2nd Term Saftety

@OEPT\X@TMOE PKIHT] FKED LOOG

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Rkjh <:9

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Jood Pmth Ck}oxt P%\%R.. EM@AK\!
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Rkjh <:6

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Rkjh <:=

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Rkjh <62

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Rkjh <6;

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Rkjh <6<

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Rkjh <60

<%0 Medhrhedhet Tmh P`kiiocdp Tfmp t}rh oi p`kiiocd mp eot òarchthc} medhrhedhet oi tfh lxmcdmej o| pt|x`tx|h% Tfh p`kiiocd mtphci `k||mhp mtp oze zhmjft ked tfh ixcc zhmjft oi kcc cokdp rck`hd xroe mt doze to tfh j|oxed# lxt mt axpt lh tmhd to tfh lxmcdmej to oltkme ptklmcmt} ked to r|hyhet ke} roppmlch aoyhahet oi tfh p`kiiocd tozk|dp o| kzk} i|oa tfh lxmcdmej% ;% Lkphp ked j|oxed òedmtmoep pfkcc lh kdh{xkth io| tfh cokdp% Kyomd pxrro|tmej oe rkyhahet cmjftmejp# akefoch òyh|p ked ehk|l} hv`kyktmoe% <% Hepx|h tfkt tfh p`kiiocd ked hyh|} hyh|} rk|t oi mt k|h &k- Oi jood òedmtmoep7 &l- Akdh oi pt|oej ked poxed p oxed akth|mkcp7 &`- I|hh i|oa rkthet dhih`tp7 ked &d- H|h`thd# akmetkmehd# kcth|hd ked dmpaketchd l} t|kmehd zo|gahe xedh| tfh maahdmkth pxrh|ympmoe oi k òarhthet rh|poe% 0% @fh`g tfkt tfh ioccozmej k|h me o|dh| ! &k- Cmeh oi ptkedk|dp ked chdjh|p7 &l- Prk`mej oi t|kepoap7 &`- Hyhe pxrro|t ked cmeh oi lok|dp7 &d- Jxk|d|kmcp ked toh lok|dp7 &h- Coejmtxdmekc ked chdjh| l|k`mej7 &i- Ph`x|mt} ked ò||h`t ò||h`t xph oi kcc imttmejp &òxrch|p-7 &j- Exalh|# ropmtmoep ked ph`x|mt} oi tmhp7 &f- Ph`x|mt} oi ptk`ghd akth|mkcp7 ked P%\%R.. EM@AK\!
Rkjh <64

&m- Ahkep oi k``hpp% &n- Akvmaxa fhmjft fhmjft oi p`kiiocd rh|amtthd% 4% Do eot oyh|cokd oyh|cokd tfh p`kiiocd%

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Rkjh <68

<%8 Rxtcoj P`kiiocdp Rxtcoj p`kiiocdmej mp aoptc} xphd zfh|h l|m`g pt|x`tx|hp k|h lhmej lxmct% Mt mp oithe `kcchd k l|m`g!ck}h|‟ p p`kiiocd o| k pmejch p`kiiocd% p` kiiocd% Mt dhrhedp io| mtp pxrro|t oe tfh zkcc oi tfh lxmcdmej oe mtp meeh| pmdh ked k |oz oi ptkedk|dp oe mtp oxth| pmdh% <%9 Aolmch P`kiiocdp Aolmch p`kiiocdp k|mph i|oa tfh ehhdp oi rkmeth|p ked otfh|p zfo do cmjftzhmjft zo|g io| k pt|x`tx|h tfkt `ke |hkdmc} lh aoyhd i|oa rck`h to rck`h% Aolmch p`kiiocdp tkgh tfh io|a oi tozh|p akdh oi eo|akc pthhc txlh ked imttmejp ked aoxethd oe zfhhcp# zmtf oeh zo|gmej rcktio|a# tfh dmahepmoep oi zfm`f k|h eo|akcc} h{xkc to# o| chpp tfke tfh ò||hproedmej lkph dmahepmoep% ;% Hyh|} zfhhc oi k aolmch tozh| pfkcc lh imtthd zmtf k co`gmej co`gmej dhym`h tfkt `keeot lh k``mdhetkcc} |hchkphd% Hepx|h tfkt kcc zfhhcp k|h ph`x|hc} co`ghd lhio|h tfh p`kiiocd mp xphd% <% Tfh zfhhcp pfkcc lh ph`x|hc} ph`x|hc} imvhd to tfh xr|mjftp po tfkt tfh} `keeot ikcc oxt hyhe tfh} k|h eot me òetk`t zmtf tfh j|oxed% 0% Tfh p`kiiocd pfkcc eot lh aoyhd zfhe rhorch o| akth|mkcp k|h oe tfh zo|gmej rcktio|a% 4% Tfh p`kiiocd pfkcc oec} lh aoyhd kt tfh lkph% 8% Tfh |ktmo oi fhmjft fhmjft to chkpt lkph dmahepmoe pfoxcd eot hv`hhd 0>; io| oxtdoo| zo|g# o| 0%8>; io| medoo| zo|g# xechpp tmhd to pxmtklch imvhd rometp% 9% Amemaxa zmdtf oi tfh p`kiiocd kt lkph pfkcc lh ;%< a% :% Hepx|h tfkt tfh zo|gmej rcktio|a rcktio|a mp ‐ k% `cophc} lok|dhd lok|dhd ked hyhec} pxrro|thd7 pxrro|thd7 l% r|oymdhd zmtf zmtf jxk|d|kmcp ked toh lok|dp7 `% h|h`thd ked xphd oe im|a ked chyhc j|oxed7 ked d% Ph`x|hc} ke`fo|hd ke`fo|hd zfh|h eh`hppk|}# h%j% xedh| xedh| zmed} òedmtmoe% òedmtmoe% 6% Hepx|h tfkt tfh ckddh| k``hpp mp r|orh|c} ph`x|hd ked kttk`fhd to tfh ek||oz pmdh oi tfh aolmch p`kiiocd% Meth|ekc ckddh| k``hpp mp r|hih||hd% =% Ihe`h oii tfh kiih`thd k|hk ked ked dmprck} k pxmtklch zk|emej zk|emej eotm`h to zk|e rhorch ked ehk|l} t|kiim`% ;2% Do eot oyh|cokd tfh p`kiiocdp% ;;% Oxt|mjjh|p mi r|oymdhd pfoxcd lh ixcc} hvthedhd ked r|orh|c} imvhd% <%: T|xpp!oxt P`kiiocdp T|xpp!oxt p`kiiocdp k|h jheh|kcc} xphd zfh|h mt mp maroppmlch# o| mekdympklch# to lxmcd xr i|oa j|oxed chyhc kp# io| hvkarch# io| |hrkm|p to k rk|krht zkcc# o| io| zo|g oe xrrh| zmedozp me k tkcc lxmcdmej oe k lxp} pt|hht% T|xpp!oxt p`kiiocdp k|h pxrro|thd l} fo|m~oetkc txlhp r|ot|xdmej tf|oxjf zmedozp o| pmamck| orhemejp# ke`fo|hd zmtfme tfh lxmcdmej to yh|tm`kc txlhp ph`x|hc} pt|xtthd lhtzhhe tfh `hmcmej ked icoo|p% Pmarch t|xpp!oxtp k|h oec} methedhd io| yh|} cmjft zo|g ked Pfoxcd eot lh cokdhd zmtf akth|mkcp xechpp dhpmjehd k`ò|dmejc}% <% @fh`g tfkt tfh ioccozmej k|h me o|dh| ! &k- Ph`x|mt} oi pxrro|tmej pt|x`tx|kc ahalh|p7 &l- Prk`mej ked ptklmcmt} oi lk`g pt|xtp7 &`- Kcc òeeh`tmoep lhtzhhe txlhp akdh zmtf |mjft!kejch òxrch|p7 &d- Kejch oi tfh me`cmehd cokd lhk|mej txlh# tfh t fh |kgh|# dohp eot hv`hhd 02o i|oa yh|tm`kc7 &h- @o||h`t ropmtmoe oi `fh`g òxrch|p7 ` oxrch|p7 &i- Cmeh oi ptkedk|dp ked chdjh|p7 &j- Prk`mej oi t|kepoap7 P%\%R.. EM@AK\!
Rkjh <69

&f- Hyhe pxrro|t ked cmeh oi lok|dp7 &m- Ph`x|mt} oi lok|dp# jxk|d|kmc ked toh lok|dp7 &n- Dmkjoekc ked coejmtxdmekc l|k`mej7 &g- Tmhp7 &c- Ph`x|mt} ked ò||h`t xph oi òxrch|p7 ` oxrch|p7 &a- Ptkedk|dp to lh |kmphd zmtfme 022 aa oi tfh |kgh|p pxrro|tmej tfh t|xpp o| cokdmej t|kepamtthd lk`g to tfhph rometp7 &e- Oxth| ptkedk|dp ked |kgh|p imtthd zmtf `fh`g òxrch|p%

