẏ ɘltɘ gẏ ⁚ hɘb pɘth na denỽẏth gɘnẏσ Drɘ Rẏchẏth ha cheỽalɼẏ ⁚ dɘ̑ aỽɘth degemoɼyσ inban in meſke aɼlẏthẏ ⁚ ha ganſe p͛ſt enoꝛẏσ

[17 but order changes... so yeah, 16 again...]

	α	Deꝛ ẏ peth gɼuɘẏσ Dɘ̑ ɼẏel ha goꝛyσ then ſtat ỽhɘl	$\begin{matrix} \end{matrix}}$	pendꝛa Dal an bohoſek
		kẏnfo braẏσ y(ch???)ɘỽethyanσ ef a dɼẏk pennoth in hanσ	$\begin{matrix} \end{matrix}}$	nẏnguɘl an ɼych galoſek
Mɘꝛiado cus	α	Na goỽſugh a cheỽalrẏ ⁚ bẏth moy ɼychẏσ nu̇̑duɼ maƞ tollẏσ yỽ luɘσ hunẏ ⁚ Deꝛ peẏth an beẏσ in cʼtaƞ a dyỽɘσ dɘl ɼɘdẏn nẏ ⁚ Rẏch lou^ꝛ o in pup tʼmɘƞ pẏthɘth ẏ ɘna dɘfɼẏ ⁚ the ẏfeꝛn theƞ peẏn bɘlɘƞ
₰	α	laſſeɼʼ o deƞ bohoſek athuk laỽẏɼ puɼ anwek	$\begin{matrix} \end{matrix}}$	abrahmͣ an Rɘſɘỽɘσ
		pan o maɼov Dotho ɘff hag in ẏ haſcra hɘb gɼɘff	$\begin{matrix} \end{matrix}}$	in goloỽdɘꝛ an gỽẏthɘσ
		ſuɼɼɘxit c̀ca plac...
Conanꝯ Rex		ꝸɘꝛẏσ kemeɼugh inban ⁚ Drog yỽ gɘna doẏσ oma a merẏaſek guaσ belaƞ ⁚ dar ſopoſia a reta	$\begin{matrix} \end{matrix}}$	Dɘ̑ ɼẏch nefra
		moneσ then nɘff da nẏẏl me a greẏσ dotẏẏσ oẏσ ỽẏl	$\begin{matrix} \end{matrix}}$	ha muſcugẏσ ɼȗ ɘna

["17"]

Mɘꝛẏadocꝯ	α	an ſcipctoꝛ lɘfeɼɘl gɼua ⁚ Dɘƞ Rych thɘnnɘff Dyogɘl mage fuɼ weyỻ ẏỽ Dotha ⁚ moyσ aỽɘl capɘl goꝛhɘl	$\begin{matrix} \end{matrix}}$	Dɘꝛ croỽ naſwɘth
		hɘnna ganσ ydɘſtrowhy aẏl boyσ ſpɘdijσ dɘfɼy Indɘllaƞ dɘ̇̑ Rycħ bɘſẏ the ỽohoſogyaƞ guɘt ɼy	$\begin{matrix} \end{matrix}}$	in chɘꝛyte ꝑt ath peth
Conanuσ α	α	Faɼwɘl ẜ duk ɼɘ c̀ſt amgɼuk	$\begin{matrix} \end{matrix}}$	thɘ ỽap yỽ fol
		ganſo omgɼua oỽ heɼth oma	$\begin{matrix} \end{matrix}}$	gallɘσ thɘ col ham lafuɼyanσ
		thɘ lɘɘ nɘfra waɼ oỽ ɘna	$\begin{matrix} \end{matrix}}$	mɘ an caɼ in ov bɘỽnanσ fi
		tꝛancɘat conanꝯ
Pateꝛ		Ov aɼluth Dẏwy muɼ graẏσ ⁚ oỽ ꝓfia dotho daddɘꝛ Ɛllaσ ɼagoσ oỽ map ɼaẏσ ⁚ naỽɘnnẏth Dɼɘ oneſtʼ	$\begin{matrix} \end{matrix}}$	Bonɘσ ɼɘỽlẏσ
		ẏma pɘ̑ſɘỽyk angluaσ Dẏſplɘſijσ puɼguiꝛ gɘnaσ	$\begin{matrix} \end{matrix}}$	thɘ daẏσ hath ỽam kɘkɘfɼyσ
Mɘꝛiadocꝯ		Kynthogh gɘnɘff dẏſplɘſijσ ⁚ ẏthẏỽ ol am anỽoth ỽẏ Ꞇɼɘſt ambuσ boẏσ acoꝛdẏσ ⁚ oɼth Iħu c̀ſt a ỽ͛cẏ agẏσ bannothoỽ kɘfɼẏσ ⁚ taẏσ ha mam thẏ̑mo gɼuɘgh ɼẏ mɘavỽ̇n monɘσ uſkẏσ ⁚ wath dɘ thɘſkẏ Daddɘꝛ moẏ Rag kɘrɘnſe andɼɘnſiσ ⁚ na te͡mptẏogh ỽẏ thɘ foly

["18"}

Pateꝛ	α	Inteꝛ dula du avan ⁚ oỽ map gɼuaff thɘ kɘmynna kɘmʼ the ɼoỽle thehonaƞ ⁚ gul nahɘƞ mɘ nẏalla	$\begin{matrix} \end{matrix}}$	oỽ banneth dꝭ fi
Mateꝛ	α	amɘƞ p͛ſt ham bannɘth ỽẏ oỽ map Doꝛɘ thym theỽaẏ moɼɘthɘk aſſoff dɘfɼy	$\begin{matrix} \end{matrix}}$	oỽ tybɘꝛth ſuɼ thɘ oꝛthyσ fi
		hɘɼ mɘɼiaſɘk wɘɼyth a p͛ſt yſ goỽn
		Hic Ɛpȋ kɘꝛnoỽ Hic pompabit
₰	α	Mɘ yỽ ɘſco˰^p in breteƞ ⁚ in conteth gɘlwẏσ kɘꝛnoỽ muɼ ẏỽ oỽ ɼaẏσ puptʼmeƞ ⁚ cowɘthe thẏm ẏỽ tanoỽ	$\begin{matrix} \end{matrix}}$	ꝑlɘt maɼ ſtoỽt
		p͛nc̑ waɼ an ỽɘbẏɘn lẏɘn nẏnſuσ in brɘtɘ̑ ỽyɘn	$\begin{matrix} \end{matrix}}$	ov ꝑoỽ puɼguiɼ hɘbdoỽt
Meriado cus	α	ꝸɘꝛ epſcop thyugh lowɘna agꝭ pɘſẏ ẏfanna	$\begin{matrix} \end{matrix}}$	a ry dymmo vy oꝛdyσ
		ꝓntʼ boyσ mɘ a gaɼſa coꝛff iħu thy ỽɘnẏſtra maɼ myn oỽ dɘſcanσ ẜỽya	$\begin{matrix} \end{matrix}}$	gɘnogh panỽɘ̑ appoſijσ
		dɘſcʼ ɘpiʼ kɘɼnoỽ in placʼ
Ɛṗ̑cʼ Kɘɼaw	α	wolcum oma mɘɼẏaſɘk mɘ ɼɘ glowɘσ oỽ map wɘk	$\begin{matrix} \end{matrix}}$	ahanɘσ coỽσ muɼ thaddɘꝛ

[19]

₰		Ry dẏσ oꝛdyɼ mɘ aỽẏƞ in hanoỽ iħu lɘmẏn	$\begin{matrix} \end{matrix}}$	ſacɼẏσ gɘna bɘthɘth ſuɘɼ
		gɘnuflɘctit
		Cɼẏſt ɼoy dꝭ in pup tʼmyƞ ⁚ omguythɘ p͛(???)ſt in glandɘɼ
Cɘcꝯ	α	Bannɘth du gɘnogh tuσ ỽaẏσ mɘ ẏỽ dal na ẏl guɘlaẏσ	$\begin{matrix} \end{matrix}}$	ɼɘgh dym agꝭ aluſẏ[...]
		ha ragogh yɼaff pɘſẏ thɘ c̀ſt iħu a ỽ͛cẏ	$\begin{matrix} \end{matrix}}$	ſɘlwadoꝛ^ꝛ(???) an cɼuſtunẏoƞ
Kaluσ	α	Mɘ ẏỽ inwɘth ɘfɼɘthɘk am ɘſɘly podɼɘthɘk	$\begin{matrix} \end{matrix}}$	gẏllẏσ ingɼon
		ſchanlo^ꝛɼ yhalla kɘɼthɘσ mɘ a pyſſɘ kẏnwɘɼɘσ	$\begin{matrix} \end{matrix}}$	thɘ oɼthugh a luɘ̑ golon
		gɘnuflɘctit
Mɘꝛiado cuσ		Iħu aɼluth mɘ ath pɘẏσ ⁚ guɘɼɘσ andɘ̑ ma yỽ dal Iħu c̀ſt mytʼn gloɼijσ ⁚ ɼoy yſyght dotho hɘb fal Iħu aɼluth luɘ̑ aɼaẏσ ⁚ inwɘth ſaỽ andɘ̑ aɼaỻ Iħu aɼluth map guiɼhaẏσ ⁚ Dyſwɘ thɘ galluσ ɼyaỻ
		lɘmɘ̑ oma
		In nonɘ̑(???) patriσ eꝷ filij Viɼtu cⁱſt ɼɘbo ẏly	$\begin{matrix} \end{matrix}}$	a duσ gỽaƞ dẏugh in toɼma
Cɘcꝯ	α	Cɼyſt iħu dẏσ ɼɘ̑ tala mɘ a wɘyl lɘmɘ̑ inta	$\begin{matrix} \end{matrix}}$	bɘnẏgɘσ thɘ piiadoỽ
		mɘ awoɼ bonɘσ oma ⁚ ha gloɼijσ p͛ſt thɘ gɘꝛẏoỽ

[22 (yeah, yeha]

Kaluσ	α	ha mɘ ẏỽ ſawẏσ puɼdɘk nɘb a fuɘ ſuɼ ɘfɼɘthɘk	$\begin{matrix} \end{matrix}}$	luɘσ blɘthɘ inbẏſma
		galɘꝛ nu̇̑buσ ⁚ grayσ thɘ iħuσ ⁚ ha thɘ̑ Dɘ̑ma fi tranc in plac
Ɛpcʼ K	α	Mɘɼyaſɘk Dyſo Rɘuʼanσ kɘɼꝭ ganσ Du a ſɘluanσ	$\begin{matrix} \end{matrix}}$	gon guiɼ lɘmɘ̑ thɘ ỽota
		Mɘ ath pɘẏσ tɼẏch gɘnɘỽẏ ha ſuɼ nɘfɼɘ thyſo gy	$\begin{matrix} \end{matrix}}$	mɘ nẏ falla
Mɘɼiado cuσ	α	Ϭɘꝛ ɘpſcop Dẏwẏ muɼ grayσ lafuɼya ſuɼ thɘ kɘ̑ gluaσ	$\begin{matrix} \end{matrix}}$	aỽɘſijσ off alɘ̑ma
		Bannɘth gɘnogh oỻ anſɘnσ han ſanſɘſoỽ mynσ Dɘlenσ	$\begin{matrix} \end{matrix}}$	hagꝭ compnẏ bɘ[...]
Crocʼ eṗ̑i Kɘɼnoỽ	α	bannɘth Du thyσ mʼyaſɘk nẏaỽẏa lowɘnɘk	$\begin{matrix} \end{matrix}}$	amẏnnɘσ oma t[...]
		Ɛrbyƞ thɘỽoth ⁚ thẏnnẏ ny goth ⁚ ſuɼ thɘ lɘtty[...]
		aſcʼ ɘpi[...] kɘɼnoỽ
Mɘꝛiadocꝯ	α	Maɼnɘɼσ Doꝛſona dywy thɘ kɘꝛnoỽ maɼſɘgh dɘfry	$\begin{matrix} \end{matrix}}$	monɘσ gɘnogh ycaɼſɘ̑
		Ꞇhɘ ɼẏ namm ᷑ mɘ nȗ buσ Ϭav mɘ a bɘẏσ c̀ſt Iħuσ	$\begin{matrix} \end{matrix}}$	thagyσ ſocra pup tʼmɘ̑

