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7/31/2019 Reproductive Health Statistics and Encyclicals by Prof Mary Racelis http://slidepdf.com/reader/full/reproductive-health-statistics-and-encyclicals-by-prof-mary-racelis 1/34  ZAFBE’_ HBCDPH CE@ ZBDDLBIEJ; Awb|oafiej phb Ph|bb @’s ag @isbf~azb|fbep$ @isclidipy ce` @bcph Fc|y \cobdis @b~c|pfbep ag _aoiadajy ce` Ceph|a~adajy ^|bsbepcpiae ga| —F@J ' JC@ Oaf~diceob; Issrbs ' Ohcddbejbs‖ Oipibs _hc|iej ce` ^dceeiej Za|msha~ Pclcoa Oipy$ Fc|oh 3?$ <>>9
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Reproductive Health Statistics and Encyclicals by Prof Mary Racelis

Apr 04, 2018

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Page 1: Reproductive Health Statistics and Encyclicals by Prof Mary Racelis

7/31/2019 Reproductive Health Statistics and Encyclicals by Prof Mary Racelis

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 ZAFBE’_ HBCDPH CE@

ZBDDLBIEJ; Awb|oafiejphb Ph|bb @’s ag @isbf~azb|fbep$

@isclidipy ce` @bcph

Fc|y \cobdis@b~c|pfbep ag _aoiadajy ce` Ceph|a~adajy

^|bsbepcpiae ga|

—F@J ' JC@ Oaf~diceob; Issrbs ' Ohcddbejbs‖ 

Oipibs _hc|iej ce` ^dceeiej Za|msha~

Pclcoa Oipy$ Fc|oh 3?$ <>>9

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Iep|a`ropiae

 Cey sb|iars `isorssiae ag zafbe‑s hbcdphhard` l|iej ie aoia&ordpr|cd |bcdipib ce`phb waiob ag zafbe phbfbdwb%

Lbocrb ~aa| zafbe c|b phab fap`b~|iwb` ag jaa` hbcdph oc|b$ ip i phbi|  

iprcpiae ce` waiob phcp ocdd ga| ~|ia|ipycppbepiae%

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^aa| Gidi~iea Zafbe’s \bcdipibs; Gcops ce` Gijr|bs

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Gidi~iea zafbe c|b `yiej cp

recoob~pcldy hijh |cpb%

• Phb|b c|b 37< fcpb|ecd `bcphs ga| bwb|y3>>$>>> diwb li|phs (<>>7 E_A Gcfidy ^dceeiej

_r|wby)%

• 33 Gidi~iea zafbe `ib bwb|y `cy g|af~|bjeceoy&|bdcpb` ocrsbs%

• 8 ag phbsb `bcphs oafb g|af ie`rob`cla|piaes= cdd oafb g|af ~aa| hbcdph oc|b%

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3) C oaes~i|coy ag sidbeob hi`bs phb p|cjb`y ag fcey ~aa| zafbe$ ga|ob` pa sbbm ce cla|piaega| dcom ag |bdicldb gcfidy ~dceeiej fbpha`s

0:?$0>> ie`rob` cla|piae aoor| ceercddy(Krc|b{$ Oclijae bp cd% <>>2$ lcb` ae E@H_ `cpc)

 Cla|piae |cpb (<>>>); <: ie`rob` cla|piae ~b| 3$>>> zafbe cjb` 32&00 (Krc|b{$ Oclijae bp cd%)

Fbpha` rb` ly ~aa| zafbe; Hidap !Fi`zigb p|bcpfbep (hb|l `|iem$ phbe fccjb)

Iddbjcd$ odce`bpieb cla|piae odieio

_bdg&ie`rob` (krf~iej agg c zcdd$ hcejb|$ `bza|fiejfb`ioieb) 

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<) Phb |bcsaes zafbe jiwb ga| sbbmiej cecla|piae |bgdbop phb `iggiordpibs phby (ce`phbi| s~arsbs!~c|peb|s) gcob ie ~|bwbepiej~|bjeceoibs phby `a eap zcep;

Phb boaeafio oap ag |ciiej c ohid`

 Cd|bc`y hcwb bearjh ohid`|be

Phb ~|bjeceoy aoor||b` paa aae cgpb| phbi| dcp aeb Phb ~|bjeceoy |brdpb` g|af ga|ob` bx