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Rkjh <6:

;<% Kczk}p ik`h k ckddh| zfhe zfhe jomej xr o| doze ked xph lotf lotf fkedp to j|kpr j|kpr tfh |xejp |xejp io| pxrro|t% Do eot `k||} toocp o| akth|mkcp me fked zfhe `cmalmej xr o| doze% Mi eh`hppk|}# xph k ;% tooc focpth| to `k||} fked toocp to prk|h fkedp io| focdmej tfh ckddh|% ckddh|%

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0%< Lxmcdh|p” Cmitp ked Tozh| Zo|gmej Rcktio|ap Jheh|kc ;% Oec} òarhthet orh|kto|p orh|kto|p zfo fkyh xedh|joeh t|kmemej kp ptmrxckthd me tfh Lxmcdh|p* Cmitp ked Tozh| Zo|gmej Rcktio|ap &Pkiht}- O|dmeke`h k|h kccozhd to orh|kth lxmcdh|p* cmitp ked ;% tozh| zo|gmej rcktio|ap% rcktio|ap% Tfh òarhthet orh|kto| pfkcc `k||} oxt dkmc} `fh`g oi tfh h{xmrahet kp prh`mimhd me tfh @odh oi R|k`tm`h oe tfh Dhpmje ked @oept|x`tmoe oi Lxmcdh|p* Cmitp/Tozh| Zo|gmej Rcktio|ap% <% Hepx|h tfkt kcc rcktio|ap o| lxmcdh|p‟ cmitp im|pt rx|`fkphd pfkcc lh thpthd zmtf k r|ooi cokd oi kt chkpt ;<8( oi |kthd cokd &pkih zo|gmej cokd- ked pfkcc pf kcc lh tfo|oxjfc} hvkamehd l} k òarhthet P%\%R.. EM@AK\!
Rkjh <66

0% hvkameh|# harco}hd l} tfh òet|k`to|# zfo pfoxcd pfoxcd tfhe mppxh k `h|tmim`kth zmtf tfh cokd thpt ked hvkamektmoe |hpxctp% 4% Kcc cmit zo|gp me`cxdmej r|hyhetmyh akmetheke`h kp |hòaahedhd |hòaahedhd l} tfh akexik`tx|h| pfkcc lh `k||mhd oxt l} t|kmehd zo|gahe harco}hd l} k |hjmpth|hd òet|k`to| me k`ò|dke`h zmtf tfh 8% O|dmeke`h% 0% Hepx|h tfkt tfh orh|kto| `fh`gp `fh`gp dkmc} tfh t}|h r|hppx|h# f}d|kxcm` omc chyhc# orh|ktmoe oi tfh òet|ocp# ked io| ke} f}d|kxcm` omc chkgkjh ked ympmlch dkakjhp to tfh fophp ked òeeh`tmoep# 9% `fkppmp aoxetmejp# aoxetmejp# pxrro|tp ked cmegkjhp% 4% @chk|c} pfoz tfh ioccozmej ak|gmejp oe tfh rcktio|a ked lxmcdh|p‟ cmitp> &k- tfh pkih zo|gmej cokd ked tfh akvmaxa exalh| oi rh|poep mt ak} `k||}7 &l- tfh akvmaxa zmed prhhd p rhhd hv`hhdmej zfm`f eo orh|ktmoe pfkcc lh rh|amtthd7 &`- tfh akvmaxa j|kdmhet hv`hhdmej zfm`f eo orh|ktmoe pfkcc lh rh|amtthd7 &d- tfh rx|roph ked ahtfod oi tfh orh|ktmoe oi kcc tfh òet|ocp7 ked &h- tfh t}|h t }|h r|hppx|h% 8% Do eot oyh|cokd oyh|cokd tfh lxmcdh|p cmitp ked tozh| zo|gmej rcktio|ap% Lxmcdh|p” Cmit ;% R|oth`t tfh lxmcdh|p‟ cmit l} pxlptketmkc he`copx|h% <% \oxtmeh akmetheke`h pfkcc lh `k||mhd oxt l} t|kmehd zo|gahe zo|gahe kt meth|ykcp eot ao|h tfke : dk}p ked dhtkmcp oi tfh akmetheke`h zo|gp pfkcc lh |hò|dhd oe r|hp`|mlhd io|ap ghrt l} tfh |hjmpth|hd òet|k`to|% Tfh lxmcdh|*p cmit pfkcc kcpo lh tfo|oxjfc} hvkamehd ked thpthd l} k |hjmpth|hd hvkameh| kt meth|ykcp eot ao|h tfke 9 aoetfp% :% Imt tfh cmit `kjh zmtf ke hch`t|m`kcc} ked ah`fkem`kcc} orh|kthd orh|kthd `kjh xechpp kcc cmit `kjh jkthp k|h `cophd% Mi k cmit `kjh fkp ao|h tfke oeh cmit `kjh jkth# hk`f cmit `kjh jkth pfkcc fkyh mtp medhrhedhet hch`t|m`kcc} ked ah`fkem`kcc} orh|kthd co`gmej dhym`h% 0% R|oth`t tfh hch`t|m`kcc} ked ah`fkem`kcc} orh|kthd co`gmej dhym`h oi tfh cmit `kjh jkth kjkmept orh|ktmoe l} xekxtfo|mphd rh|poep% 4% Me tfh `kph oi k cmit `kjh jkth jkth zmtf fmejhd nometp kt mtp cozh| hdjh# hdjh# tfh cmit `kjh jkth pfkcc eot lh xphd kp k jkejzk} io| cokdmej ked xecokdmej oi rkpphejh|p ked/o| akth|mkcp% 8% R|oymdh tfh cmit `kjh zmtf ke hah|jhe`} orhemej hmtfh| kp k doo| me tfh cmit `kjh &zmdtf ked fhmjft kt chkpt 422aa ked ;#622aa |hprh`tmyhc}- o| kp k t|krdoo| me tfh cmit `kjh |ooi &zmdtf ked chejtf kt 422aa ked 922aa |hprh`tmyhc}-% R|oymdh k ckddh| mepmdh tfh cmit `kjh jmymej k``hpp to tfh hah|jhe`} t|krdoo| mi ke hah|jhe`} t|krdoo| mp r|oymdhd% 9% R|oymdh k pkiht} pzmt`f to meth||xrt tfh òet|oc òet|oc `m|`xmt ked r|hyhet tfh aoyhahet oi tfh cmit `kjh mi tfh hah|jhe`} doo| o| t|krdoo| mp eot r|orh|c} `cophd ked co`ghd% :% Tfh hah|jhe`} t|krdoo|p ked hah|jhe`} hah|jhe`} doo|p pfkcc lh r|oymdhd zmtf k ahkep ahkep io| akexkc co`gmej% Tfh} pfkcc lh orhehd i|oa oxtpmdh tfh cmit `kjh zmtfoxt k gh} ked i|oa mepmdh tfh cmit 6% `kjh zmtf k |haoyklch |haoyklch gh}% Tfh gh} pfkcc lh ghrt l} tfh òarhthet orh|kto| mepmdh mepmdh tfh cmit `kjh kt kcc tmahp dx|mej orh|ktmoe oi tfh lxmcdh|p‟ cmit% =% Tfh ckedmej rcktio|a rcktio|a pfkcc lh hmtfh| `cophc} `cophc} lok|dhd# rckeghd o| rckthd# o| pfkcc lh oi k rcktio|a òepmptmej oi orhe ahtkc zo|g fkymej meth|ptm`hp eoeh oi zfm`f hv`hhdp 06 à< me k|hk% ;2% R|oymdh k ckedmej jkth io| hyh|} k``hpp to tfh cmit `kjh% Ckedmej jkthp pfkcc lh |mjmd ked pfkcc eot orhe tozk|dp tfh cmitzk}% cmit zk}% ;;% R|oymdh tfh cmit `kjh ked tfh ckedmej rcktio|a zmtf hch`t|m` cmjftmej tfkt `ke r|oymdh k cmjft methepmt} oi kt chkpt 82 cxv kt icoo| chyhc ked kt tfh òet|ocp% P%\%R.. EM@AK\!
Rkjh <6=