[23]

Naỽ ta	α	wolcum oyσ geneƞ dremas nẏ ath woɼ the pen an gluas	$\begin{matrix} \end{matrix}}$	dɼɘỽoth du kyn pɘ̑ ſyth[...]
		aſcʼ in navȋ
		Duσ abɘɼỽɘth oma ſcoƞ haỽ maɼneɼσ tɘ̑nogh dyſoƞ	$\begin{matrix} \end{matrix}}$	an goyl thym in ban lɘmɘ̑
Ϭeꝛỽꝯ naỽtɘ	α	at ɘỽɘ faſt byσ in top noỽ mata makɘ faſt thɘ ɼop	$\begin{matrix} \end{matrix}}$	yma angỽynσ oỽ wɘtha
		han moɼ oỽ tɘɼɘỽɘl fol mɘ a gɼɘyσ kɘllyσ on ol	$\begin{matrix} \end{matrix}}$	ha buthyσ puɼguiɼ oma
[...]ta		a gony pan ỽuɘ̑ gɘnyσ waɼbaɼth ny aỽɘth kɘllyσ	$\begin{matrix} \end{matrix}}$	enσ pup thɘ ȝɘyσ thy gɘla
		nynſuσ oma foɼth nahɘ̑ ahanan nyỽɘỽ ỽn dɘn	$\begin{matrix} \end{matrix}}$	Ꞇɼu gony doyσ thɘ̑ plɘtma
Mɘreadocꝯ	α	a bɘthugh a confoɼt da cⁱſt agɘƞ guɘɼɘσ a ra	$\begin{matrix} \end{matrix}}$	ha mɘ aỽyn y pɘſẏ
		m^aɼ pɘ yỽoth in dɘlla na ɼɘlla dɘƞ pɘɼẏllya in tyɼ na moɼ in byſma	$\begin{matrix} \end{matrix}}$	maɼ cɼɘya waɼ cⁱſt ha my

[24]

[...]aỽta	α	Merẏaſɘk goɼthyσ Rɘbẏ Dɼɘthoσ ol ſawyσ on nẏ	$\begin{matrix} \end{matrix}}$	a pɘɼyl ſuɼ in toɼma
		Kɘgy in tyɼ a dɼɘmaσ In kɘrnoỽ the iħu gɼaσ	$\begin{matrix} \end{matrix}}$	thɘth dɘſyɼ ty Rɘdufa
		dɘſcʼ in Coɼnubia
Mere adocꝯ	α	Ꞇhɘ Iħu Rebo graſſeẏσ Ꞇhɘ poỽ aſtɼangɘ dɘỽɘthẏs	$\begin{matrix} \end{matrix}}$	mɘ yỽ oma
		kɘɼthɘσ in tyɼ mɘaỽyƞ Iħu aɼluth cuff colyn	$\begin{matrix} \end{matrix}}$	thɘ tɘllɘɼ da ɼȗ gɘdya
		goɼthya cⁱſt kɘɼ mayhallɘn ⁚ han wɘɼhɘσ flo^ꝛ(???)ɼ maɼia
	α	Dɘỽɘthyσ off in tɘɼɘth ⁚ ha ſquɘth mɘ yỽ oỽ kɘɼthɘσ Maɼia mam ha maghtɘth ⁚ m^aꝛa ſuσ dꝭ chy na plaɘσ ogɘσ oma
		gɼua oỽ gɘdya ỽy byσ dy ɼag m ᷑ y caɼſɘn dɘfɼy guthɘl thy̑mo oɼatɼy	$\begin{matrix} \end{matrix}}$	In hɘɼwt chy maɼia
		Dɘ̑ſa lowɘna Dywhy ⁚ pan a chapɘl yỽ hɘnna

[25]

Domɘſti cꝯ	α	Mɘ a lɘuʼ dyσ Dyſon chapɘl maɼia cambɼoƞ	$\begin{matrix} \end{matrix}}$	gɘlwyσ yỽ an kɘth chyna
		a pylɘ in goỽynnẏth lauɘɼ hɘnna dymo wɘyth	$\begin{matrix} \end{matrix}}$	a cow^t Da
Mɘɼɘa docꝯ	α	a ỽɼɘtɘ̑ ſuɼ thɘ̑ poỽma Dɼɘſɘ̑ moɼ mɘ ɼɘdufa	$\begin{matrix} \end{matrix}}$	Dɘl ỽynnaσ du ov dɘſky
		hag om̑a gul mɘaỽyn ɼyb chapɘl maɼia wyƞ	$\begin{matrix} \end{matrix}}$	thym oɼatɼy
		uσ Do^ꝛꝛ ȯ̑ma in ogɘσ ɼag nɘfꝛɘ nahɘƞ dɘwɘσ	$\begin{matrix} \end{matrix}}$	nynſa om ganoỽ dɘfɼy
Domɘſti cꝯ	α	Do^ꝛꝛ yỽ muɼ a ſcant oma Rɘyσ yỽ polgɘ da alɘma	$\begin{matrix} \end{matrix}}$	monɘσ ˰cʼtɘ̑ thy gɘɼhɘσ
		coɼff bo gỽyn a cafɘn ỽy Do^ꝛ ny ɘffſɘƞ ɘɼɘdy	$\begin{matrix} \end{matrix}}$	na nyỽyɘ ɼag oỽ lɘɘſ
Mɘɼɘado cuσ	α	Noɼth yſt thɘn chapɘl ȯ̑ma mɘaỽyn moσ thɘ guandɼa	$\begin{matrix} \end{matrix}}$	Do^ꝛɼ thẏ̑mo ſuɼ ɼag weleσ
		Ꞇrancɘat ad pɼatȗ

[26]

		genuflect
₰		Iħu aɼluth mɘ ath pɘẏσ gɘnuflɘctit Iħu gɼont doỽyɼ awuɼ ſpɘyσ	$\begin{matrix} \end{matrix}}$	Iħu dy̑mo dɘꝛ thɘ gɼaeσ
		Dɘl ɼuſſyσ kynσ thɘ Moyſeyσ ⁚ an mɘ̑ calɘσ
		hɘɼ yɘ wyỻ ſpɼynggyth up watʼ
Domɘſti cuσ	α	Dɘnſa bɘnygɘσ ɼɘby Do^ꝛỽ oma oỽ tɼy thẏnnẏ	$\begin{matrix} \end{matrix}}$	mᵃɼ dɘk thagɘ̑ cȏfoɼtya
		kɘɼyσ oyσ puɼ guiɼ ganσ du p͛ỽyσ opɘ̑ oma yỽ	$\begin{matrix} \end{matrix}}$	thɘ ɼagon in tɘllɘɼ ma
Homo Fɘbɼiꝰ	α	a thu ɘllaσ pɘndɼa ma ladʼ clɘỽɘσ thẏm y ma	$\begin{matrix} \end{matrix}}$	a ỽɘth gɘlwyσ an ſɘſoƞ
		ganſo mɘ ambɘth ſchoɼyσ pup dɘth nanſyỽ luɘσ myσ	$\begin{matrix} \end{matrix}}$	ɼag pɘyn fɘynt yỽ oỽ colon
Contrᵃc tꝯ		Mɘ yỽ ɘfɼɘthɘk hɘbfal Du thym aſɘỽya mal	$\begin{matrix} \end{matrix}}$	appɘna maɼoỽ an bɘyσ
		yma tɼɘgyσ in cambɼoƞ Dɘƞ oỽ cul mɘɼclyσ dẏſon	$\begin{matrix} \end{matrix}}$	guɘl yỽ dyƞ moyσ dyuſk...
		hay bɘſy aluɘ̑ colon ⁚ thynny ny gꝛ(???)uthɘl guɘɼɘyσ
		Ꞇɼancʼ ad mɘriadocȗ

[27]

Homo Fɘbɼʼ		Lowɘnɘ dyσ mɘɼiaſɘk ny yỽ dɘỽ thɘƞ bohoſek	$\begin{matrix} \end{matrix}}$	mɘ gɼɘfijσ ganσ an fɘbẏɼ
		han kɘth dɘ̑ ma ſuɼ yỽ manσ na nẏl ſuſtɘn na pɘganσ	$\begin{matrix} \end{matrix}}$	ny yllɘn dɘndyl thɘg u...
		Gɼua guɘɼɘσ dynny dyblanσ ⁚ ɼag kɘɼɘ̑ſɘ iħu kɘɼ
		gɘnuflɘctʼ
Mɘɼi adocꝯ	α	Iħu aɼluth nɘff hanbɘyσ ⁚ yɘhɘσ dywy ɼɘ gɼontya Iħu aɼluth mɘ ath pɘẏσ ⁚ lɘ̑mɘ̑ ſaỽ ankɘth tuſ ma maɼia mam luɘ̑ aɼayσ ⁚ pɘyσ thɘth ỽap aɼluth ɼagt... maɼia mam ha guɘɼhayσ ⁚ guɘɼɘσ oỽ pɘſy gɘna Ϭɘỽugh inbaƞ a tꝰ ỽayσ ⁚ fɘtɘl omglowugh ȏma
Contꝛactꝯ	α	Goɼthyanσ thɘ cⁱſt mɘ yỽ ſaỽ yagh yỽ oỽ coɼff ham gaɼɼov	$\begin{matrix} \end{matrix}}$	kɘɼthɘσ hɘb gɼɘff mɘ a yl[...] f.....
Homo Fɘbɼꝰ	α	ha mɘ yỽ yagh thɘ c̀ſt gɼayσ mɘɼyaſɘk wɘk luɘ̑ a ɼayσ	$\begin{matrix} \end{matrix}}$	Foɼtyn du dotho ny f...
		Ꞇhy woɼthya ny yỽ ſɘnſɘσ ⁚ hag aỽyn awoσ ꝑyl
Mɘriado cuσ	α	Graσſɘgh thɘ c̀ſt a tꝯ ỽayσ ⁚ adaꝛ traỽt dy̑mo ỽy ȏma lɘmɘ̑ fondya plaẏσ ⁚ dre ỽoth iħu a v͛cy	$\begin{matrix} \end{matrix}}$	ſuɼ mɘaỽyn