 Cooa|`iej pa phb <>>? E@H_;

Phb|b i c jc~ lbpzbbe `bi|b` gb|pidipy (<%2 ohid`|be) ce`

coprcd gb|pidipy (?%2 ohid`|be)% Phi if~dib c ijeigiocep refbpebb` ga| |b~|a`ropiwb hbcdph b|wiob ce` oaffa`ipib%

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0) Oaf~diocpiaes ‟ ieodr`iej `bcph ‟ c|isbg|af rescgb cla|piaes%

Ie <>>>$ ce bpifcpb` 3>2$>>> zafbe

zare` r~ ie ^hidi~~ieb ha~ipcd c c |brdp

ag cla|piae oaf~diocpiae (hbfa||hcjb$

iegbopiae)$ ag zhaf :9$>>> zb|bha~ipcdi{b` ga| ie`rob` cla|piae (Krc|b{$

Oclijae bp cd% <>>2)%

Fcey zb|b p|bcpb` lc`dy ly ha~ipcd pcgg%

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Cla|piae is ce cejrishb` ohaiob ga| faspzafbe% Hb|b c|b pza cooareps;

—I gbdp jridpy lrp I pharjhp ip zcs lbppb| phce hcwiej ceaphb| ohid` phcp zidd aedy srggb| lbocrsb zb hcwb ea gaa`‧% I krsp ~|cyb` pa Ja` ce` csmb` ga| ga|jiwbebss%‖  

—I hc` pa `a ip$ @|c% Ip zcs phb aedy a~piae dbgp pa fb% I `i` ip% Ip hr|p sa$ sa froh$ I zcs ie lb` ga| ph|bb `cys% I cf sa$ sa jridpy% Phb ~|ibsp sci` Ja` zidd ga|jiwb fb ig I |b~bep bearjh% Lrp haz zidd I bwb| ga|jiwb fysbdg1‖  

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2) Reiepbe`b` ~|bjeceoibs (phb |aapocrsb ag ie`rob` cla|piaes) c|b phb |bsrdp

ag eap rsiej cey ga|f ag oaep|cob~piae$ a|ce iebggboprcd ga|f ag oaep|cob~piae%

Lcb` ae phb <>>7 E_A Gcfidy ^dceeiej _r|wby;

09%0"; `a eap bejcjb ie gcfidy ~dceeiej ag cey mie`

2>%7" rb gcfidy ~dceeiej; ?7"; fa`b|e oaep|cob~piwb fbpha` (~idd$ oae`af) ag zhioh 28%3"

|bdy ae phb jawb|efbep ga| phbi| oaep|cob~piwb r~~dy

30%8"; p|c`ipiaecd fbpha` (|hyphf$ ziph`|czcd$ clpiebeob)

>%<"; fa`b|e ecpr|cd gcfidy ~dceeiej (ob|wiocd froar$ Liddiej$pce`c|` `cy= dcopcpiaecd cfbea||hbc)

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7) Dcom ag coobss pa |b~|a`ropiwb hbcdphsb|wiobs if~b|ids zafbe (zha c|b ga|ob` pa

sbbm ce cla|piae cs phbi| ga|f ag gcfidy~dceeiej#)%

Pa l|iej `aze fcpb|ecd fa|pcdipy |cpia ce` cla|piae|cpb$ bggbopiwb oaep|cob~piae i phb mby% Ip zard`cwb|p;

?>" ag fcpb|ecd `bcph

9>" ag cla|piae&|bdcpb` `bcph ce` `iclidipib

<>" ag ohid` `bcph (b~ eba&ecpcd `bcph ‟ ie 3p faeph)

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Zafbe ebb` |b~|a`ropiwb hbcdph

b|wiob• Phb ~aa|bp sriepidb a| <>" ag zafbe;

& Lbc| pziob c fcey ohid`|be (7)

oaf~c|b` pa ? ohid`|be ga| phb |iohbp

<>"& Hcwb phb hijhbsp refbp ebb` ga| gcfidy ―

~dceeiej (cp <7%:")