;<% R|oymdh hyh|} ckedmej zmtf k `kcc lxttoe io| tfh rkpphejh| to k`tmykth ke hch`t|m` lhcc co`kthd kt k prh`mimhd co`ktmoe &xpxkcc} kt tfh lkph he`copx|h o| akme k``hpp- zfhe |h{xhptmej cmit ph|ym`h% ;0% Tfh cmit `kjh pfkcc# dx|mej eo|akc orh|ktmoe# lh rozh| d|myhe xrzk|dp ked dozezk|dp kt kcc tmahp% Do eot kccoz tfh cmit `kjh to dhp`hed xedh| j|kymtktmoekc io|`h l} kcth|ektmyhc} krrc}mej ;4% ked |hchkpmej tfh d|mymej ak`fmeh l|kgh o| kcth|ektmyhc} orhemej ked `copmej tfh |hpt|m`to| ykcyh dx|mej eo|akc orh|ktmoe% ;8% R|oymdh hyh|} lxmcdh|p‟ cmit zmtf ke oyh|cokd phepmej dhym`h to jmyh `chk| ympxkc ked kxdmo zk|emej pmjekcp me tfh cmit `kjh me `kph oi oyh|cokdmej ked oyh|!aoyhahet% oyh|!ao yhahet% ;9% H{xmr hyh|} cmit `kjh zmtf ke kxdmlch kck|a dhym`h hkpmc} |hòjempklch ked k``hppmlch to tfh òarhthet orh|kto|%

0%0 Tozh| Zo|gmej Rcktio|ap ;% Tozh| zo|gmej rcktio|ap oi aolmch aolmch t}rh pfkcc lh h{xmrrhd h{xmrrhd zmtf k chyhc medm`kto| kt tfh `fkppmp to `fh`g tfh chyhccmej oi tfh rcktio|a po kp to zk|e tfh orh|kto| eot to orh|kth tfh rcktio|a zfhe tfh pmth mp too pthhr% <% Tfh òet|ocp io| *Xr* ked *Doze* *Doze* &me`cxdmej *Io|zk|d* ked *Lk`gzk|d* io| aolmch t}rhpfkcc lh oi dhkdake t}rh% \oxtmeh akmetheke`h pfkcc lh `k||mhd oxt l} t|kmehd zo|gahe kt meth|ykcp eot ao|h tfke : dk}p ked dhtkmcp oi tfh akmetheke`h zo|gp pfkcc lh |hò|dhd oe r|hp`|mlhd io|ap ghrt l} tfh |hjmpth|hd òet|k`to|% Tfh tozh| zo|gmej rcktio|a pfkcc kcpo lh tfo|oxjfc} hvkamehd ked thpthd l} k |hjmpth|hd hvkameh| kt meth|ykcp eot ao|h tfke 9 aoetfp% 0% R|oymdh ke hah|jhe`} ptor oe oe tfh òet|oc rkehc oi k rcktio|a# rcktio|a# zfm`f axpt ptor kcc aotmoep oi tfh rcktio|a zfhe mt mp orh|kthd% 4% R|oymdh ke hah|jhe`} cozh|mej dhym`h zfm`f pfkcc lh orh|kthd i|oa k pkih lxt hkpmc} k``hppmlch co`ktmoe oe tfh rcktio|a ked tfh co`ktmoe oi zfm`f pfkcc kccoz tfh lhpt roppmlch ymhz oi tfh t|kyhc k|hk po kp to l|mej tfh rcktio|a doze kt òet|occhd prhhd me tfh hyhet oi hah|jhe`} orh|ktmoe% 8% R|oymdh ke oyh|cokd ked ked oyh|aoahet phepmej dhym`h zfm`f pfoxcd jmyh oxt oxt kxdmlch ked ympmlch kck|ap to zk|e tfh orh|kto| mi tfh cokd/aoahet hv`hhdp ;;2( oi tfh |kthd cokd/aoahet oi tfh 9% rcktio|a ked tfkt tfh dhym`h dhym`h pfkcc |hedh| tfh ak`fmeh meorh|ktmyh zfhe tfh dhym`h mp k`tmykthd% :% Hepx|h tfkt# mi r|h!zk|emej kck|a mp meptkcchd# mt zmcc eot lh k`tmykthd kt k phttmej lhcoz =2( oi tfh pkih zo|gmej cokd% Tfh r|h!zk|emej kxdmlch kck|a pfkcc lh dmptmejxmpfklch i|oa tfh kxdmlch kck|a ahetmoehd me rk|kj|krf 8 kloyh ked tfkt mt pfkcc lh k`tmykthd io| eot ao|h tfke 8 phòedp% 6% Ahkep pfkcc lh r|oymdhd to ghhr tfh rcktio|a me fo|m~oetkc ropmtmoe &lhtth| tfke
P%\%R.. EM@AK\!
Rkjh <=2

;8% Tfh akvmaxa hvthepmoe oi tfh kxvmcmk|} rcktio|a oi imvhd t}rh pfkcc eot lh ao|h tfke ;#622aa zfmch tfkt io| aolmch t}rh mt pfkcc eot lh ao|h a o|h tfke ;#222aa% ;9% Zo|gh|p oe tfh rcktio|a pfkcc eot chke oyh| tfh ihe`h to |hk`f oxt% Mi mt mp eot |hkpoeklc} r|k`tm`klch to do po# tfh zo|gh|p chkemej oyh| tfh ihe`h pfkcc zhk| k pkiht} lhct o| pkiht} fk|ehpp ;:% zmtf mtp cke}k|d kttk`fhd to k ph`x|h romet% ;:% Dmprck} zk|emej eotm`hp me @fmehph ked Hejcmpf òeprm`xoxpc} kt k|hkp k``hppmlch to tfh rcktio|a i|oa tfh lxmcdmej pmdh to zk|e ke} rh|poe zo|gmej oe tfh lxmcdmej icoo| kdnk`het to tfh cmitzk} oi tfh dkejh| oi lhmej pt|x`g l} tfh aoymej rcktio|a oe hk`f icoo|% ;6% H{xmr hyh|} rcktio|a zmtf ke kxdmlch kck|a dhym`h zfm`f `ke lh hkpmc} |hòjempklch ked k``hppmlch to tfh òarhthet orh|kto|%

0%4 Pxprhedhd Zo|gmej Rcktio|a Jheh|kc ;% Mt mp tfh dxt} oi tfh ozeh| oi pxprhedhd zo|gmej rcktio|a to hepx|h tfkt hyh|} orh|ktmoe oi tfh pxprhedhd zo|gmej rcktio|a mp pkih ked zmtfoxt |mpg to fhkctf to tfh rh|poeehc zo|gmej mepmdh ;=% o| ehk|l} tfh zo|gmej rcktio|a% <% K pkih p}ptha oi zo|g pfoxcd lh hptklcmpfhd l} tfh ozeh|# zmtf tfh kdym`h oi pkiht} r|oihppmoekcp ked |hchyket rh|poeehc io| hyh|} orh|ktmoe% Tfh pkih p}ptha oi zo|g pfoxcd lh aoemto|hd ked pxrh|ymphd l} k òarhthet rh|poe% 0% K òarhthet òarhthet rh|poe mp |hproepmlch io| oe!pmth meprh`tmoe meprh`tmoe oe tfh meptkccktmoe ked ked xph oi tfh pxprhedhd zo|gmej rcktio|a% 4% Tfh zo|gmej rh|poeehc pfoxcd pfoxcd ropphpp tfh pgmcc to orh|kth tfh zo|gmej rcktio|a pkihc} ked fkyh oltkmehd k `h|tmim`kth oi t|kmemej mppxhd l} tfh rh|poe zfo r|oymdhd tfh t|kmemej% 8% Hepx|h tfkt kcc rcktio|ap im|pt rx|`fkphd pfkcc lh thpthd zmtf k r|ooi cokd oi kt chkpt ;82( oi tfh pkih zo|gmej cokd% Tfh} pfkcc lh tfo|oxjfc} hvkamehd l} k òarhthet hvkameh|# harco}hd l} tfh òet|k`to|# zfo pfoxcd tfhe mppxh k `h|tmim`kth zmtf tfh cokd thpt ked hvkamektmoe |hpxctp% 9% Kcc rk|tp oi tfh pxprhedhd zo|gmej rcktio|a pfoxcd lh r|orh|c} akmetkmehd l} k òarhthet rh|poe me k`ò|dke`h zmtf tfh akexik`tx|h|*p mept|x`tmoep% :% Hepx|h tfkt eh`hppk|} cm`he`hp ked zk}chkyhp zk}chkyhp k|h oltkmehd lhio|h zo|g òaahe`hp% 6% Cmkmph zmtf lxmcdmej o``xrketp |hjk|dmej tfh dkejh|p oi orhemej eoe!pkpf t}rh zmedozp zfhe pxprhedhd rcktio|ap k|h me xph% Kcpo meio|a tfh lxmcdmej akekjhahet o| tfh |hproepmlch rh|poe <2% tfkt tfh rozh| pxrrc} to tfh rcktio|ap pfoxcd eot lh dmpòeeh`thd zfhe me xph%

P%\%R.. EM@AK\!
Rkjh <=;