[28]

		a woſɘ hɘlme egloσ the woɼthya c̀ſt deth ha noσ yfɘth ȏma thȗ poꝛpoσ	$\begin{matrix} \end{matrix}}$	Ryb chapɘl maɼia wẏƞ
Moꝛbuſ	α	Ɛllaσ ɘllaσ pɘndrama in oỽ fayσ cothyσ yma	$\begin{matrix} \end{matrix}}$	clɘỽɘσ ỽthyk nȗ caɼ dɘn
		In cabɼon mɘ ɼɘglowayσ yma p͛ſt ỽn mɘthɘkbɼayσ	$\begin{matrix} \end{matrix}}$	oỽ ſawya tꝰ in cɘɼtɘn
		mɘaỽyn moyσ thɘ ỽɘɼayσ ⁚ gul guɘɼɘσ dymo mᵃɼ mɘ̑
		ad mʼiadocʼ
₰	α	lowɘnɘ dꝭ mɘɼyaſɘk Ꞇhymo ỽy dɘ̑ bohoſɘk	$\begin{matrix} \end{matrix}}$	awoyσ c̀ſt lɘmɘ̑ guɘɼɘσ
		in oỽ fayσ clɘỽɘσ yma ma na caɼ tꝰ an bɘyſma	$\begin{matrix} \end{matrix}}$	nɘb luɘσ ſuɼ ov guɘlɘσ
		gɘnuflɘctit
Mɘria docꝰ	α	aɼluth nɘff ɼɘth wereſa Naamam kynσ eσ hɘlma	$\begin{matrix} \end{matrix}}$	a ſawyaσ an clɘỽɘσ m ᷑
		ganσ Do^ꝛꝛ(???) yraff the golhẏ Iħu c̀ſt du a v͛cẏ	$\begin{matrix} \end{matrix}}$	thɘth guɘɼɘσ mᵃɼtuth annuɼ

[29]

Domɘſti cuσ	α	Ꞇy thɘn gyllɘth boyσ Lowɘn Ϭawyσ tek oyσ in ceꝛteƞ	$\begin{matrix} \end{matrix}}$	graſſɘ the m͛yaſɘk wɘk
		Rag ɘff yỽ lɘnwyσ agɼayσ ha kɘɼyσ ganσ du a ɼayσ	$\begin{matrix} \end{matrix}}$	dɘlwɘlyn lɘtɼyσ ha lɘk fi
Moꝛbuσ	α	Mɘɼyaſɘk dywhy m ᷑ grayσ mɘ a bɘyσ c̀ſt luɘ̑ a ɼayσ	$\begin{matrix} \end{matrix}}$	in nɘff thywhy ɼɘ̑ tala
		han wyɼhɘσ maɼia ſplaƞ Du aſſuσ luɘσ dɘ̑ gỽan	$\begin{matrix} \end{matrix}}$	Ϭawyσ gɘnogh in byſma fi
		tncʼ
		hic m ᷑iadocꝯ ɘxpɘctʼ apud Cambɼon
		hic Ꞇeỽdaꝛꝯ pompabit
Ꞇɘỽda...	α	Ꞇɘv daꝛ me aỽɘth gɘlwyσ ⁚ aɼluth ɼɘgnijσ in kɘɼnoỽ Mayfo mahȗ Ɛnoɼyσ ⁚ oỽ chaɼg yỽ hɘb fɘladoỽ ogɘσ ha pɘl
		pɘnag awoɼthya kɘn du y aſtɘỽt pɘynẏσ glu	$\begin{matrix} \end{matrix}}$	hag in wɘth mʼnanσ cɼuɘl
Nnciꝯ	α	hɘẏl Dyugh ẜ aluth teỽdaɼ ⁚ yma gena nowothoỽ Ϭaỽ nyỽethe ſuɼ heb mᵃɼ ⁚ y coỽſɘl thyugh ganσ ganoỽ	$\begin{matrix} \end{matrix}}$	naỽethe neσ
		dɘl won inta war oỽ ɘna	$\begin{matrix} \end{matrix}}$	nyỽɘth oỽ lɘσ

[30]

Ꞇɘỽda ruσ	α	Pyỽ an Ioỽle uσ waɼfɘthyσ ⁚ lauʼ thẏ̑mo ty loɼdɘ̑ ay coỽσ ty falgɘ negethẏσ ⁚ daɼ ny gloỽ an ploσ Ioỽdɘ̑ coỽσ ỽnwt ty bothoɼɘk ⁚ coỽσ myſchɘff yth ỽɼyonſɘ̑ ay coỽσ ty map molothɘk ⁚ an Iovl ɼɘbothɘ woɼfɘƞ
Nṅ̑ciꝯ	α	y ma ˰^oma in pɘnw^t ⁚ nebeσ a weyſt Ꞇhɘ caɼnɘbɼɘ ỽn pɼontʼ oỽ cuthɘl guẏth ⁚ ſawya tꝰ dal in byſme	$\begin{matrix} \end{matrix}}$	botheɼ ha manσ
		ha pup clɘỽɘσ ol in beyσ a thu ny ỽyn boyσ coỽſiσ	$\begin{matrix} \end{matrix}}$	maσ a cⁱſt a thuk mʼnanσ
		pan o maɼoỽ daẜɼyσ ⁚ y mɘthɘ buɘ the ỽɘỽnanσ
Ꞇeỽda ɼꝯ	α	Out goỽy ɼag galaɼoỽ ⁚ py dol an Ioỽlɘ yth ama Oỽt goỽy na ỽuff maɼov ⁚ kynσ doyσ a doɼ oỽ dama goỽi ɼag ſchamɘ
		Ϭoỽdoɼyaƞ duɘ̑ alɘmma may hallȇ ganſo ɼɘkna	$\begin{matrix} \end{matrix}}$	thɘ dɘỽɘlyσ namɘ
I Mileσ	α	Oỽ aɼluth gɘnogh ny a mɘ ɼɘ gloweσ an dɘ̑na	$\begin{matrix} \end{matrix}}$	nanſẏỽ myſyoỽ tɼɘmɘnyσ

[31]

₰	α	Ꞇuσ dal eff ara ſawya ha tuσ ỽothɘꝛ magɘta	$\begin{matrix} \end{matrix}}$	inwɘth gul dɘthɘ clowɘyſ ^fi
ij^σ Mileσ	α	Ꞇɘỽdar dyugh mɘ a lɘuʼ an kɘth dɘnna gɼueyσ yỽ muɘɼ	$\begin{matrix} \end{matrix}}$	puɼguiɼ yn poỽ
		mᵃɼ ny ỽɘthe chaſtijσ aỽahȗ ny ỽɘth ſenſẏσ	$\begin{matrix} \end{matrix}}$	moy ɘσ ky heb feladoỽ
Ꞇeỽdarꝰ	α	Duɘ̑ ny in kɘɼth ganσ m ᷑ a nɘɼth	$\begin{matrix} \end{matrix}}$	ov maɼogyoƞ (dɘſc...)
		pyma tɼɘgyσ thym lɘfɘɼyσ	$\begin{matrix} \end{matrix}}$	bɘthy̑σ dyſoƞ
Nu̇̑ciꝯ	α	Ϭuɼ mɘ anguel aɼluth ɼyɘl	$\begin{matrix} \end{matrix}}$	ɘnoσ in plɘ̑
		mɘσ an chapɘl puɼ thyogɘl	$\begin{matrix} \end{matrix}}$	doyσ ara lɘn
Ꞇeỽda ruσ	α	Ꞇy bagchɘlɘɼ tɼɘẏl waɼ tuma Ꞇhɘ hanoỽ thẏm lafaɼa	$\begin{matrix} \end{matrix}}$	quik hath cɼɘgyanσ
		gothfɘ˰^σ hɘnna ⁚ ſuɼ aỽanna ⁚ hath dɘỽɘthyanσ

[32]

Mɘɼiadocꝯ
	α	Mɘꝛyaſɘk yỽ oỽ hanoỽ ⁚ ſɘỽyσ alynɘ Conany In cⁱſt iħu caradoỽ ⁚ yth ɘſɘff p͛ſt oỽ cɼɘſy	$\begin{matrix} \end{matrix}}$	yỽoσ lɘl du
		Gɘnyσ ay ỽam maɼia hahy maght ay woſa	$\begin{matrix} \end{matrix}}$	hɘlma oỽ cɼɘgyanσ ythyỽ
Ꞇɘỽ da ɼuσ		Ϭɘỽyσ oyσ awoyσ woɼthy ⁚ mʼyaſɘk bɘth aỽyſyyσ Rag doỽt cafuσ ỽɘlyny ⁚ na goỽσ tɼa na fuɘ guɘlyσ	$\begin{matrix} \end{matrix}}$	mɘ alɘuʼ
		eɼbyƞ ɼɘſoƞ yỽ in bɘyσ hɘb hayσ goɼɼyth thymo cɼɘyσ bonɘσ ˰flogh ỽyth cȯ̑cɘỽijσ	$\begin{matrix} \end{matrix}}$	in bɼɘyσ bɘnɘ̑ hɘb awɘɼ
Mɘɼia docꝯ	α	Nynſɘſoσ oỽ attɘndya ⁚ an laha dɘl ỽya ɼɘyσ ȏma an gɘnɘgygỽa ⁚ a Iħu cⁱſt waꝛ an bɘyσ	$\begin{matrix} \end{matrix}}$	hay paſcyoƞ kɘɼ
		aỽɘl hoỽlɘ dɘɼ wɘdɘɼa hɘb y tʼɼy dɘl wylſta In dɘlla c̀ſt awaɼtha athuth in bɼɘyσ maɼia	$\begin{matrix} \end{matrix}}$	hɘb moſtyɘ Iunt ỽ^t in ſuyɼ
		Dɘɼ an ſꝑyσ ſanσ kɘɼɼa ⁚ cȯ̑cɘỽijσ yfuɘ thɘ guiɼ

[33]

Ꞇɘỽdaɼꝯ	α	Na wyle gɘnɘ flatꝛa kynfɘσ nefꝛɘ oỽ clattɼa	$\begin{matrix} \end{matrix}}$	thɘ iħu ythɘſɘ tayσ
		magɘ lɘl aỽɘl yỽam nynſuσ gɘɼ guiɼ malbɘ dam	$\begin{matrix} \end{matrix}}$	wath in ol thɘ daɼyỽayſ
Mɘɼia docꝯ	α	Du aỽan p͛ſt o y dayσ ⁚ a cothfɘσ y attɘndya ɼag pꝛɘ̑na adam hay haẏσ ⁚ doyσ yfynnaσ thɘ̑ byſma mʼnanσ tẏn eff a poɼthaσ ⁚ ɘnɘff mapdɘ̑ gɼuk ſawya ɘſɘ in colmɘ̑ ſatnaσ ⁚ ɘff aσ dɼoσ thɘ lowɘna
Ꞇɘỽdaɼꝯ	α	maɼſo Du aỽan y daẏσ ⁚ mɘ a lɘuʼ mʼyaſɘk Ɛff a alſɘ dɘꝛ y ɼayσ ⁚ ſɘlwɘl ɼycħ ha bohoſɘk	$\begin{matrix} \end{matrix}}$	hɘb boyσ maɼoỽ
		ath daɼyỽaσ ſchamɘ ythyỽ pan othɘ̑ o thɘ ỽap du	$\begin{matrix} \end{matrix}}$	boyσ lɘthyσ aỽɘl caɼoỽ
Mɘꝛia docꝯ	α	Dɘꝛ pɘgh admᵃ agɘ̑ tayσ ⁚ ɘff hay lynnyɘth o dȃpnyσ Ϭaỽ an dɘỽgyσ aỽynnayσ ⁚ aɼta y ỽonɘσ pꝛɘ̑nyσ	$\begin{matrix} \end{matrix}}$	Ꞇhɘ ſaluaſcon
		an map afuɘ cȯ̑cɘỽijσ ha dɘnſiσ akɘmɘɼɘyσ ɼag na ylly an dɘỽſyσ	$\begin{matrix} \end{matrix}}$	gothɘ paſcȏn