& Hcwb <%2 ohid`|be fa|b phce phby `bi|b

• Ag phb papcd erflb| ag ~aa| gcfidib (E_A <>>8);2:%?" hcwb bwbe ohid`|be$ ie oaf~c|iae pa

<?%8" zha hcwb aedy pza ohid`|be

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Gidi~iea Zcep Gcfidy ^dceeiej

_b|wiob

• _r|wby oaeipbepdy haz phcp Gidi~iea lbdibwb

ip i if~a|pcep pa fcecjb phbi| gb|pidipy ce` ~dce

phbi| gcfidy (9<") (<>>: ^rdb Cic r|wby)

• 89" cy phb jawb|efbep hard` ~|awi`blr`jbpc|y r~~a|p ga| fa`b|e c|pigioicd gcfidy

~dceeiej $ b%j% ~idd$ IR@$ oae`af$ dijcpiae$

wcbopafy

• :3" gcwa| phb ~ccjb ag phb \H Lidd (?|` Src|pb| 

<>>8 _Z_ r|wby)

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Harbhad` _i{b ce` ^awb|py

•  Ce ieo|bcb ie harbhad` i{b icooaf~ceib` ly c `bo|bcb ie ~b| oc~ipc

ieoafb$ cwiej ce` bx~be`ipr|b ae

b`rocpiae ce` hbcdph

Phcp i$ phb dc|jb| phb harbhad`$ phb dazb| 

phb ieoafb$ cwiej ce` iewbpfbep ieb`rocpiae ce` hbcdph%

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Gcfidy ^dceeiej

• Zhy eap c Ecpr|cd Gcfidy ^dceeiej (EG^)&

aedy ~adioy1

• Ag phb 2>%7" zha rb cey gcfidy ~dceeiej

fbpha`$ ?2%7 |bdy ae fa`b|e c|pigioicd

fbpha` (Pa~ ?; ~idd ]37%7"V$ dijcpiae

]3>%0"V$ IR@ ]0%3"V= aedy >%< rb EG^%

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Gcfidy ^dceeiej

• Bwbe ig fa`b|e Ecpr|cd G^ zb|b zi`bdycwcidcldb (zhioh is eap phb ocsb)$ eap cddzafbe ce` oar~dbs oce |bdy ae ip pa oaep|adphbi| gcfidy si{b ce` s~coiej;

Zafbe ziph i||bjrdc| ce` re~|b`iopcldb

fbesp|rcd oyodbs

Zafbe p|c~~b` ie clrsiwb |bdcpiaeshi~s ziph

fbe zha ga|ob phbf iepa sbx bwbe `r|iej

phbi| gb|pidb ~b|ia`s

Oar~dbs zha sbb bcoh aphb| i||bjrdc|dy (AGZs$

fij|cep s~arsbs)

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_bx B`rocpiae

• :7" ag Gidi~ieas cj|bb phcp —phb|b shard` lb c dcz phcp|bsri|b phb jawb|efbep pa pbcoh gcfidy ~dceeiej pa phbyarph‖ (?|` Src|pb| <>>8 _Z_ r|wby)

• Ar| yarph c|b jbppiej ieipicpb` iepa bx cp ieo|bciejdyyarejb| cjb (<>>< Yarej C`rdp Gb|pidipy ce` _bxrcdipy _pr`y)

^|bwcdbeob ag ~|bfc|ipcd bxrcd copiwipy ag yarph cjb 32&<0;<?%0" ie <>><

 Cwb|cjb cjb ag 3p bxrcd beoarepb|; 3:%2 ybc| ie <>><

• Ag phb bxrcddy copiwb fc||ib` yarph$ ? ie 02 (72%3") `i`eap hcwb cey ~|apbopiae `r|iej phbi| fap |bobep~|bfc|ipcd bx%

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_bx B`rocpiae

• Gidi~iea zcep bx b` ga| phbi| ohid`|be$ ce` phb

yarph ebb` ip%

• Froh ag phb yarph‑s |ismy sbxrcd lbhcwia| spbfs

g|af phbi| dcom ag meazdb`jb ae bx 8>" ag yarej gbfcdb `a eap meaz phb

gb|pidb ~b|ia` ag phbi| fbep|rcd oyodb (<>><

Yarph C`rdp Gb|pidipy ce` _bxrcdipy _pr`y)• Aedy 32%:" ag phb yarph cjb` 32&<0 g|bbdy pcdm

clarp bx cp hafb ziph phbi| gcfidy (<>>< ili`)