=% Zk|e orh|ktmyhp oi tfh dkejh| oi orhe orhe zmedozp o| otfh| r|onh`tmoep i|oa tfh ik`h oi tfh lxmcdmej lxmcdmej zfhe orh|ktmej pxprhedhd rcktio|ap% ;2% @fh`g pxprhedhd rcktio|a |ooi lhkap# òxeth|zhmjftp ked imvmejp ked hepx|h tfkt tfhph k|h kp o|mjmekcc} meptkcchd io| tfh pxprhedhd zo|gmej rcktio|a% Tfo|oxjfc} hvkameh tfh zo|gmej <;% rcktio|a me tfh maahdmkthc} r|h`hdmej 9 aoetfp lhio|h mt mp rxt meto xph l} k òarhthet hvkameh|# ked meprh`t mt me tfh maahdmkthc} r|h`hdmej : dk}p lhio|h mtp xph l} k òarhthet rh|poe% Tfh |hpxctp pfkcc lh |hro|thd oe tfh r|hp`|mlhd io|ap ptmrxckthd me tfh IMX &Pxprhedhd Zo|gmej Rcktio|a- \hjxcktmoe% ;;% Hepx|h tfkt pxrro|tmej |orhp k|h |hhchd ò||h`tc} meto zmedmej zmedmej d|xap d|xap ked oyh| kcc rxcch}p ked jxmdhp% ;<% Hepx|h tfkt |orhp k|h ph`x|hd ò||h`tc} kt ke`fo| hedp% ;0% Hepx|h tfkt pkiht} |orhp# zfhe imvhd# k|h pmamck|c} `fh`ghd% ;4% Hepx|h tfkt kcc pkiht} h{xmrahet ! ptorp# oyh||mdh pzmt`fhp# l|kghp# òaaxem`ktmoe dhym`h# ht`% k|h orh|ktmoekc% ;8% @fh`g rozh| pxrrc} ked kcc hch`t|m`kc `klchp ked òeeh`tmoep to hepx|h tfkt tfh} k|h me jood zo|gmej o|dh|% ;9% Hepx|h tfkt pxrro|tmej |orhp k|h eot eot gmeghd o| dkakjhd dkakjhd lhio|h lhio|h xpmej tfh h{xmrahet% ;:% @fh`g tfkt òet|oc lxttoep ked hah|jhe`} lxttoep/pzmt`fhp ixe`tmoe ò||h`tc}% ;6% Tkgh r|h`kxtmoep to r|oth`t pkiht} zm|hp zm|hp o| o| pxprhepmoe |orhp i|oa k|` zhcdmej zhcdmej orh|ktmoe o| otfh| fot zo|g kp metheph fhkt `kxphp dkakjh to o| i|k`tx|h oi tfh zm|hp o| |orhp% ;=% Ph`x|h fked toocp to tfh rcktio|a zfh|hyh| r|k`tm`klch% <2% \hro|t kcc kcc l|hkgdozep o| akcixe`tmoep to tfh pxrrcmh|# ked ptor xpmej tfh h{xmrahet% <;% D|kz xr ke hah|jhe`} r|o`hdx|h me `kph oi k``mdhet%

! P%\%R.. EM@AK\!
Pkiht} mp k `fhkr ked hiih`tmyh mepx|ke`h rocm`}

Rkjh <=<

@fkrth| 4 4%;Zo|g me @oeimehd Prk`hp ;% K òeimehd prk`h mp ke} rck`h rck`h me zfm`f# l} ym|txh oi mtp he`cophd ektx|h# tfh|h k|mphp k |hkpoeklc} io|hphhklch ,prh`mimhd |mpg,# ked zmtfoxt cmamtmej tfh jheh|kcmt} oi tfh io|hjomej# me`cxdhp ke} `fkalh|# tkeg# ykt# rmt# zhcc# phzh|# txeehc# rmrh# icxh# lomch|# r|hppx|h |h`hmyh|# fkt`f# `kmppoe# pfkit o| pmco me zfm`f px`f |mpg k|mphp% <% ,Prh`mkc \mpg, &kp ptmrxckthd me IMX &@oeimehd Prk`hp- \hj%- ahkep k |mpg oi ! &k- ph|moxp menx|} to ke} rh|poe kt zo|g k|mpmej i|oa k im|h o| hvrcopmoe7 &l- tfh copp oi òep`moxpehpp oi ke} rh|poe kt zo|g k|mpmej i|oa ke me`|hkph me lod} tharh|ktx|h7 &`- tfh copp oi òep`moxpehpp o| kprf}vmktmoe oi ke} rh|poe kt zo|g k|mpmej i|oa jkp# ixah# ykrox| o| tfh ck`g oi ov}jhe7 &d- tfh d|ozemej oi ke} rh|poe kt zo|g k|mpmej i|oa ke me`|hkph me tfh chyhc oi cm{xmd7 o| &h- tfh kprf}vmktmoe oi ke} rh|poe kt zo|g k|mpmej i|oa k i|hh icozmej pocmd o| tfh meklmcmt} to |hk`f k |hprm|klch heym|oeahet dxh to het|krahet l} k i|hh icozmej pocmd% 0% K òeimehd òeimehd prk`h ak} lh > &k- k òarchthc} he`cophd pt|x`tx|h zmtf cmamthd k``hpp tf|oxjf k akefoch# h%j% k ixhc tkeg# k zkth| tkeg# k lomch|# ke km| |h`hmyh| ked yhpphc# k r|hppx|h imcth|# k f}d|kxcm` tkeg7 &l- k pt|x`tx|h o| yhpphc oi px`f k dhrtf kp to |h{xm|h prh`mkc ahkep oi het|} o| ke hah|jhe`} hvmt# zmtf mtp tor xpxkcc} orhe# h%j% akefoch# ke mecht icokt ykcyh `fkalh|# k zkpfoxt `fkalh|# k òet|oc o| ph`tmoekc ykcyh `fkalh|# k ahth| `fkalh|# k l|hkg r|hppx|h tkeg# k zkpf zkth| tkeg7 &`- k pt|x`tx|h o| dx`tmej oi pxiim`mhet chejtf zmtf mekdh{xkth `|opp yhetmcktmoe# h%j% txeehc# rmrhcmeh# icxh# dx`t# `kmppoe pfkit# pmco ked `xcyh|t7 o| &d- k |ooa o| ke he`cophd k|hk me zfm`f dkejh|oxp ixahp px`f kp tovm`# ickaaklch# hvrcopmyh o| ò||opmyh ixahp k|h r|hphet# h%j% k dmjhptmoe tkeg# lomch|# r|hppx|h |h`hmyh|# icoz |hjxcktmej ykcyh foxph# ked he`cophd ph|ym`h |hph|yom|# k phci!`copmej ykcyh foxph# k yhetx|m foxph% 4% Eo oeh pfkcc heth| k òeimehd prk`h> &k- xetmc k –òarhthet rh|poe‑ fkp `k||mhd oxt k |mpg kpphppahet oi tfh òeimehd prk`h ked krr|or|mkth pkiht} ahkpx|hp fkyh lhhe tkghe7 &l- xechpp fh mp k –`h|tmimhd zo|gh|‑7 &`- zmtfoxt mept|x`tmoe o| rh|amppmoe i|oa tfh rh|poe me `fk|jh `f k|jh oi tfh t fh zo|g# zfo mp |hproepmlch to hepx|h tfkt tfh prk`h mp pkih to heth|7 &d- xetmc k rh|amt fkp lhhe mppxhd mppx hd l} ke Kxtfo|mphd Rh|poe xedh| k Rh|amt!to!Zo|g p}ptha7 &h- zmtfoxt oeh ake to jxk|d tfh orhemej ked ghhr k `coph zkt`f kt tfh het|ke`h7 ked &i- xechpp mt fkp lhhe yhetmckthd ked hepx|h tfkt yhetmcktmoe òetmexhp xetmc tfh zo|g mp imempfhd% 8% @oarhthet rh|poe rh|poe mp k rh|poe ! &k- zfo fkp kttkmehd tfh kjh oi ;6 }hk|p7 &l- zfo mp hmtfh| ! k% m/ k \hjmpth|hd Pkiht} Pkiht} Oiim`h|7 o| l% mm/ k rh|poe zfo focdp k `h|tmim`kth kp lhmej òarhthet to r|hrk|h |mpg kpphppahet |hro|tp7 ked &`- Zfo fkp kt chkpt ; }hk|*p |hchyket hvrh|mhe`h me kpphppmej |mpg to zo|gh|p zo|gmej me òeimehd prk`hp% P%\%R.. EM@AK\!
Rkjh <=0