[34]

Ꞇɘỽda ɼꝯ	α	Nythuɘ lɘσ agɘƞ aɼgya ⁚ kyn fɘ ny oma ỽykɘth mʼyaſɘk c̀ſt dɘnaha ⁚ ha thɘ cothmɘ̑ mɘ aỽɘth	$\begin{matrix} \end{matrix}}$	mayfo guɘlẏσ
		Ɛpſcop woɼthy mɘ ath ɼa chyff ɼɘỽlɘɼ oỻ an poỽma namoy mɘ ny dɘſɘɼya	$\begin{matrix} \end{matrix}}$	maσ goɼthya mahȗ pup p͛yσ
Mɘꝛia docꝯ	α	Ima guɘl foɼth ɘσ honna gɼua thɘgy c̀ſt kɘɼ goɼthya	$\begin{matrix} \end{matrix}}$	kɘn manʼ kyllyσ oσ ſuiɼ
Ꞇɘỽda ruσ	α	ỽn gɘɼ na campol a gɼyſt ha mᵃɼ quɼɘth mɘ ath wɼa tɼɘſt	$\begin{matrix} \end{matrix}}$	wath coyl oɼthɘf ha bɘth fuiɼ
		ɼag pandɘffɘƞ ha moyσ fol an Ioỽlɘ a thuɘ mɘσ ay dol	$\begin{matrix} \end{matrix}}$	kynσ ɘσ oỽ ɼuthy puɼguiɼ
₰	α	Dɼok yỽ gɘna waɼ oỽ ɘna	$\begin{matrix} \end{matrix}}$	mʼyaſɘk wɘk
		gul dꝭ maσ da ha goɼthyanσ gɼua	$\begin{matrix} \end{matrix}}$	thȗ dɘwoỽ tɘk

[35]

Mɘꝛiadocꝰ	α	Ꞇhɘth dɘwoỽ tɼy mylwt fy Rag ſuɼ dɘwoloỽ enσ y	$\begin{matrix} \end{matrix}}$	nyſgoɼthya ỽy bɘnytha
		oɼthɘff na wyla pythaẏσ nahy mᵃɼ mẏnnẏth boyσ ỽayσ	$\begin{matrix} \end{matrix}}$	foyl oyσ mᵃɼ tɼɘſtyth in...
Ꞇɘỽdarꝰ	α	Out waɼnɘσ ty falσ juglɘɘɼ ⁚ dɘfya oỽ dɘwoỽ flouꝛ Ꞇy a cɼɘk in cloghp͛nnẏɘɼ ⁚ ɼag pɘɼɘl p͛ncʼ(???) hag ɘmꝑo^ꝛ	$\begin{matrix} \end{matrix}}$	ȯ̑ma thɘ foẏl
		Ꞇhɘ ỽoy nɘfɼɘ mɘathcayσ Outlayɘꝛ fyyσ athwlayσ coỽσ ỽn gɘɘɼ ɘɼbyƞ oỽ ɼayσ	$\begin{matrix} \end{matrix}}$	ha ty an noyll
₰	α	Mɘ yỽ ɘmpo^ꝛɼ ha goỽ͛no^ꝛɼ	$\begin{matrix} \end{matrix}}$	conquɘɼɼo^ꝛɼ tyɼ
		aɼluth woɼthy muɼ oỽ mɘſtꝛy	$\begin{matrix} \end{matrix}}$	gothfɘth hamyɼ
Mɘꝛia docꝯ	α	Ꞇaỽ thymo ˰^ỽy thɘ clap ſenσ ſpɘyna a rɘth muɼ a gỽynσ	$\begin{matrix} \end{matrix}}$	oma ſuɼ in ſɘỽuɼɘth

[36]

	α	Guɘl yỽ dꝭ bonɘσ ciſtyaƞ goɼthya c̀ſt a luɘ̑ golaƞ	$\begin{matrix} \end{matrix}}$	ha my lɘ̇̑mɘn ath ỽygɘth
Ꞇɘỽda	α	Out goỽy gɘſugh thym ſpath ⁚ alɘma quik ɼag fɘya Dɘỽɘ an Ioỽlɘ thɘ ɼag oỽ fath ⁚ ȝɘ ỽynnɘσ oỽ bɘgithia maɼoỽ off in kɼɘσ anplath ⁚ napɘl mᵃɼ tɼɘgɘ ȏma mahȗ daɼbɘɼ haɼdygɼath ⁚ ȝɘ nɘb aɼuk oỽ thɼobla
aſcen dit	α	Ꞇoɼmɘntoɼꝭ dugh in plɘ̑ Ꞇoɼmɘntoɼꝭ mᵃɼſe(???)gh lɘn	$\begin{matrix} \end{matrix}}$	Ꞇoɼmɘntoɼꝭ dugh dẏ̑ ſcoƞ
		ay ay ay daɼ ny ɼɘgh ỽɼy ... dɘſcʼ ɼɘyσ yỽ agɘ hɘɼhɘσ y	$\begin{matrix} \end{matrix}}$	pan yỽ mogh ol oỽ duwoƞ
		hɘɼ yɘɼdꝭ aɼɘdy ffoɼ tɘỽdʼ &(???) hyσ mɘn
₰	α	hoỽ hoỽ pythɘſogh matꝭ y bɘſchɘɼɘỽ yo^ꝛɼ patꝭ	$\begin{matrix} \end{matrix}}$	pɘ̑dɼa ɼɘuy daɼ napya
		ay nȗclɘwugh oỽ kɘlwɘl Ꞇannɘgh honthſɘl kynσ ſɘỽɘl	$\begin{matrix} \end{matrix}}$	goto dalɘthugh fɼappia
		ɘt ỽʼ(???)bɘɼaƀ ɘoσ

[37]

Iꝰ Ꞇoꝛtʼ	α	Ϭɘꝛ aɼluth na cɼonk na moẏ ha lauʼ thɘ ỽoth thynnẏ	$\begin{matrix} \end{matrix}}$	ny an gɼua p ᷑thyogɘl
Ꞇɘỽdarꝰ	α	Ɛugh thymo byσ in cambɼon a wɘſt thɘ caɼnbɼɘ dyſon	$\begin{matrix} \end{matrix}}$	ɘna wy agyff in lɘl
		Guaσ oỽ thɘɼia hɘb quɘſtɼoƞ ⁚ ɘſɘl yỽ thɘ̑ tɘbɘl ɘl
₰	α	Mɘɼyaſɘk ythyỽ gɘlwyσ ⁚ in c̀ſt yma oỽ cɼɘſy gɘnogh why bɘthɘnσ ſɘſijσ ⁚ gɼuɘgh y toɼmȯ̑tya bɘſy c̀ſt mᵃɼ nyỽɘth dɘnɘhyσ ⁚ pɘgh thɘ̑ hoɼſɘn tɼɘwɘſy gɘnogh kynfoỽɘ lɘthyσ ⁚ mɘ agꝭ mɘ̑tɘ̑ dɘfɼy
ij ᷑(???) Ꞇoɼtʼ	α	aɼluth hɘnna ny aɼa Dɘſɘ̑pyσ duɘ̑ alɘma	$\begin{matrix} \end{matrix}}$	aſpyanσ pup ay quaɼtɼȏ
		mɘ agꝭ gyd ɼȗ ɘna ⁚ puɼ uſkꝭ byσ in cambɼoƞ
		tnᵃcʼ(???????) tɘỽdʼ domʼ
Mɘɼiado cuσ	α	Ꞇhɘn aɼluth ɼɘbo gɼaſſɘyσ Dɼɘ bɘſyoƞ ythoff guaɼnyσ	$\begin{matrix} \end{matrix}}$	may thɘllɘn mɘσ anpoỽ ma
		aɼta thɘ bɼɘtɘ̑ uſkyσ ⁚ han falgɘ tɘỽdaɼ aỽodya anpoɼpoσ yỽ ɘɼỽɘɼyσ ⁚ wath eff afyl annotha

[38]

	α	ȏma mɘ ɼɘfundyaσ plaσ ⁚ ɼyb maɼia a cambɼon Iħu c̀ſt daɼbɘɼ ȝɘ gɼaẏσ ⁚ in kɘth chyma pup ſɘſon mayfo p͛ſt an dɼɘ̑ſyσ taẏσ ⁚ inno enoɼꝭ dyſoƞ	$\begin{matrix} \end{matrix}}$	ha maɼia
		han ſacɼɘmɘt̑σ ỽij kɘfɼiσ gol ha guyth	$\begin{matrix} \end{matrix}}$	mɘnyſtɼyσ woſɘ hɘlma
₰	α	Gɼɘfonσ ha clɘỽɘσ ſɘſon mᵃɼ an gɘỽɘth lɘl cɼyſtyan	$\begin{matrix} \end{matrix}}$	haỽ ꝛɘmɘmbꝛa in plaσ ma
		Iħu aɼluth cuff colaƞ ⁚ y gɼɘfonσ guɼa ſɘwagya
₰	α	Inwɘth an do^ꝛɼ oỽ fɘ̑tɘ̑ ɼag dɘ̑ ỽaɼijσ in cɘɼtɘ̑	$\begin{matrix} \end{matrix}}$	pɘſɘff may fo ɘff ɘlẏ
		Ꞇhy thɼɘy aɼta thy ſkyanσ Iħu aɼluth a ſɘlwanσ	$\begin{matrix} \end{matrix}}$	gɼont hɘlma dɘɼ ȝɘ ỽɘɼcy
₰	α	oỽ bannɘth gɘnɘσ aplaσ ɼɘyσ yỽ ỽodya a ỽuɼ ſpaσ	$\begin{matrix} \end{matrix}}$	ogɘσ yma oỽ ɘnỽy
		mɘaỽyn guythɘ thɘ̑ woƞ hag ȯ̑ma powɘσ dyſoƞ	$\begin{matrix} \end{matrix}}$	indan an gaɼɼɘk dɘfɼy
		hɘɼ m͛yaſɘk ſchaỻ hyddɘ hym ſylfɘ ỽndʼ þɘ ɼokkɘ