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IF^A\PCEP \ADB AG

DAOCD JAWB\EFBEP_

Gapb| |b~|a`ropiwb hbcdph ~|aj|cf$

dipbeiej pa phb wibz ag daocd zafbece` bejcjiej ie `icdajrb ziph aphb| 

pcmbhad`b|%

Faeipa| `bcph ce` iddebb ag zafbe

pc|jbpiej ~|aldbf c|bc ga| copiae ce`

adrpiae%

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Iepbj|cd pa phb eapiae agOhr|oh ag phb ^aa|

is c oaffipfbep pa—dispbe pa phb ~aa|‖ 

Is phb Ohr|oh dispbeiej pa ~aa|zafbe1 A|$ is ip$ ie bggbop$

ci`iej ce` clbppiejc oaes~i|coy ag sidbeobie ips |bdbepdbss oae`bfecpiae

ag |b~|a`ropiwb hbcdph1 

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 _oibepigio Bwi`beob ae

Oaep|cob~piae

Fa`b|e c|pioioicd oaep|cob~piwbs (~idds$IR@s$ iekbopcldbs) hcwb fbohceisfs ag

copiae phcp aoor| lbga|b gb|pidi{cpiae%^idds (OAOs) ~|ifc|idy iehilip awrdcpiae

IR@s |bdbcsb oa~~b| iaes phcp c|b paxiopa s~b|fs%

Phb gbc| phcp phby cggbop phb rpb|ieb

dieiej ce` iepb|gb|b ziph if~dcepcpiae isc hy~aphbpiocd aeb$ ce` is eap sr~~a|pb` ly

cwcidcldb bwi`beob (398: Pboheiocd \b~a|p _b|ibs :2?

ag c Za|d` Hbcdph A|jcei{cpiae _oibepigio J|ar~)

Oaep|cob~piwb Cdzcy \bsri|b`

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Oaep|cob~piwb Cdzcy \bsri|b`

 C~~|awcd ag Lr|bcr ag Gaa` ce`

@|rj• _ieob phb 39:>s$ ZHA ce` phb ^hidi~~iebJawb|efbep hcwb if~dbfbepb` c Fa`bd Dispag Bssbepicd Fb`ioiebs%

• C|pigioicd oaep|cob~piwbs hcwb daej lbbe c~c|p ag phis disp ag bssbepicd fb`ioiebs%

• Ig c|pigioicd oaep|cob~piwbs c|b —iffa|cd ce`

ocrsb hi``be cla|piaes$ zhy c|b phby zi`bdyrsb` ie wi|prcddy cdd Ocphadio oarep|ibs$ b%j%_~cie$ Fbxioa$ Ipcdy$ I|bdce`$ ^adce`$ bpo%1

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Zhidb ecpr|cd gcfidy ~dceeiej$

zhioh is sr~~a|pb` ly phb Ohr|oh$shard` ob|pciedy lb socdb` r~$ip is cdsa pifb ga| rs$ ar| Ohr|oh$

ce` ar| saoibpy cp dc|jb pa pcmb cl|ac`b|$ fa|b gdbxildb$ ce`~|a&zafbe ce` ~|a&~aa|

c~~|acoh pa |b~|a`ropiwb hbcdph~|aj|cfs ce` ~adioibs%

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Phb \b~|a`ropiwb Hbcdph ce`

^a~rdcpiae @bwbda~fbep Lidd(Harsb Lidd 2>0?) ;

C ocdd ga| ips cssbssfbep iedijhp ag <3sp obepr|y

`bwbda~fbeps

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Zhy phb \H Lidd oaep|ilrpbs pa phbwcdrb ag digb ie ^hidi~~ieb saoibpy

Phb Lidd becldb cdd oipi{be pa hcwb coob pa c |cejb ag gcfidy ~dceeiej fbpha` (oaep|cob~piwb ce` ecpr|cd) ce`gcoidipcpb phbi| alpcieiej phb iega|fcpiae phby ebb` pafcmb g|bb ce` iega|fb` `boiiae$ ie dieb ziph phb~|ifcoy ag oaeoibeob%