<% @h|tmimhd zo|gh| zo|gh| mp k rh|poe ! &k- zfo fkp kttkmehd tfh kjh oi ;6 }hk|p7 &l- zfo focdp k `h|tmim`kth kp lhmej òarhthet to zo|g me k òeimehd prk`h% 9% Io|axckth ked marchahet hah|jhe`} r|o`hdx|hp% R|oymdh ked ked ghhr |hkdmc} kykmcklch me pktmpik`to|} òedmtmoe pxiim`mhet pxrrc} oi ! &k- l|hktfmej krrk|ktxp oi ke krr|oyhd t}rh# kt chkpt tzo phtp kt oeh co`ktmoe7 &l- k pkiht} ckar o| to|`f io| hk`f l|hktfmej krrk|ktxp7 &`- pkiht} fk|ehpphp ked cmihcmehp io| |hp`xh orh|ktmoep7 &d- k pt|ht`fh| ked |hymymej krrk|ktxp7 &h- kxdmo ked ympxkc kck|a io| kch|tmej otfh|p oxtpmdh òeimehd prk`h7 ked &i- yhpphcp òetkmemej ov}jhe o| km|% 0% Hepx|h pxiim`mhet exalh| oi rh|poep rh|poep zfo geoz foz to xph tfh pkiht} h{xmrahet k|h r|hphet zfhe zo|g mp tkgmej rck`h me tfh òeimehd prk`h% :% @fh`g tfh km| zmtfme k òeimehd prk`h xpmej k axctm!jkp dhth`to| pxmtklch io| `fh`gmej ov}jhe òethet ked tfh r|hphe`h oi fk~k|doxp o| òalxptmlch jkphp% R|oymdh yhetmcktmoe l} ah`fkem`kc ahkep zmtf `chke km| zfh|h tfh|h mp cmghc} to lh dkejh|oxp jkphp# ykrox|p# amptp# ixahp# dxptp# ov}jhe dhim`mhe`} o| hvt|hah tharh|ktx|h% Aoemto| ked thpt tfh òeimehd prk`h kt |hjxck| meth|ykcp to hepx|h tfh òetmexhd pkiht} oi tfh zo|gh|p% 6% Zhk| ke krr|oyhd t}rh oi l|hktfmej l|hktfmej krrk|ktxp# fk|ehpp ked cmihcmeh zfhe heth|mej k òeimehd prk`h zfh|h tovm` jkp fkp lhhe pxprh`thd% =% Do eot tkgh akt`fhp o| cmjfth|p meto meto k òeimehd prk`h% prk`h% ;2% Do eot paogh o| xph k ekghd cmjft me k òeimehd òeimehd prk`h o| ehk| orhemejp chkdmej to mt% ;;% Do eot tkgh `}cmedh|p oi ov}jhe o| otfh| jkphp meto òeimehd prk`hp% ;<% Hepx|h kdh{xkth im|h imjftmej h{xmrahet mp |hkdmc} kykmcklch% ;0% Kcc hch`t|m`kc h{xmrahet xphd me òeimehd prk`hp pfkcc lh hmtfh| oi hvrcopmoe!r|ooi t}rh o| met|mepm`kcc} pkih t}rh% Do eot met|odx`h k ro|tklch cmjft o| otfh| hch`t|m`kc h{xmrahet# hv`hrt oi ke krr|oyhd pkiht} t}rh# meto k òeimehd prk`h xetmc mt fkp lhhe ropmtmyhc} kp`h|tkmehd tfkt mt mp pkih to do po% ;4% Do eot akgh ke het|} zfhe tfh|h mp k roppmlmcmt} oi k `kyh!me oi akth|mkcp% ;8% Rf}pm`kcc} dmpòeeh`t ked lco`g oii kcc cmehp ked p}pthap tfkt ak} met|odx`h fk~k|doxp akth|mkcp meto k òeimehd prk`h% ;9% Hepx|h tfkt k òeimehd prk`h mp ph`x|hd kjkmept mej|hpp oi menx|moxp pxlptke`hp% ;:% \kmph tfh kck|a kt oe`h me k jkppmej me`mdhet% Maahdmkthc} phed poahoeh to pxaaoe tfh |hp`xh thka ked to meio|a tfh rh|poe me!`fk|jh% Do eot heth| px`f k prk`h zmtfoxt zhk|mej l|hktfmej krrk|ktxp% ;6% Kczk}p akgh px|h tfkt ykcyhp o| jkthp k|h co`ghd oii ked eolod} `ke orhe tfha l} `fke`h mi mt mp eh`hppk|} to zo|g mepmdh ke mpockthd meptkccktmoe# px`f kp k phzkjh dmjhptmoe tkeg% ;=% Hepx|h hiih`tmyh ahkep oi òaaxem`ktmoe lhtzhhe tfh zo|gh|p mepmdh tfh òeimehd prk`h ked tfh ptkedl} rh|poe kt tfh het|ke`h%

Tfmeg Pkiht}# Lh`kxph M Coyh ]ox Ake ! Pf|hhdfk|

P%\%R.. EM@AK\!
Rkjh <=4

4%< Hv`kyktmoep ;% Hepx|h tfkt tfh hv`kyktmoep k|h meprh`thd dkmc} ked tfo|oxjfc} hvkamehd l} k òarhthet rh|poe oe zhhgc} lkpmp% \hro|t oe tfh r|hp`|mlhd io|a io| hv`kyktmoep hv`hhdmej
P%\%R.. EM@AK\!
Rkjh <=8

4%0 Zo|g Oyh| o| Ehk| Zkth| ;% <% 0% 4% 8%

Phch`t geoze pzmaah|p zfhehyh| roppmlch zfhe `foopmej zo|gh|p% Ehyh| meprh`t o| zo|g kcoeh# kczk}p zo|g me k thka oi kt chkpt chkpt tzo% Hepx|h tfkt tfh|h k|h kdh{xkth pmjep to zk|e oi dhhr zkth|% R|oymdh hdjh r|oth`tmoe# me`cxdmej jxk|d jxk|d |kmcp ked toh lok|dp% R|oymdh pxmtklch |hp`xh h{xmrahet me`cxdmej cmih lxo}p zmtf |hp`xh cmehp kt meth|ykcp kcoej zkth| i|oet# ked t|kmemej ked mept|x`tmoe me tfhm| xph% 9% Ghhr rcktio|ap ked ckddh|p ckddh|p `chke ked `chk| oi dhl|mp# dhl|mp# pcmah ked t|mrrmej fk~k|dp% :% R|oymdh pkiht} ehtp to k||hpt ikccp zfh|h ptkedk|d zo|gmej rcktio|ap o| fk|ehpphp `keeot lh r|oymdhd% 6% Hepx|h tfkt pkiht} cmehp ked ked fk|ehpphp k|h xphd me òenxe`tmoe zmtf tharo|k|} ckddh| k``hpp oyh| zkth|% =% Ehyh| heth| ke meptkccktmoe zfh|h zkth| mp icozmej# h%j% icoz amvmej `fkalh|p% ;2% Ehyh| oyh|cokd k lokt# k`t pmcc} o| |o`g tfh lokt% ;;% Kczk}p zhk| cmih nk`ght% Phci!meicktklch Phci!meicktklch t}rh cmih nk`ght mp r|hih|klch r|hih|klch kp tfh tfh zo|gh|p zo|gh|p ak} coph fmp òep`moxpehpp kith| ikccmej meto zkth|% ;<% Oe tmdkc zkth| o| ikpt icozmej |myh|p# k rozh|!d|myhe |hp`xh lokt pfoxcd lh r|oymdhd% &Phh imjx|hp-%