[39]

ij Ꞇoꝛtʼ	α	a wylſtʼ gy mʼyaſɘk In cambɼon an lagaſɘk	$\begin{matrix} \end{matrix}}$	nynſuſy ɘff malbɘ dam
iij Ꞇoɼtʼ	α	Benʼ ɼʼgyffy thɘ con gallɘσ ɘff in mɘσ thɘ̑ woƞ	$\begin{matrix} \end{matrix}}$	ɼɘ̑ gɘffo molɘth yỽam
Calo		aſpyɘ̑ oɼthɘ̑ buſchẏσ hag oɼth an kaɼɼɘk kɘfɼẏσ	$\begin{matrix} \end{matrix}}$	mᵃɼ aſɘthɘ thɘ cutha
		Gaſɘ nyỽyn boyσ kɘfyσ ⁚ duɘn ˰^ny thɘ dɼɘ alɘma
Iꝰ Ꞇoɼtʼ	α	Py dol an Ioỽlɘ y thɘtha Ꞇɘỽdɘɼ mɘσ y ſkyanσ a	$\begin{matrix} \end{matrix}}$	panglowɘ y ỽoσ ſcappẏσ
ij Ꞇoɼtʼ	α	aỽɘſyanσ ɘff ahɘna pɼaga naɼuk y ſɘſya	$\begin{matrix} \end{matrix}}$	oɼth y ganoỽ pan goỽſiσ
		ad tɘudɘꝛ
iij Ꞇoɼtʼ		hɘyl tɘỽdɘɼ in agꝭ to^ꝛɼ mʼyaſɘk an poỽma doɼ	$\begin{matrix} \end{matrix}}$	gallɘσ nẏ nẏwothɘ̑ kɘn
		in tɼɘfoỽ hag in gonyoỽ nyɼɘ̑ wɘlaσ ſuɼ hɘb woỽ	$\begin{matrix} \end{matrix}}$	annotho coỽσ nywoɼdɘ̑

[40]

Ꞇɘỽdaɼꝯ ~~Calo~~	α	Out goỽy haɼoỽ haɼoỽ ⁚ an poỽ mᵃɼ ſɘwɘ fyyσ ny ỽɘ̑ſɘ̑ hɘb fɘladoỽ ⁚ awoyσ dyỽɼan pɘth anbɘyσ	$\begin{matrix} \end{matrix}}$	na ỽɘ̑ſɘ̑ mɘσ
		a pɘnnoỽ mɘthoỽ ot in oỽ dythyoỽ	$\begin{matrix} \end{matrix}}$	cɼɘyaff waɼnogh ladɼon dɼuɘσ
Calo	α	ay tɘỽ daɼ kɘwaɼ thɘ gam mollɘth du thɘ ỽapp thɘ ỽam	$\begin{matrix} \end{matrix}}$	pyɼaga nȃ guythtʼ gẏ
		pan ɘſɘσ ganſo ~~oỽσ~~ ˰oỽ coỽσ nyỽyn ythu ɘff hɘbfloỽσ	$\begin{matrix} \end{matrix}}$	oɼto cafuσ bɘlyny
		dɘſcʼ tɘỽdʼ
Ꞇɘỽda ɼꝯ	α	yỽ hɘlma ol an confoꝛt ⁚ ambɘthɘ dyɘwoɼthugh wẏ ay ſɘ˰^ɼyσ yma thyugh ſpoɼt ⁚ pan ỽσ dɘwɘ̑ dy̑mo ỽy	$\begin{matrix} \end{matrix}}$	wɘl wɘl na foɼ
		Rɘ appolyn oỽ du ſplan kynσ dybɘɼth ny waɼth maσ ɼaƞ	$\begin{matrix} \end{matrix}}$	me a pe ȝɼ(???)ɘ̑ hobyhoɼσ hay cowɘtha
		haỽɘ that iiijaɼ loɼɘl hag aɼta ꝑthugh coff guɘl	$\begin{matrix} \end{matrix}}$	pɘndɼɘllɘ̑ thɘ comondya
		ỽ͛b͛at ɘoσ

[41]

Mɘꝛia docꝯ	α	Ꞇhɘ Iħu Rebo graſſeyσ ȏma me ɼɘ powɘſɘyσ	$\begin{matrix} \end{matrix}}$	puɼguiɼ indȃ an mɘ̇̑ ma
		Oỽ ɘnỽy in kɘꝛth galſonσ oỽ mɘtya bẏth ny alſonσ	$\begin{matrix} \end{matrix}}$	Du a ỽynnaσ in dɘlla
		kaɼɘk ỽɘɼyaſɘk holma ⁚ gɘlwyσ ˰^ỽyth woſɘ hɘlma
	α	Mɘaỽyƞ ſɘnſy thɘ̑ moɼ ⁚ thɘ wɘlɘσ thy̑mo tɼumach Doɼſona dyugh mɘſtʼ floɼ ⁚ Du ɼɘwythɘ oɼth damach agꝭ lɘſtʼ
		mᵃɼ mynnogh moyσ thɘ ỽꝛɘtɘ̑ mɘabyſſɘ puɼ cʼtɘ̑	$\begin{matrix} \end{matrix}}$	monɘσ gɘnogh hɘbawɘɼ
Naỽta		Ꞇ y a hɘỽɘlſa dɼɘmaσ duσ in hanoỽ du an taσ	$\begin{matrix} \end{matrix}}$	lɘmɘ̑ abɘɼ ỽɘth gɘnɘ̑
		Ꞇɘ̑ an gol inban mata anguynσ thagɘ̑ coɼſɘ dufa	$\begin{matrix} \end{matrix}}$	cowɘl nyawɘyl bɼɘtɘ̑(???)
Ϭeꝛỽuσ	α	Ꞇɼɘmɘnyσ yỽ dyogɘl lɘmɘ̑ gɘnɘ̑ an chanɘl	$\begin{matrix} \end{matrix}}$	mayfɘ holmyỽ ſpɘdɘ dɘk
		Dɘỽɘthyσ on byσ in tyɼ lɘmɘ̑ quik thagꝭ dɘſyɼ	$\begin{matrix} \end{matrix}}$	gɼuɘghwy londia mʼyaſɘk
		dɘſcʼ
		an men rɘruk inclynya ⁚ in tyɼ ɼag thɘ Rɘcɘỽa gɼaσ thɘ Iħu galoſɘk

[42]

Mɘɼia Docꝯ(???)	α	Du ɼɘ̑tala thyugh tꝰ ỽayσ aɼluth iħu luɘ̑ aɼayσ	$\begin{matrix} \end{matrix}}$	ɼȗ gɘdya in foɼth wɘlla
		Ꞇhȗ nɘſſɘỽyƞ mᵃɼ aſaff ganſɘ tɘ̑ptijσ yfɘthaff	$\begin{matrix} \end{matrix}}$	tɼohɘ ha luſt an byſma
Bɼitonȗ	α	Dɼɘmaσ bɘth waꝛ pythylly blyth bɼayσ in foɼna dɘfꝛy	$\begin{matrix} \end{matrix}}$	puɼguiɼ yma
		mᵃɼa tuɘ in thɘ ogoyσ ɘff aɼa ſcollya thɘ goyσ	$\begin{matrix} \end{matrix}}$	ɘllaσ at ɘỽɘ ɘna
Mɘɼia docꝯ	α	Bɘſt thyσ mɘawoɼhɘ̑myƞ thy̑mo naɼylly dɼɘgyƞ	$\begin{matrix} \end{matrix}}$	na thɘ cɼyſtyȃ bɘnytha
		Na gy̑mʼ oỽn ỽyth dɼɘmayσ Ꞇhy handla ſuɼ ɘff am gayσ	$\begin{matrix} \end{matrix}}$	myɼ puꝛwhaꝛ in kɘtɘlma
		oỽ ſywa ɘff a lɘỽayσ ⁚ tɼuſpyσ ỽyth nyɼa ꝓfia
Bɼitonȗ	α	Ϭuꝛ ty yỽ dɘ̑ bɘnygayσ luɘσ dɘn ɘff ɼɘlathayσ	$\begin{matrix} \end{matrix}}$	ha flɘhyσ p͛ſt in poỽma
		thyſo gy ſɘ̑ſyσ aſſon at ɘỽa kɘꝑ hag on	$\begin{matrix} \end{matrix}}$	aỽo doff oɼth ȝ^ɘ ſywa

[43]

Mɘɼia Docꝯ	α	Gul tɼuſpyσ thym ny ꝓfiaσ ⁚ nag eff nyngɘỽɘth dɼɘgyƞ in hanoỽ c̀ſt map guiɼhaσ ⁚ thẏσ beſt mɘ awoɼhɘmyƞ	$\begin{matrix} \end{matrix}}$	moyσ thɘ̑ guɘlfo...
		ganσ map dɘ̑ na ɼa mɘllya nɘfɼa awoſɘ hɘlma abɘɼth iħu awaɼtha	$\begin{matrix} \end{matrix}}$	yth foɼth gɼua moσ
₰	α	Mɘaỽyn moyσ thɘ̑ guylfoyσ ɘna ɘɼmɘtʼ(???) puɼguiɼ boyσ	$\begin{matrix} \end{matrix}}$	mayhallɘ̑ goɼthya oỽ du
		naỽɘ̑ tɘmptꝭ ⁚ ganσ tꝯ an bɘyσ ⁚ hɘdɼɘ ỽɘ̑ byỽ(???)
₰	α	Ȏma ſuɼ ɼyb an caſtɘl ⁚ gelwyσ pontɘlynɘ dɘfɼy waɼ an mɘnɘth dyogɘl ⁚ hag oɼth an ɼyuʼ ſuɼly	$\begin{matrix} \end{matrix}}$	a Ioſſɘlynɘ
		chapɘl guthɘl mɘaỽyƞ ɼag goɼthya maɼia why	$\begin{matrix} \end{matrix}}$	kynthyỽ tɘllɘɼ guylſ ha ynɘ
		aſcʼ ad mȏtɘ̑
₰	α	Goɼthyanσ thɘ c̀ſt map maghtɘth C˰^M paσ ſuɼ yỽ an mɘnɘth thɘ woɼth an gɼond bytɘwɘth	$\begin{matrix} \end{matrix}}$	Du am guɘɼɘσ
		oỽ chy fundia ſuɼ ha gɼondya	$\begin{matrix} \end{matrix}}$	mȃnɘff uſkyɘσ
		chapɘll aɼɘd... hɘɼ a wɘɼyth a ɼoſſɘ... mantɘỻ and a bɘɼdɘ

[44]