Ip ieodr`b cgbjrc|` cjciep oab|oiae iepa cey fbpha`%

Ip c``|bb phb r|jbeoy ag |bcohiej phb Fiddbeeirf@bwbda~fbep Jacd ag |b`roiej Fcpb|ecd Fa|pcdipy ly ?!0$pa 2< ~b| 3>>$>>> ly <>32 (or||bep FF\ i 37< `bcph~b| 3>>$>>> diwb li|ph)%

Zh ph \H Lidd p il p p ph

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Zhy phb \H Lidd oaep|ilrpbs pa phbwcdrb ag digb ie ^hidi~~ieb saoibpy

Phb clawb hbd~ bx~dcie zhy phb|b c|bfa|b zafbe zha |bdy ae fa`b|eoaep|cob~piwb fbpha` (?7") phce ae

p|c`ipiaecd fbpha` (30%8")$ a| fa`b|eecpr|cd gcfidy ~dceeiej (>%<")%

 Coob pa |bdicldb fbpha` ag oaep|cob~piaezidd |b`rob ie`rob` cla|piae= oaewb|bdy$

~|bwbepiej coob pa oaep|cob~piaeoaep|ilrpb pa ieo|bciej cla|piae%

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Zhy phb \H Lidd oaep|ilrpbs pa phbwcdrb ag digb ie ^hidi~~ieb saoibpy

Phb ^hidi~~ieb i c `bfao|cpio$ ~dr|cdip$ ce`bordc| aoibpy% Jiwbe phb b~c|cpiae ag Ohr|oh ce` _pcpb$ phb jawb|efbep frp ocpb| pa oipi{be ag cdd gciph ce` eap if~ab phb

|bdijiar lbdibg ag aeb j|ar~ ae phb |bp(b%j%$ Frdif$ ^|apbpcep$ Lr``hip$ ce`Ocphadio zha hcwb fc`b r~ phbi| fie` iejaa` oaeoibeob pa rb fa`b|e gcfidy~dceeiej fbpha`)%

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Zhy phb \H Lidd oaep|ilrpbs pa phbwcdrb ag digb ie ^hidi~~ieb saoibpy

@bwbda~fbep ie gbfieif cb|p phb |ijhp ag zafbe pa hcwb p|aej `boiiae&fcmiej ~azb|

ie |bjc|` pa phbi| bxrcdipy ce` phbi| la`ib%

_afb p|c`ipiaecd wcdrb phcp jiwb hrlce`$ gcphb|$

l|aphb|$ ae$ a| fcdb&`afiecpb` iepiprpiae`afieceob awb| zafbe c|b eaz ohcddbejb`%

Iebsripcldb bxrcd |bdcpiae c|b ea daejb| coob~pcldb

 ‟ cs zhbe hrslce`s `bfce` phbi| —|ijhp‖ pa sbx

zhbebwb| phby zcep ip$ |bjc|`dbss ag phb zafce‑siprcpiae a| ~|bgb|beob%

Zh phb \H Lidd oaep|il pbs pa phb

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Zhy phb \H Lidd oaep|ilrpbs pa phbwcdrb ag digb ie ^hidi~~ieb saoibpy

_aoicd odc iebsripib frp lb |b`|bb` ie|bdcpiae pa coob pa gcfidy ~dceeiej fbpha`;

Fi``db ce` r~~b| odc Ocphadio oar~db cohibwb phbi| `bi|b` erflb| ag li|ph ag pza ohid`|be$ zhidbphb ~aa|bp oar~db$ zha `bi|b` gar| ohid`|be$coprcddy hc` ix (Oc||add bp cd <>>:; 8)

 Cebo`apcddy$ fi``db ce` r~~b| odc Ocphadio zhahcwb j|bcpb| coob pa iega|fcpiae$ |b~a|p phcp phbi| oaegba| jbeb|cddy cggi|f phbi| `boiiae pa rb

fa`b|e oaep|cob~piae$ cggi|fiej phb ~|ieoi~db ag ~|ifc|y ag oaeoibeob%

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_aoicd Pbcohiej ag phb Ohr|oh