P%\%R.. EM@AK\!
Rkjh <=9

;%

4%4 Zo|g oe Pcorhp Tfh òaaoe `kxphp oi k``mdhetp oe pcorhp k|h dxh to ikcc oi rh|poep i|oa fhmjft# pxddhe ckedpcmdh o| hk|tf aoyhahet ked mar|orh| xph oi ah`fkem`kc h{xmrahet% ;% K |mpg kpphppahet zmtf rk|tm`xck| |hjk|d to tfh òedmtmoe oi tfh pcorh ked ehk|l} zo|g heym|oeahet pfoxcd lh òedx`thd l} k r|oihppmoekc hejmehh| zmtf jhoth`fem`kc hejmehh|mej lk`gj|oxed ked |hchyket hvrh|mhe`h io| tfh rx|roph oi io|axcktmej ke hiih`tmyh pkiht} rcke% Tfh kpphppahet pfoxcd lh òedx`thd lhio|h zo|g òaahe`hahet ked |hymhzhd dx|mej tfh òx|ph oi <% zo|g% 0% K òarhthet rh|poe r|hih|klc} zmtf poxed jhoth`fem`kc hejmehh|mej lk`gj|oxed ked hvrh|mhe`h pfoxcd lh krromethd oe pmth to kppxah oyh|kcc pxrh|ympmoe oi tfh marchahetktmoe 4% R|oj|kaah% Hepx|h tfkt tfkt fmp mept|x`tmoep k|h pt|m`tc} ioccozhd l} kcc pmth rh|poeehc% 8% Io| ke} xeptklch pcorh zmtf maamehet |mpg oi pxddhe òcckrph# kdh{xkth ahkpx|hp pfoxcd lh tkghe to r|hyhet ke} rh|poeehc i|oa k``hppmej dkejh|oxp k|hk&p- oe tfh pcorh% Mi hah|jhe`} zo|g fkp to lh `k||mhd oxt oe tfh pcorh# ke hvrh|mhe`hd pxrh|ympo| pfoxcd lh kppmjehd to zkt`f oxt io| ke} roppmlch pxddhe dkejh|% Pxmtklch kck|a p}ptha&p-# px`f kp fmjf!rozh| pm|he o| fked!fhcd joejp# pfoxcd lh r|oymdhd to kch|t kcc pmth rh|poeehc me `kph tfh|h mp ke} pmje oi xedxh hk|tf aoyhahet% 4% R|oymdh `|hpt `fkeehcp to dmyh|t pto|a zkth| |xeoii ked j|oxed phhrkjh lh`kxph tfh} ak} kdyh|phc} kiih`t tfh ptklmcmt} oi tfh pcorh% R|oth`t kcc orhe `xt pcorh ik`h zmtf tk|rkxcme pfhht o| 9% otfh| marh|ymoxp ahal|keh kjkmept me`chahet zhktfh|% 8% Pxmtklch tharo|k|} r|oth`tmoe ahkpx|hp# h%j%# lk||mh| kt tfh toh oi pcorh# pfoxcd lh òepmdh|hd io| r|hyhetmej zo|gh|p i|oa lhmej hedkejh|hd l} ikccmej o| dmprck`hahet oi hk|tf o| |o`g :% akth|mkcp% 9% Tfh pcorh zo|g# me`cxdmej ke} pt|x`tx|h h|h`thd# pfoxcd lh hvkamehd l} k òarhthet rh|poe kp ked zfhe tfh pmth òedmtmoep zk||ket ked me ke} `kph kt chkpt oe`h me hyh|} : dk}p% Ix|tfh| hvkamektmoe pfkcc lh `k||mhd oxt zfh|h tfh|h mp medm`ktmoe tfkt tfh pcorh ak} fkyh lhhe kiih`thd l} zhktfh| òedmtmoep% Eo ix|tfh| zo|g pfoxcd lh kccozhd xechpp tfh òarhthet rh|poe fkp òepmdh|hd tfkt tfh pcorh mp pkih% Do eot `k||} oxt pcorh |hahdmkc zo|g xechpp otfh| r|h`kxtmoek|} ahkpx|hp kdh{xkth io| hepx|mej tfh pkiht} oi tfh rh|poep hejkjhd me px`f zo|g fkyh 6% lhhe tkghe% :% R|oymdh k pxmtklch lk||mh| kt tfh hdjh i|oa zfm`f k rh|poe mp cmklch to ikcc ao|h tfke < ahth|p% P%\%R.. EM@AK\!
Rkjh <=:

6% Do eot rck`h o| ptk`g akth|mkc `coph `coph to tfh hdjh oi k pcorh% =% Do eot rck`h cokd o| aoyh rcket ehk| ehk| tfh hdjh oi k pcorh to kyomd medx`mej hv`hppmyh pt|hpp oeto tfh pcorh% ;2% R|oymdh pxmtklch zo|gmej rcktio|ap zfhehyh| zo|gh|p k|h kt |mpg oi ikccmej oi ao|h < ahth|p% Mi tfmp mp eot r|k`tm`klch# pxmtklch pkiht} ehtp# ked pkiht} lhctp &r|hih|klc} pkiht} fk|ehpphp- kttk`fhd to pxmtklch ke`fo|kjh rometp pfoxcd lh r|oymdhd% Eoth tfkt pkiht} lhctp ke`fo|hd to pxmtklch ke`fo|kjh rometp pfoxcd oec} lh xphd kp k ckpt |hpo|t% ;;% Hepx|h tfkt zo|gh|p k|h kdh{xkthc} t|kmehd me tfh r|orh| xph oi kcc rh|poekc r|oth`tmyh h{xmrahet r|oymdhd io| tfhm| xph% Hepx|h tfkt pkih k``hpp io| tfh zo|g mp r|oymdhd zfm`f pfoxcd me`cxdh# zfh|h r|k`tm`klch# pxmtklch pxmtklch ptkm|zk} zmtf fked|kmcp kt kt dmiih|het chyhcp oi tfh pcorh pcorh io| tfh rx|roph rx|roph oi akmetheke`h ked Meprh`tmoe% ;<% Hepx|h tfkt tfh j|oxed oe zfm`f hv`kykto|p o| otfh| ah`fkem`kc h{xmrahet pmt mp ptklch ked tfkt tfh j|oxed mp òark`thd ked `ke zmtfptked tfh zhmjft% ;0% Hepx|h tfkt cmitmej krrcmke`hp k|h ptktmoehd oe chyhc j|oxed% ;4% Hepx|h tfkt kcc rcket ked ak`fmehp k|h zhcc akmetkmehd ked orh|kthd orh|kthd l} orh|kto|p zfo fkyh lhhe r|orh|c} t|kmehd ked k|h òarhthet to `k||} oxt zo|gp oe pcorhp%

4%8 \okd Zo|gp ;% Kczk}p òepmdh| tfh pkiht} ked meth|hpt meth|hpt oi tfh |okd xph|p% <% Hepx|h tfkt kdh{xkth exalh| oi t|kiim` pmjep# òehp# lk||mh|p# cmjftmej ked rxlcm`mt} pmjep k|h r|oymdhd% @oehp pfkcc lh r|oymdhd oe `k||mkjhzk} to dhcmehkth tfh loxedk|mhp oi kcc |okd zo|gp zfmch lk||mh|p pfkcc lh r|oymdhd io| tfh r|oth`tmoe oi rhdhpt|mkep/zo|g ~oehp% 0% Zhk| fmjf ympmlmcmt}/icxo|hp`het nk`ghtp# ked pkiht} fhcahtp% Tfh} k|h ao|h eotm`hklch to d|myh|p% 4% R|oymdh ahkpx|hp to dmyh|t dmyh|t t|kiim` tharo|k|mc} me k`ò|dke`h zmtf tfh @odh oi R|k`tm`h io| Cmjftmej# Pmjemej ked Jxk|dmej oi \okd Zo|gp% 8% Zfhehyh| roppmlch# tfh ioccozmej pkiht} `chk|ke`h pfoxcd pfoxcd lh akmetkmehd lhtzhhe tfh zo|gp k|hk ked tfh t|kiim`ghd `k||mkjhzk} ` k||mkjhzk} ‐ ;% @chk|ke`h &a<% T|kiim` krr|ok`f prhhd 2%8 xr to 68 ga/f ;%< oyh| 68 ga/f 0% Zfh|h mt mp mar|k`tm`kc to r|oymdh px`f k pkiht} `chk|ke`h# òepmdh|ktmoe pfoxcd lh jmyhe to dhympmej kcth|ektmyh ahtfodp oi zo|gmej# r|oymdmej zo|g ~oeh r|oth`tmoe P%\%R.. EM@AK\!
Rkjh <=6

lk||mh|p o| ahtfod oi |hdx`mej t|kiim` prhhd kt tfh krr|ok`f krr|ok`f to tfh |okd zo|g ph`tmoe% 9% Tkgh `k|h eot to dmptx|l |hpmdhetp ked otfh| rh|poep zmtf xedxh eomph# m%h% fkaah|mej# tkcgmej o| yhfm`ch hejmeh eomph zfmch `k||}mej oxt zo|gp kt emjft% Pthhc òyh| rckthp òyh|mej t|he`f orhemejp pfoxcd lh `xpfmoehd zmtf |xllh| rkdp% :% Ehyh| chkyh ke} zo|gp k|hk xektthedhd zmtfoxt kdh{xkth pmjemej# cmjftmej ked jxk|dmej% 6% Do eot xph lk||mh|p lk||mh|p zmtf dhtk`fklch fo|m~oetkc ahalh|p ahalh|p akdh oi fk|d olnh`tp oe fmjf prhhd |okdp% =% K``hpp axpt lh rckeehd to hcmamekth dkejh|oxp aoyhahetp oi pmth t|kiim` ked pmth rh|poeehc% ;2% Yhfm`ch axpt lh imtthd zmtf kalh| ickpfmej lhkòep# ked/o| axctmrch ph{xhe`h zk|emej pmje &APZP- kp |h{xm|hd% ;;% Kyomd prmcckjh oi zkth| oeto tfh `k||mkjhzk}%

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P%\%R.. EM@AK\!
Rkjh <==

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Rkjh 022

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Rkjh 02;