Hic Incipit Vita Ϭȧ̑ ꝸilueſtɼẏ Conſtantinꝰ hic pompabit Dicenσ
₰	α	Drefen oỽ boẏσ coꝛff hɘppar ⁚ ha doỽtijσ ganσ an bobil oỽ hanoỽ inguiɼɘ hɘb maɼ ⁚ yỽ coſtyntẏn the nobil	$\begin{matrix} \end{matrix}}$	Ɛmꝑo^ꝛꝛ woꝛthẏ
		map thɘƞ ỽytʼne(???)σ hɘlɘƞ nɘb yỽ pen ol ẏ ɘhɘƞ	$\begin{matrix} \end{matrix}}$	Dɘl glowɘaσ luɘσ hunẏ
₰		αẏma in poỽ falge cregyanσ ⁚ oỽ cul dym angẏɼ an Ioỽle mᵃɼ tuɼ napɘl oỽ bɘỽnanσ ⁚ mɘaſtė̑ꝑ by my ſoỽlɘ hag aſ goɼ ol thė̑ mʼnaσ̇̑ ⁚ deꝛ eſeldeꝛ peyn ha mɘ(???)ỽlɘ mɘ ɼɘlathɘσ luɘσ canσ ⁚ hag in dɘlla ẏỽ oỽ thoỽle
		wath dyſwul moy
		Ꞇoꝛ mɘ̑toɼꝭ guɘſyɘ̑ fol Ꞇoꝛmɘ̑toɼꝭ Dugh thym ol	$\begin{matrix} \end{matrix}}$	abɘɼth mahu̇̑ ha ſoly
		Hc pompabunt Ꞇoꝛtoꝛꝭ w^t ſwɘɼdyσ(???)
₰	α	hɘẏl coſtɘntɘƞ thɘ nobil Dɘl ȯ̑ƞɘy thɘ lɘl bobil	$\begin{matrix} \end{matrix}}$	Deỽethẏσ ython waɼbaɼth
		Rag ɘn^ꝛo dꝭ ha goꝛthyanσ Bɘnitha the eſkeɼanσ	$\begin{matrix} \end{matrix}}$	mᵃɼaſ cafaff ˰^kɘuyn ſuɼ ny waɼth
Conſtȧ̑ tinꝯ	α	wolcum kynghtꝭ ɘuʼychoƞ(???) ⁚ ɼɘẏσ ẏỽ dẏwẏ lafurẏa Rag chaſtẏa ˰t(???) cɼuſtunẏoƞ ⁚ dꝛɘσ ol gluaſ ɼome alȇ(???)ma

[45]

₰	α	Mynσ a gꝛɘyσ in map maɼyon ⁚ dʼ peyn gɼuɘgh agɘlatha byth na thoỽtẏogh dȃpnaſcȯ̑ƞ ⁚ me agꝭ mɘ̑tɘ̑ nɘfɼa
ij Ꞇoꝛtʼ	α	Nythoỽtẏn ꝑẏl na pegh yma dɘbɼoƞ thu̇̑ ijỽɼɘgh	$\begin{matrix} \end{matrix}}$	mᵃɼ bɘl oỽ boyσ oỽ powɘσ
		hɘb moldra an cɼuſtunẏoƞ oɼnogħ thẏnnẏ ſoỽdoɼẏon	$\begin{matrix} \end{matrix}}$	na garra ſɘỽɘl in cɼɘſ
Conſtan tinꝯ Imꝑ	α	Ꞇuσ aɼỽoỽ gɘnogh ẏtha ij ¢ puɼguiɼ alɘmma	$\begin{matrix} \end{matrix}}$	guetẏogh omp͛ỽy manly
		Ꞇhɘƞ cɼuſtunyaƞ ſcollya goyσ na ſpaɼyogh yowynk na loẏσ	$\begin{matrix} \end{matrix}}$	eſkɘɼanσ oỽ du ſoly
iij Ꞇoꝛtʼ	α	Naɼɘ̑ puɼguiɼ coſtẏƞtyƞ ẏ aſtɘỽɘth toꝛmȇt tyƞ	$\begin{matrix} \end{matrix}}$	mynσ awoɼth c̀ſt anbꝛebo^ꝛꝛ
		Duɘƞ in kɘɼth ſcoƞ cowɘtha Pup ay du gɼu̇̑eσ aſpẏa	$\begin{matrix} \end{matrix}}$	oỽ quandra mᵃɼ ſuσ tɼɘyto^ꝛꝛ
Calo	α	Mɘ a wɘẏl ɘnoσ ij guaσ Ϭuɼ oɼth fyſmė̑σ agɘ faẏσ	$\begin{matrix} \end{matrix}}$	cɼuſtunẏoƞ ẏth haỽalſė̑σ

[46]

₰	α	ꝸeꝛẏσ leferugh thẏnnẏ pana cɼɘgyanσ uσ dẏwẏ	$\begin{matrix} \end{matrix}}$	oma ſcoƞ waɼ beyn mʼnanσ(???)
Comɘσ	α	In c̀ſt iħu nẏ a gɼɘẏσ awoσ oỽƞ a thɘ̑ in beẏσ	$\begin{matrix} \end{matrix}}$	ny foꝛſakẏn y hanow
		neb na cɼɘſſɘ in dɘlla Ꞇhɘ peẏƞ yfɘꝛn ſuɼ ẏtha	$\begin{matrix} \end{matrix}}$	Ꞇhɘ toꝛmɘ̑t panỽo maɼoỽ
I toɼtʼ	α	Out warnɘs tẏ ploσ bɼathkẏ na hanw c̀ſt thɘ ɼagoƞ ny	$\begin{matrix} \end{matrix}}$	ha mᵃɼ quɼɘth yfɘth mʼnanσ
		Rag dẏſwul an cɼuſtunyɘƞ Danỽɘnẏσ ganσ coſtɘntɘƞ	$\begin{matrix} \end{matrix}}$	nẏ ẏỽ thɘ̑ poỽma dẏblanσ
Doctoꝛ in fidɘ	α	awoyσ oỽn a coſtɘntɘƞ nag a pɘẏnẏσ nɘb tʼmɘƞ	$\begin{matrix} \end{matrix}}$	iħu nẏɼɘ̑ dẏnaha
		Ꞇhynny mᵃɼ quɼɘgh ỽɘlẏnẏ Cɼyſt ẏỽ pɘ̑ an aɼlẏthẏ	$\begin{matrix} \end{matrix}}$	ara agyσ aquẏtẏa
ij Ꞇoꝛtoꝛ	α	Ꞇy hoꝛſen ageƞ bɼag ny Ꞇhẏσ mylwt ha þɘ c̀ſt fy	$\begin{matrix} \end{matrix}}$	Dynagh uſkꝭ y hanoỽ
		þɘ galoỽσ aɼɘdy

[47]

₰	α	Goꝛth quik Ioỽẏn ha ſolẏ bo ty aỽẏꝛwe eꝛedy	$\begin{matrix} \end{matrix}}$	oma dꝛe peẏnẏσ garoỽ
Comɘσ	α	Guɘl ẏỽ gɘnɘƞ ny mʼwɘl es goꝛthẏa dɘỽle dẏogɘl	$\begin{matrix} \end{matrix}}$	in bẏſma ẏỽ gɼuɘẏσ apol
		Ꞇɼu a thu aſogh gokẏ na woꝛthyogh c̀ſt aỽ͛cy	$\begin{matrix} \end{matrix}}$	athuk mʼnanσ ɼagon oỻ
iiσ Ꞇoꝛtoꝛ	α	Rag coỽσ gɘɼẏoỽ mᵃɼ ỽɘlɘn in clogh p͛nnyɘɼ puɼcɘɼtɘƞ	$\begin{matrix} \end{matrix}}$	oma y fɘthɘth cɼɘgẏσ
		Inwɘth an tɼɘyt^ꝛꝛ(???) aɼaỻ Ryb thɘ ſcoth kɘꝑ ha gal	$\begin{matrix} \end{matrix}}$	gɘnɘỽy aỽɘth hangẏσ
Doctoꝛ in fidɘ	α	Maɼia mytʼnɘſ nɘff maɼia agɘ̑ ɘnɘff	$\begin{matrix} \end{matrix}}$	pɘẏσ mɘ̑gɘffo ſaluaſco͡n
		a pobẏl omſchumunẏσ Rɘmɘ̑bɼogh agꝭ ſꝑẏσ	$\begin{matrix} \end{matrix}}$	ɼag doỽt cafuσ dȃpnaſcȏn ... fi
Calo	α	Ꞇaỽ gayσ thym the ombɼɘnɘ Puɼ a wylſta waꝛ an kɘɘ	$\begin{matrix} \end{matrix}}$	gɘſyσ yn bẏſma ɘnaff

[48]

	α	kẏnfo poꝛthoỽ nɘff dɘgɘẏσ wath ẏfɘꝛne a ỽɘth alɘyσ	$\begin{matrix} \end{matrix}}$	pɘneẏl ɘllɘƞ foꝛσ nẏɼaff
Comeσ	α	Iħu arluth cuff coloƞ Iħu grond thyƞ ſaluaſcȯ̑n	$\begin{matrix} \end{matrix}}$	ɼag oma ɼɘyσ yỽ mʼwɘỻ
		Bɘnẏgɘσ ɼɘbo anp͛ẏσ Iħu dẏſo oỽ ſꝑẏσ	$\begin{matrix} \end{matrix}}$	mɘ a gɘmɘ̑ Dẏogɘl ...fi...(???)
Iꝰ Ꞇoꝛtʼ	α	Lɘmɘ̑ pan ỽſonσ in cɼok ỽſkẏσ mogh hɘɘ̑ agɘ dɼok	$\begin{matrix} \end{matrix}}$	Duɘ̑ dɼɘthɘ ganσ clɘthɘthẏoỽ
		an tɘnɘwɘn thẏ gɘla mᵃɼ guiɼ an Ioỽlɘ ɼɘſpɘla	$\begin{matrix} \end{matrix}}$	hɘlmɘ at ɘỽɘ maɼoỽ
ijσ(???) Ꞇoꝛtʼ	α	Dɘꝛ y gela mɘaɼɘyσ nẏ gara ſɘỽɘl in cɼɘẏσ	$\begin{matrix} \end{matrix}}$	atta hẏ dɘꝛ ẏ pottꝭ
		mɘ an fɘlgɘ adɼuσ thɘ̑ pɘ̑ may tɘffo ẏ ompẏnnɘ̑	$\begin{matrix} \end{matrix}}$	ha ſkẏnnya aỽɘl mottꝭ

[49]

iij Ꞇoꝛtʼ	α	ꝑyσ on ny the gul dɼok nɘb naỽo ɼɘ̑ gɘffo cɼok	$\begin{matrix} \end{matrix}}$	cothyσ thɘ̑ doẏɼ attonſy
		agɘ c(???)oꝛff waɼbaɼth yỽ tɼogh Dyghtyσ ɘnσ kɘꝑ ha brogh	$\begin{matrix} \end{matrix}}$	a ỽo ſquɘɼdꝭ ganσ mylgẏ
Calo	α	Nɘfɼɘ coſkɘꝛ ongꝛaſſyaσ mɘnogh aɼa boſtoỽ braσ	$\begin{matrix} \end{matrix}}$	nɘb tɘbɘl doꝛne panỽo gɼuɘẏ...
		maσ hap dɼok oɼthugh a ſkyn gaſɘ faɼwɘl mɘaỽẏn	$\begin{matrix} \end{matrix}}$	mollɘth du in cowɘthɘyσ
		trᵃncʼ(???) Calo ɘt toɼtoɼɘσ ɘxpɘctʼ placʼ
Ihc Dɘuσ in cɘlo dicʼ	α	Oỽ ɘlɘth gỽyƞ aỽɘl gɼuɘẏσ an ɘnɘỽoỽ mʼthɘɼijσ	$\begin{matrix} \end{matrix}}$	dɼɘwhy ſcoƞ thɘ lowɘna
		ɼag agɘ lauʼ in bɘẏσ gɼontꝭ yỽ dagɘ ſꝑẏσ	$\begin{matrix} \end{matrix}}$	an Ioy a thuɼ bẏσ nɘfɼa
Micaɘl	α	Iħu thɘ ỽoth a ỽɘth gɼuɘẏσ nɘb ẏỽ in bɘẏσ mʼthɘɼijσ	$\begin{matrix} \end{matrix}}$	y a duɘ dɘ lowɘna
		Dɘl yỽ dẏnnẏ comondẏσ(???) lɘl pupỽɼol ẏfɘth gɼueẏσ(???)	$\begin{matrix} \end{matrix}}$	hag ytɘgoth in dɘlla