Ebz phiemiej is ebb`b`$ lrid`iej ae phb saoicdpbcohiejs ag phb Ohr|oh;

• Jcr`irf bp _~bs 3972$ Ea% <7; Phb oaffaejaa` is sbbe cs —phb srf papcd ag saoicdoae`ipiae zhioh cddaz ~ba~db&&& pa |bcoh phbi| grdgiddfbep fa|b grddy ce` fa|b bcsidy%‖ 

• Drfbe Jbepirf (3970); phb ~|bgb|bepicd a~piae

ga| phb ~aa| ce` wrdeb|cldb% —Krsp cs Oh|ispoc||ib` arp phb za|m ag |b`bf~piae ie ~awb|pyce` a~~|biae$ a phb Ohr|oh i ocddb` pa gaddazphb scfb ~cph‧‖ 

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_aoicd Pbcohiej ag phb Ohr|oh

• ^a~rda|rf ^|aj|bssia (397:); Iepbj|cd hrfce`bwbda~fbep —ie Ja`‑s ~dce$ bwb|y fce is la|epa sbbm grdgiddfbep‧%‖ 

• @ijeipcpis Hrfcecb 3972$ Ea% 3; phb obep|cdipy ag phb hrfce ~b|ae ‟ —‧i`bepigiocpiae ce`~|aodcfcpiae ag hrfce |ijhp ]cV aeb ag phbfap ijeigiocep cppbf~p pa |b~ae` bggbopiwbdypa phb iebsoc~cldb `bfce`s ag hrfce `ijeipy%‖ 

• ^cobf ie Pb||is ; ^a~b Kahe XXIII & —FceV hcs c|ijhp pa g|bb`af ie iewbpijcpiej phb p|rph (ea%3<)%

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_aoicd Pbcohiej ag phb Ohr|oh

• Obepbsifrs Ceers (3993) —phb |ijhp pa `bwbda~ aeb‑siepbddijbeob ce` g|bb`af ie bbmiej ce` meaziej phbp|rph‖ (ea% 0:)% 

• Jcr`irf bp _~b (3972); phb ~|ifcoy ag phb zbdd&ga|fb`oaeoibeob ‟ —Ie phb `b~phs ag his oaesoibeob$ fce`bpbop c dcz zhioh hb `ab eap if~ab r~ae hifbdg$lrp zhioh had` hif pa alb`ibeob% Cdzcy$ rffaeiejhif pa dawb jaa` ce` cwai` bwid$ phb waiob ag oaeoibeob

zhbe ebobc|y ~bcm pa hi hbc|p; `a phi$ hre phcp%Ga| fce hc ie hi hbc|p c dcz z|ippbe ly Ja`= pa alby ipi phb wb|y `ijeipy ag fce= cooa|`iej pa ip hb zidd lb kr`jb`‖ (ea% 37)% 

O d i

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 Oaeodrsiaes

3% Phb \H Lidd is ~|a&digb$ ~|a&zafbe$

~|a&gcfidy$ ~|a&~aa|$ ~|a&iega|fb`ohaiob$ ce` ~|a&yarph%

<% Zafbe ce` phbi| s~arsbs a|~c|peb|s hcwb phb |ijhp ce` frsphcwb coobss pa phb fbces pa fcmb

`boisiaes clarp phb gcfidy ~dceeiejfbpha` phcp zidd za|m lbsp ga| phbf$ie dijhp ag ce iega|fb` oaesoibeob%

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Oaeodriae

?%Phb |bobep OLO^ ~cspa|cd spcpbfbep’s —ocdd

ga| c fa|b zi`bs~|bc` `icdajrb ae phb \Hlidd‖ is ce iewipcpiae pa dcipy ce` odb|jy cdimb

pa bxcfieb saoia&ordpr|cd |bcdipibs csjb|fceb pa phb \H issrbs%

0% Dbp rs bflc|m ae phis dbc|eiej ce`

`isorssiae ~|aobss eaz$ |bfbflb|iejbs~boicddy phb fiddiaes ag ~aa| Gidi~ieazafbe zhasb waiobs c|b sp|rjjdiejpa lb hbc|`%