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P%\%R.. EM@AK\!
Rkjh 02<

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Rkjh 020

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Rkjh 024

8%< Hv`kykto|p ;% Hepx|h tfkt hv`kykto|p k|h orh|kthd l} kxtfo|m~hd kxtfo|m~hd rh|poep zfo fkyh fkyh lhhe kdh{xkthc} t|kmehd% T|kmemej pfoxcd kcpo me`cxdh hah|jhe`} ked |hp`xh r|o`hdx|hp% <% Xekxtfo|m~hd aoyhahet o| xph oi tfh hv`kykto|p pfkcc lh r|hyhethd kt kcc tmahp% 0% \hjxck|c} `fh`g ked tfo|oxjfc} akmetkme tfh ak`fmeh% Tfhph pfoxcd lh `k||mhd oxt l} k òarhthet ah`fkem`% 4% Hepx|h tfkt kcc |hchyket meio|aktmoe# me`cxdmej tfoph |hckthd to mept|x`tmoe# t|kmemej# pxrh|ympmoe ked pkih p}ptha oi zo|g k|h r|oymdhd to tfh orh|kto|p% 8% Hepx|h tfkt orh|ktmoe ked akmetheke`h akexkcp# akexik`tx|h|‟ p prh`mim`ktmoep# meprh`tmoe ked akmetheke`h coj loogp k|h r|oymdhd io| tfh xph oi tfh ah`fkem`p# ph|ym`h hejmehh|p o| otfh| ;% Pkiht} rh|poeehc dx|mej tfh rh|modm` akmetheke`h# meprh`tmoe ked hvkamektmoe% 9% Dx|mej tmrrmej o| |xeemej kcoejpmdh tfh t|he`fhp# hv`kykto|p axpt lh r|oymdhd zmtf zmtf ptor lco`gp ked pòt`fhp% :% Hv`kykto|p axpt lh |hpthd oe im|a j|oxed dx|mej orh|ktmoe% orh|ktmoe% 6% Kyomd orh|ktmej tfh ak`fmeh ak`fmeh too `coph to ke oyh|fkej# oyh|fkej# dhhr dmt`f o| foch ked lh kch|t to rothetmkc `k|ymej hdjhp# ikccmej |o`gp ked pcmdhp# |oxjf th||kme ked olptk`chp% =% R|orh| pkiht} r|o`hdx|hp r|o`hdx|hp ked ahtfod ptkthahetp pfkcc lh r|oymdhd ked ioccozhd dx|mej hv`kyktmoep% ;2% Co`kth ked mdhetmi} xedh|j|oxed ph|ym`hp l} `fh`gmej zmtf kcc xtmcmtmhp òarkemhp lhio|h hv`kyktmoep% Ptor ked meprh`t zo|g zfhe ph|ym`hp k|h hvrophd% ;;% Hepx|h tfkt kcc kcc hv`kyktmoep hv`kyktmoep k|h k|h pxrh|ymphd pxrh|ymphd l} ke hvrh|mhe`hd ked òarhthet rh|poe%

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Rkjh 028

;<% Zfhe |hyh|pmej o| me `kph tfh orh|kto|*p ymhz mp |hpt|m`thd# kdh{xkth pxrh|ympmoe ked pmjekcmej l} lkegp ake pfkcc lh r|oymdhd% ;0% Hepx|h tfkt tfh t}rh ked `krk`mt} oi tfh hv`kykto| to lh xphd k|h r|orh|c} `fophe io| tfh methedhd rx|rophp ked pmth òedmtmoep% Ehyh| xph k ak`fmeh io| ke} rx|rophp otfh| tfke mt mp dhpmjehd io| &h%j% do eot xph mt to `k||} rkpphejh|p o| xphd kp k `|keh-% ;4% Hepx|h tfkt |occoyh| r|oth`tmoe pt|x`tx|h ked phkt lhctp k|h r|oymdhd r|oymdhd ked xphd zfhe zo|gmej oe pcorh o| t|kyhcmej oe me`cmehd |okdp% ;8% @fh`g ked |hro|t io| hv`hppmyh hv`hppmyh zhk| ked ke} l|hkgkjh oi tfh lx`ght# lx`ght# lckdh# hdjh# tootf ked otfh| zo|gmej toocp oi tfh hv`kykto|% ;9% @fh`g tfkt kcc cmegkjhp/fmejhp k|h r|orh|c} cxl|m`kthd ked hepx|h tfkt tfkt tfh tfh cmegkjh rmep k|h ph`x|hd% Ehyh| xph mar|orh| cmegkjh rmep px`f kp tfoph mar|oymphd i|oa lhet pthhc |hmeio|`hahet lk|p% ;:% Ehyh| aoxet o| dmpaoxet k ak`fmeh tfkt mp aoymej% Zfhe orh|ktmej k ak`fmeh# kczk}p ptk} me tfh orh|kto|‟p ptktmoe ked hepx|h tfkt tfh `klme doo| mp ph`x|hc} `cophd% ;6% Kczk}p zo|g me ke heym|oeahet zmtf kdh{xkth yhetmcktmoe ked cmjftmej% ;=% Rk|g tfh hv`kykto| oe chyhc ked im|a j|oxed# zmtf rk|gmej l|kgh im|ac} krrcmhd ked lco`gmej zhdjhp xphd zfh|h krr|or|mkth% Tfh lx`ght o| otfh| t}rh oi zo|gmej toocp pfkcc lh cozh|hd to j|oxed px|ik`h zfhe eot me xph% <2% Eo rkpphejh|p pfoxcd lh `k||mhd oe tfh hv`kykto| hv`hrt tfh orh|kto|% <;% H|h`t fhmjft jkxjhp oi tfh jokcropt t}rh# tfh `|opplk| oi zfm`f axpt lh oi |mjmd |mjmd akth|mkc px`f kp ptoxt tmalh| rkmethd |hd ked zfmth to kyomd pt|mgmej kjkmept pt|x`tx|hp o| oyh|fhkd rozh| <<% cmehp% <0% Hepx|h tfkt tfh r|oth`tmyh i|oet p`|hhe oi tfh d|mymej `klme mp imvhd me ropmtmoe dx|mej hv`kyktmoep to kyomd h}h menx|} to tfh t fh orh|kto|% <4% Pzmt`f oii tfh hejmeh oi ke xektthedhd yhfm`ch%

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Rkjh 029

;9% H|h`t fhmjft jkxjhp oi tfh jokcropt t}rh# tfh `|opplk| oi zfm`f axpt lh oi |mjmd |mjmd akth|mkc px`f kp ptoxt tmalh| rkmethd |hd ked zfmth to kyomd pt|mgmej kjkmept pt|x`tx|hp o| oyh|fhkd rozh| cmehp% ;:% Ehyh| aoxet o| dmpaoxet i|oa k aoymej yhfm`ch%

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Rkjh 02:

;8% @fh`g tfkt tfkt tfh òeeh`tmej rmchp k|h pt|oejc} pt|oejc} ked ked r r|orh|c} |orh|c} zhcdhd zhcdhd to r|hyhet pekrrmej ked òcckrph oi rmchp dx|mej rmcmej k`tmoe% ;9% R|oymdh pxmtklch eomph klkthahet he`copx|hp kt r|orh| co`ktmoep to |hdx`h eomph% ;:% R|oymdh r|orh| rh|poekc r|oth`tmyh h{xmrahet# me`cxdmej krr|oyhd hk| axiip# to ak`fmeh orh|kto|p ked zo|gh|p# ked hepx|mej tfhm| xph% ;6% R|hrk|h Eomph Kpphppahet \hro|t ked ropt zk|emej eotm`hp me tfh k|hkp kiih`thd% ;=% Hepx|h im|h hvtmejxmpfh|p oi krr|or|mkth exalh| ked t}rhp k|h r|oymdhd ked meptkcchd me tfh maahdmkth ym`memt} oi tfh orh|kto|p% <2% @oyh|/imcc xr rmch fochp io| zo|g tfkt zh|h òarchthd o| tharo|k|mc} pxprhedhd% <;% Io| pkih |haoykc# xecokdmej ked t|kepro|tktmoe# hepx|h tfkt tfh rmcmej rmcmej h{xmrahet k|h r|oymdhd zmtf pcmejmej rometp# cxjp# |mejp# h}hloctp o| otfh| dhym`hp%

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Rkjh 026

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Rkjh 0;2

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Rkjh 0;;

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Rkjh 0;<

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Rkjh 0<4

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Rkjh 0<8

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Rkjh 0<9

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Rkjh 0<:

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Rkjh 0<6

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Rkjh 0<=

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Rkjh 002

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Rkjh 00;

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Rkjh 00<

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Rkjh 000

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Rkjh 004

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Rkjh 04<

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Rkjh 040

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Rkjh 044

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Rkjh 048

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Rkjh 049

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Rkjh 04:

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Rkjh 046

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Rkjh 04=

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Rkjh 082

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Rkjh 08;

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Rkjh 08<

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> Ah`fkem`kc yhetmcktmoe# l|hktfmej krrk|ktxp# pxmtklch RRH ked zkpfmej ik`mcmtmhp Ah`fkem`kc yhetmcktmoe# l|hktfmej krrk|ktxp# pxmtklch RRH ked zkpfmej ik`mcmtmhp Ah`fkem`kc yhetmcktmoe# l|hktfmej krrk|ktxp# pxmtklch RRH ked zkpfmej ik`mcmtmhp