[50]

Gabꝛiɘl	α	a eneỽoỽ m͛theꝛijs Ioy nɘff ẏma dẏugh gɼontẏσ	$\begin{matrix} \end{matrix}}$	ganσ c̀ſt iħu awaɼtha
		Dɼɘfɘƞ an toɼmɘ̑t inbɘẏσ thagꝭ coꝛfoỽ ɼɘbuɘ gɼuɘẏσ	$\begin{matrix} \end{matrix}}$	why agẏσ bɘth lowɘna
		hɘꝛ þɘ ſoỽlyσ aɼɘ˰dy
Iꝰ Ꞇoꝛtʼ	α	Out duɘ̑ in kɘɼth cowɘtha Ꞇhɘ nɘb hɘnſy ɼag cutha	$\begin{matrix} \end{matrix}}$	kɘn waɼbaɼth ẏth on lɘſkẏσ
		in nɘyɼ ɼȗ caɼadɘỽdɘꝛ ẏma cothyσ goloỽdɘꝛ	$\begin{matrix} \end{matrix}}$	Dɼɘtho may thoff a muwẏσ
		Hic Ϭanctꝯ Ϭiluɘſtʼ Incipit dicɘnσ
₰	α	Gɘſugh cɼɘẏσ ỽfɘl ha clo^ꝛɼ ⁚ in hanoỽ du dylawɘ nɘb a foɼmyaσ nɘff ha no^ꝛɼ ⁚ in byſma ganσ ẏdulɘ map dɘ̑ a pɼẏ
		Ꞇaẏσ ha map ha ſꝑẏſſanσ iij fɘɼſon hag ỽn ſubſtanσ hɘnna ẏỽ an lɘl cɼɘgyanσ	$\begin{matrix} \end{matrix}}$	Dɘl dɘſkɘ ſanσ ɘgloσ dẏnnẏ
₰	α	lɘmɘ̑ waɼbaɼth oỽ flɘhẏσ ⁚ nẏaỽyƞ moyσ alɘmma Ꞇhɘ anclɘthiaσ anduσ ỽaẏσ ⁚ uσ mʼthɘɼijσ dɘl glowa ganσ dɼok pobẏỻ

[51]

₰	α	Ꞇuσ an empo^ꝛ coſtɘntɘƞ Gaſa cɼẏſtẏɘ̑ byỽ nyỽɘƞ	$\begin{matrix} \end{matrix}}$	in poỽma puɼthyogɘl
		dɘſcʼ þɘ tȗbɘ aɼɘdy
Caɼdina lɘ	α	ꝸɘluɘſtʼ agɘƞ taẏσ wɘk Iħu aɼluth galoſɘk	$\begin{matrix} \end{matrix}}$	pupỽɼ ɼɘgɘƞ guɘɼɘſa
		at oma an duσ ỽaroỽ goɼɘ̑ y ſcon in bɘthoỽ	$\begin{matrix} \end{matrix}}$	ha fẏẏn quik alɘmma
		hɘɼ thɘy bɘɼyth thɘm
ꝸiluɘſtɘꝛ	α	lɘ̑mɘ̑ paƞ ỽſonσ inbɘth Iħu c̀ſt pɘ̑ an ɘlɘth	$\begin{matrix} \end{matrix}}$	goꝛw^t agɘ ɘnɘỽow
		nyaỽyƞ polgɘ aỽodya mᵃɼ a kyllyƞ omguẏtha oɼth coſtɘntyƞ in toɼma	$\begin{matrix} \end{matrix}}$	kɘƞ ganſo bɘthɘ̑ maɼoỽ
₰	α	Ꞇhɘ̑ mɘnɘth a ſɘɼaptyƞ monɘσ puɼguiɼ nyaỽyƞ	$\begin{matrix} \end{matrix}}$	in Romɘ dyƞ ny dal tɼɘgɘ
		gɘna oỽ mɘbẏɘ̑ lyɘƞ Dugh lɘmɘ̑ bɼaσ ha byɘƞ	$\begin{matrix} \end{matrix}}$	mᵃɼ kyllẏƞ polge omguẏthɘ(???)
		aſcʼ ad mȏtɘ̑ ſɘɼapt... a ỽyſoỽɼ aɼɘdy apon̑ Conſtantyn̑ yσ facɘ

[52]

	α	ad conſtantinum
ijσ Ꞇoꝛtʼ	α	Hɘyl ẜ arluth coſtẏntɘƞ Cɼuſtunẏoƞ maroỽ gɘnɘƞ	$\begin{matrix} \end{matrix}}$	ẏma ſuɼ nɘb tɼẏ ỽganσ
		Ran cɼɘgyσ ɼaƞ dɘbẏnnẏσ ɼan oɼth loſtoỽ mɘɼgh dɼaylẏσ	$\begin{matrix} \end{matrix}}$	ɼaƞ lɘſkꝭ in tan dẏblanσ
		tᵃncʼ
Conſtan tinuσ	α	Ɛugh thɘ dɼɘ oỽ ſoỽdoɼyaƞ ⁚ an Ioỽlɘ thagꝭ coỽya ẏma oɼthɘff loỽɼygẏaƞ ⁚ cothẏσ ha ny won fɘtla Ɛllaσ ɘllaσ
		yth oma gyllyσ lɘpɘɼ Dɘl lɘuʼ pup ol hagɘɼ	$\begin{matrix} \end{matrix}}$	nẏ gaɼ dɘ̑ guɘlɘσ oỽ faσ
₰	α	a goỽy pendra yỽ guɘl ⁚ oꝛthɘff lɘ̑mɘ̑ thɘ ỽoyσ gɼuɘẏσ a mɘ ɼɘbuɘ ɼɘɘ cɼuɘl ⁚ oɼth cɼuſtunyaƞ mɘ a gɼɘẏσ a tɘktʼ ɼychyσ faɼwɘỻ ⁚ nɘbɘσ Ioy ambuσ anbɘẏσ m(???)ɘ̑ſɘn ſtak ȏma mʼwɘỻ ⁚ in mɘſkɘ tuσ naỽɘ̑ guɘlyσ
Iuſtꝯ	α	Danỽɘnogh thaƞ ɘpſcoboỽ ⁚ han doctoꝛσ bɼaσ doyσ oma y a lɘfɘɼ dɘɼ lẏfɼẏoỽ ⁚ mᵃɼſuσ ſaỽmɘnt in byſma oꝛth an clɘỽɘσ
		Rag ẏ ẏỽ calcoɼyaƞ ỽɼaẏσ ha na bɘɼthuth oỽn in caẏσ	$\begin{matrix} \end{matrix}}$	thɘ̑ dɘſɘyσ y a guɘɼɘσ

[53]

Conſtan tinꝯ	α	Maſɘgɘɼ a thɘſɘmpẏσ ⁚ kɘɼgh thym an ɘpſcop ȏma han doctouɼ bɼayσ kɘkɘfɼyσ ⁚ yỽ gɘlwẏσ flo^ꝛꝛ an bẏſma	$\begin{matrix} \end{matrix}}$	ſuɼ in clɘɼgẏ
		mᵃɼ cothɘnσ dym lɘfɘɼɘl boẏσ nɘb guɘɼɘσ dyogɘl	$\begin{matrix} \end{matrix}}$	oɼth an clɘỽɘσ ambuσ ỽy
ij Nu̇̑ciꝯ	α	Hɘyl ẜɘɼ ɘmꝑo^ꝛꝛ coſtɘntẏƞ ⁚ oma ytheſɘ ꝑẏσ Rag lafuɼia puɼ ẏlẏn ⁚ alɘm̑(???)a in thɘ nẏgẏσ	$\begin{matrix} \end{matrix}}$	ny ɼaff ſtɼɘchẏa
		an ɘpſcop han docto^ꝛꝛ flo^ꝛɼ mɘ aſkɘɼgh uſkꝭ thɘth to^ꝛꝛ	$\begin{matrix} \end{matrix}}$	moẏσ a ɼaff in ỽn tɼɘttẏa
		Hic pompabit Ɛpc̑ ˰poly ỽl Doctoꝛ
ij Nu̇̑ciꝯ	α	hɘẏl ẜ ɘpſcop in thɘ do^ꝛꝛ hɘyl inwɘth dywhẏ Docto^ꝛꝛ	$\begin{matrix} \end{matrix}}$	mɘtijσ da ogh in ỽn chy
		Ꞇhɘ coſtɘntɘ̑ ɼɘẏσ ẏỽ doẏσ p͛dɘɼugh in ta kyn moẏσ	$\begin{matrix} \end{matrix}}$	goꝛthɘboỽ fuɼ ɼɘẏσ ẏỽ ɼẏ
Ɛpc̑ poly	α	wolcum maſɘgɘꝛ ẏlyƞ ⁚ oyσ oma waɼ oỽ ɘna pendra wɘɼ thɘ coſtẏntẏƞ ⁚ dar nynſuſy in poynt da	$\begin{matrix} \end{matrix}}$	lauʼ thẏnnẏ
		mᵃɼ a ſẏwɘ dyſcraſiiσ mɘɘ̑ dɼɘthoƞ aỽɘth kɘfẏσ	$\begin{matrix} \end{matrix}}$	mayfo puɼ lowɘn dɘfɼẏ

[54]

Doctoꝛ	α	maẏl at ɘna baɼgẏƞ da ⁚ maſɘgɘꝛ wɘk lauʼ thẏmo in p͛ẏtha ⁚ thɘn ɘmꝑ tɘk pɘndɼuσ wɘɼẏσ
ij Nu̇̑ciꝯ	α	Claff dɘbɘɼthyσ ɘff ẏỽ ſuɼ nẏwɘlẏσ in bɘẏσ na muɼ	$\begin{matrix} \end{matrix}}$	dɘ̑ ỽith dɘl ẏwa dyghtijσ
Doctoꝛ	α	a haha mɘ a wothya bakchɘlɘɼ Iɘnkyƞ in p͛ẏtha	$\begin{matrix} \end{matrix}}$	hɘth oỽ lɘfɘɼ afyſɘk
		Dokhy in dan thɘ gaſɘl ha gɼua thɘgy oỽ goɼmɘl	$\begin{matrix} \end{matrix}}$	oỽ boyσ fɘcycyɘ̑ connɘk
		ɘɼthy(???)n̑(???) pott þɘ boỽkɘ aɼɘdy and thɘ ỽɼnɘỻ ɘ̑ſpɘktad
Clɘɼicꝯ Ian kyn	α	Rag ɘſya an pɘdɼɘ̑noỽ ha ɼag ſtopẏa taɼthɘ̑noỽ	$\begin{matrix} \end{matrix}}$	yma thywy foɼtɘ̑ tɘk
		a caffogh ſuɼ bɘnɘwɘƞ polgɘ ɼyb agꝭ tɘnɘwɘƞ	$\begin{matrix} \end{matrix}}$	why a ꝓffſɘ dɘ̑ connɘk
		dɘſcɘndit ad conſtantinum
Ɛpcʼ poly	α	Goɼthyanσ in ſɘ ħa lowɘnɘ	$\begin{matrix} \end{matrix}}$	Ꞇhyugh aɼ luth gluaσ
		ȏma whaɼɘɘ ⁚ nẏ ɼɘdufɘ ⁚ ganσ an gannaσ

[55]

Conſtantinꝯ	α	a wolcum ẜ epſcop flo^ꝛ(???)ꝛ wolcum inwɘth ẜ docto^ꝛ(???)ꝛ	$\begin{matrix} \end{matrix}}$	Dugh inbaƞ mɘ agꝭ pɘẏσ
		Oỽ clɘỽɘσ p͛ſt wẏ a wɘyl nẏnſyỽ gɼɘfonσ in d(???)an gɘyl	$\begin{matrix} \end{matrix}}$	a wothogh gul dym guɘɼɘyσ
Doctoꝛ	α	mannaff guɘlɘσ agẏσ do^ꝛꝛ hag in ỽɼna an ɘmpo^ꝛꝛ	$\begin{matrix} \end{matrix}}$	an gɘỽɘth goɼthẏb in cayſ
Iuſtꝯ	α	mɘ a pɼɘdɘɼẏσ hɘnna yỽɼyn atta oma	$\begin{matrix} \end{matrix}}$	toỽlɘ in thɘ wɘdẏɼ glȧyſ
Doctoꝛ	α	Hoc ỽɼin̑(???) maloɼȗ Ɛt nimiσ ɼubr(???)oꝝ	$\begin{matrix} \end{matrix}}$	aha mɘ a woɼ in ta
		Duσ oma bachɘlɘɼ Iɘnkyƞ myɼ waɼỽaƞ dɼɘfɘ thɘ ỽyƞ	$\begin{matrix} \end{matrix}}$	ay lok up bẏſchɘɼɘỽtha
₰	α	annotho nagẏ̑mʼ gloyσ kynthuσ ganſo ſawɘɼ poẏσ	$\begin{matrix} \end{matrix}}$	goꝛ dotho nɘσ thɘ fɼygoỽ
		hɘlma ẏỽ matʼ tẏkly lɘmɘ̑ mɘawoɼ dɘfɼẏ	$\begin{matrix} \end{matrix}}$	pɘndɼa ẏỽ an clɘỽɘgoỽ

[56]

₰	α	Pendra ỽẏnnogh Dym thɘ ɼy ha ſawẏσ puɼ ɘɼɘdẏ	$\begin{matrix} \end{matrix}}$	coſtɘntẏƞ bɘthugh gɘna
		Dɼɘwɘɼɘσ oỽ du ſoly mɘ aỽyn gul dɼẏnk dẏwhy	$\begin{matrix} \end{matrix}}$	mᵃɼ cafa ſtoff thɘ pɘɼna
Conſtȧ̑ tinuσ	α	Ꞇan at ȏma thyσ x punσ In dallɘth an ɼɘma ſynσ	$\begin{matrix} \end{matrix}}$	gɼua ỽy ſaỽ hag ẏ fɘth guɘl
		Bɘnithɘ in thɘ ỽɘỽneẏnσ ⁚ mɘathɼa ꝑlɘt ỽhɘl
Doctoꝛ	α	mayl an ɼɘma aɼa lɘσ mɘaỽyƞ pɘſẏ cumẏɘσ	$\begin{matrix} \end{matrix}}$	ɼag monɘσ dɼɘ
		aɼta mɘathuɘ dɘth ẏoỽ oma dẏugh ganσ dɘwoſoỽ	$\begin{matrix} \end{matrix}}$	a ɼɘllɘ agſ ſawyɘ
		Dɘſcendit cȗ clɘɼico ɘxpɘctʼ ɘpcʼ poly ib...
₰	α	Ru̇̑ fay nyalla ꝑagh bɘſɘ(???) tɘka pɘmont nanſyỽ wɘſſɘ	$\begin{matrix} \end{matrix}}$	ɼɘ du ſolẏ nȗdaɼfa
		Ϭaỽ malbɘ dam a woƞ ỽẏ Guɘɼɘσ thɘ clɘỽɘσ dɘfɼy	$\begin{matrix} \end{matrix}}$	bẏtɘwɘth ɼɘẏσ ẏỽ bɘwa
		mᵃɼ ny wɘɼɘσ falſuɼẏ ⁚ fɘcɘſſyoƞ ny thɘɼɘff nɘfɼa
		Fi(???) tɼᵃcʼ(???) domȗ(???)

[57]

Clɘɼicꝯ	α	mɘ nẏ won guɘl loſowɘn in bẏſma ɼag fɘcẏcẏɘƞ	$\begin{matrix} \end{matrix}}$	bẏ mẏ tɼoẏth ɘσ dɘl ẏỽ goỽ
		Fi trᵃc̑(???) domȗ
Conſtantinꝯ	α	Ɛpſcop pɘndra lɘuʼẏth nywon uσ mɘthɘgyɘth	$\begin{matrix} \end{matrix}}$	am gɼuɘllɘ ſaỽ dɘꝛ lyfɼẏoỽ
Ɛpcʼ poly	α	Nag uσ aɼluth ɼȗ loỽta mɘ ɼɘbuɘ ſuɼ oỽ ſtuthya	$\begin{matrix} \end{matrix}}$	in lyfɼyoỽ nanſyỽ tɼɘmmyσ
		why nyỽɘthugh ſaỽ nɘfɼa mᵃɼnɘσ golhyσ in byſma	$\begin{matrix} \end{matrix}}$	a ỽɘwhy puɼguiɼ in goyσ
p͛latꝯ	α	Ny ɼɘỽuɘ oỽ ſtɘthya ſuɼ a pɘgh golhyσ dɼɘ goyσ puɼ	$\begin{matrix} \end{matrix}}$	wy a fya tɘk ſawyσ
		ha bɘnitha kɘn manʼ Dɘl goỽσ thẏnnẏ an lɘfɘɼ	$\begin{matrix} \end{matrix}}$	nẏ ẏllogh bonɘσ yaghhɘyσ
Conſtantinꝯ	α	pa na goyσ a ỽɘth hɘnna na ſpaɼyogh bɘſt in byſma	$\begin{matrix} \end{matrix}}$	mᵃɼ a kylla boyσ kɘfẏσ
		Othȏmɘk mɘaỽẏa ⁚ Dɘl wɘlogh thɘ ỽoẏσ ſawyσ

[58]

Ɛṗ̑c poly	α	Ny dal dotho boẏσ goẏσ bɘſt flɘhẏσ puɼɼɘyσ ẏỽ dẏugh fɘſt	$\begin{matrix} \end{matrix}}$	thɘ kuntɘl dɼɘσ ol anpoỽ
		ha ſpɘcylẏ ɼɘɘ oỽ tɘna goẏσ glan yma thɘ̑ ɼɘna	$\begin{matrix} \end{matrix}}$	a dɼɘmɘ̑ pup ɘlyoỽ
		gɼuɘgh whybath in lẏcoꝛ na ⁚ hag ẏfɘthugh puɼ ſaloỽ
p͛latꝯ	α	Danỽɘnogh ſoỽdɼyσ in poỽ Ꞇhɘ kuntɘl an flɘhyggyoỽ	$\begin{matrix} \end{matrix}}$	ɘa nu̇̑byɼ a tɼɘ̑mẏl
		han ɼɘna bɘthɘnσ lɘthẏσ hagɘ goẏσ puɼ ẏ ſawyσ	$\begin{matrix} \end{matrix}}$	tɘk ha glaƞ yn ỽn ỽɘcẏl
		panỽɘgh in hɘnna golhẏσ ⁚ ythɘgh gỽẏƞ aỽɘl cɼyſtɘl ... Fi(???)
Conſtan tinꝯ	α	hɘl mẏỽ tra aẏl boẏσ gɼuɘẏσ Ꞇoɼmɘ̑toɼꝭ Dɘſɘmpẏσ	$\begin{matrix} \end{matrix}}$	Ꞇoɼmɘ̑toɼꝭ ſcon thym dugh
		Ꞇoɼmɘ̑toɼꝭ ganσ muɼ gɼɘyσ	$\begin{matrix} \end{matrix}}$	Ꞇoɼmɘ̑toɼꝭ Dufunugh
		ad cȏſtȃtinȗ
Iꝰ Ꞇoɼtʼ	α	hɘẏl oỽ aɼluth coſtɘntẏƞ kɘkɘfɼẏσ gal ha bɼɘntyƞ	$\begin{matrix} \end{matrix}}$	oma ẏthoƞ dɘỽɘthẏσ
		Dɘl gɼɘſɘ awoyσ gul da nẏɼuſſugh agɘ̑ cɼɘya	$\begin{matrix} \end{matrix}}$	na thẏwhy nẏnſo ỽſijσ
		þɘ wẏ̑mɘ̑ aɼɘdy w^t thɘɼ chyldɼyn̑

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Conſtan tinꝯ	α	Ɛugh thymo dɼɘσ ol anpoỽ kɘfɼẏσ ɼomɘ ha lu̇̑baɼdẏ kuntullugh an flɘhẏggẏoỽ aỽo puɼ cɘɼtɘ̑ a chy	$\begin{matrix} \end{matrix}}$	Ꞇhɘ tɼy blythy
		Dɘnσ ȏma hagɘ mammoỽ Ꞇɼɘ̑myl oɼth nyỽɘɼ hɘbwoỽ	$\begin{matrix} \end{matrix}}$	nẏnſuσ foꝛſɘkẏn fenσ ¢ ˰^moy
₰	α	Ɛnσ pup oỻ in y quaɼtɼɘ̑ ꝑcɘl tuσ aɼỽoỽ cɘɼtɘ̑	$\begin{matrix} \end{matrix}}$	intɼɘthogh ɼɘ̑nẏσ aỽɘth
		nɘb a kuntɘl an moghẏa angɘỽɘth angɼayσ bɼaſſa	$\begin{matrix} \end{matrix}}$	ɘa ha ɼɘwaɼd(???) puɼfɘth
		aɼmatoɼɘσ aɼɘdy
ijσ Ꞇoꝛtʼ	α	aɼluth the ỽoth aỽɘth gɼueẏσ quaɼtoƞ mɘẏnẏ dɘſɘmpẏσ	$\begin{matrix} \end{matrix}}$	Dugh gɘnaỽy alɘmma
		Bɘnɘ̑ ganσ thɘ flogh bẏɘn̑ hath kɘntɼɘỽogɘσ cɘɼtɘƞ Ꞇɼuſſogh quik thɘ coſtɘ̑tẏƞ	$\begin{matrix} \end{matrix}}$	bo my agꝭ lath ȏma

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