Rkjh 09<

Pmth òetkameketp

Am`|olmocojm`kc |mpgp me`cxdh Zhmc‟ p dmphkph# thtkexp# fhrktmtmp L

Pmth |hdhyhcorahet meyocymej j|oxed zo|g# dhaocmtmoe# txeehccmej k`tmymtmhp# zo|g ehk| òetkamekthd zkth| òx|php%

Tfo|oxjf pmth hvkamektmoe ked `chk|ke`h

Otfh|p Pxlptke`hp

Eoe!moem~mej \kdmktmoe> Mei|k|hd \kdmktmoe Ckph| Lhka

Xct|k!ymocht \kdmktmoe

Fk~k|d R|olklch K`tmymtmhp Jckpp!lcozh|‟ p Jkp zhcdmej# `ktk|k`t |kdmktmoe i|oa Ortm`kc l|hkgdoze fot lodmhp oi Px|yh}mej# phzh| lmocojm`kc rmrh aoch`xchp# meptkccktmoe# rfoto`fham`kc txeehccmej k`tmyktmoe oi aoch`xchp

Rfotormjahetktmoe Hch`t|m` k|` oi zhcdmej pgme# pxelx|e# rfotogh|ktmtxp

P%\%R.. EM@AK\!
@oet|oc Ahkpx|hp

P`|hhemej# pfmhcdmej# pxmtklch r|oth`tmyh `cotfmej# h}h r|oth`tmoe @ke oec} lh xphd l} r|orh|c} t|kmehd orh|kto|p# |hòaahedktmoep ptkthd me tfh KEPM ptkedk|d Pkih Xph oi Ckph|p% P`|hhemej# pfmhcdmej# pxmtklch r|oth`tmyh `cotfmej# h}h r|oth`tmoe

Rkjh 090

KRRHEDMV @ NOL PKIHT] KEKC]PMP \H@O\D @FK\T M- Nol tmtch> Dkth oi nol kekc}pmp> / / Dhrk|tahet> Tmah oi nol olph|yktmoe> f|p Kekc}pt/\hymhz> MM- Dhp`|mrtmore oi nol> MMM- Akvmaxa rothetmkc > MY- Chjkc |h{xm|hahetp> Y- K``mdhet hvrh|mhe`h> Ym- \hckyhe`h òdh oi r|k`tm`h/jxmdke`h eothp/Kdympmej rxlcm`ktmoe YMM-Ph{xhe`h oi nol pmth> \mpg mdhetmim`ktmoe> R|h`ktmoe kdymphd> YMMM- Pxjjhpthd pkiht} p}ptha oi zo|g> MV- Pxjjhpthd |hymhzhd dkth> V- Pxjjhpthd nol pkiht} mept|x`tmoe> VM- Pxjjhpthd t|kmemej r|olcha> Pmje> Dkth> / / Dhrt> Ixe`tmoe>

KRRHEDMV D% Zh ehhd }ox ! zo|g pkihc} Pkiht} mp k `fhkr ked hiih`tmyh mepx|ke`h rocm`} Mjeo|mej k zk|emej `ke `kxph ax`f aox|emej \hrck`mej k pkz jxk|d mp hkpmh| tfke |hrck`mej k imejh| Pkiht} ! mt*p me }ox| fkedp R|oth`t }ox| fkedp%%%Xph }ox| fhkd Lh fked!me!jcoyh zmtf pkiht} Xph }ox| zmtp%%%%%xph rkddhd amttp Oec} }ox `ke r|hyhet io|hpt im|hp R|k`tm`h Im|h Pkiht}% Zkt`f zfkt }ox fhkt Chk|e eot to lx|e Hch`t|m`kc pkiht} chkdp to im|h pkiht}

Hepx|h im|h pkiht}# pkyh cmih pkyh r|orh|t} Doe*t lh k iooc+ Meprh`t }ox| hch`t|m`kc toocp

P%\%R.. EM@AK\!
Rkjh 094

K@@MDHET \HRO\T Ekah oi tfh nolpmth/nol eo > Ekah oi tfh menx|hd Kjh#phv ) dhpmjektmoe Dkth ked tmah oi k``mdhet L|mhi dhp`|mrtmoe oi tfh k``mdhet Zmtehpphp Ektx|h oi menx|} Xepkih k`t/ òedmoe `kxphd tfh k``mdhet Pkiht} krrcmke`hp xphd \hahdmkc ahkpx|hp tkghe

> > > > > > > > >

To > @oept|x`tmoe akekjh|/ Pxrh|ympo|/hejmehh| \hpmdhet hejmehh| oi òet|k`to|

KRRHEDMV H K@@MDHET MEYHPTMJKTMOE \HRO\T Pmth > Dkth > Ekah ked dhpmjektmoe oi tfh menx|hd rh|poe Dkth ked tmah oi k``mdhet Hvk`t co`ktmoe me zfm`f k``mdhet toog rck`h Zfkt zkp tfh menx|hd domej kt tfh tmah oi k``mdhet Dhp`|mlh l|mhic} foz tfh k``mdhet o``x|hd &kdd pght`fhp ) kddmtmoekc pfhhtp#mi eh`hppk|}zfkt zkp tfh xepkih k`t/òedmtmoe zfm`f `kxphd tfh k``mdhet ? zfkt k|h tfh r|h`ktmoep tkghe to r|hyhet pmamck| k``mdhetp ? Ke} otfh| meio|aktmoe

> > > > > > > >

@oept|x`tmoe Akekjh|/ Pkiht} @o! o|dmekto|/ \hpmdhet hejmehh| @oaamtthh ahalh| ;% Tfmp |hro|t fkp to lh phet to tfh |hjmoekc pkiht} hejmehh| zmtfme 46 fox|p oi tfh k``mdhet o``x||he`h# me `kph oi iktkc k``mdhetp ked ph|moxp k``mdhetp cmghc} to `kxph ao|h tfke t fke <; dk}p oi dmpklchahet <% Tfh rx|roph oi oi meyhptmjktmoe mp to imed oxt tfh `kxphp# eot to imv tfh lckah oe poahlod} P%\%R.. EM@AK\!
Rkjh 098

K E E H V X \ H ! MMM FK^K\D ) \MPG / @OEPH[XHE@H MDHEMIM@KTMOE IO\ K IHZ K@TMYMTMHP ME @OEPT\X@TMOE MEDXPT\MHP

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K`tmymt} Hv`kyktmoe

\o`g lckptmej

@oeph{xhe`hp / \mpg

&;- Dxptp jheh|ktmoe Hvrophd to dxpt# mefkcktmoe

Dxpt Hcch|j}# Kptfkak

&<- @kymej @kyme j me &lx|}mej me oi rh|poe-

Menx|}# Dhktf mi k rh|poe johp xedh| fmjf dhl|mp / hk|tf% Dxpt Hcch|j}# Kptfkak#

&;- Dxpt jheh|ktmoe &hvropx|h to dxpt mefkcktmoe% &<- Eomph Jheh|ktmoe &Hvropx|h to fmjf eomph-

Dhkihemej# Rh|akehet copp oi fhk|mej%

&0- Fmttmej l} akth|mkcp

Menx|} / Dhktf

\hmeio|`hahet k- @chkemej oi lk|p i|oa j|hkph# omc# rkmet# |xpt# dxpt

Dxptp / |xptp / Rkmetp / Omcp jheh|ktmoe# pr|hkdmej `kxpmej h}h menx|} &@oetk`t zmtf tfhph akth|mkcpDxpt mefkcktmoe

H}h Menx|}

Hcch|j}# Kptfkak

l- @xttmej# lhedmej

;- Ic}mej oi rmh`hp# &Fmttmej-

Menx|}

<- Fkaah| eot ikccmej ò||h`tc} oe `fmphc Fmttmej l} zm|h o| |hmeio|`hahet |hmeio|`hahet

Menx|} Menx|} to h}h o| lod}%

Ikccmej oi l|m`gp

Menx|}

Dxpt jheh|ktmoe &Mefkcktmoe-

Dxpt Hcch|j}# Kptfkak

Ikccmej oi ao|tk| / òetkmeh| òetkmeh|

Menx|} to chj%

Zkth| pr|megcmej lk`g me h}hp &Zkth| prckpf me h}hp-

H}h Menx|}

Ikccmej oi pfhhtp &Ikccp i|oa fhmjft-

;- Menx|} <- Dkakjh to pfhhtp% pfhhtp%

Toocp ikccmej / dkakjmej fkedp ht`…

Menx|}

@oetk`t zmtf K@@ pfhht chkdp to pgme dmphkph%

0- Me`kph oi K@@# Pgme dmphkph ak} lh tfh|h%

Ikccmej oi akth|mkcp

Menx|}

Zhcdmej |k}p hiih`tmej hiih`tm ej h}hp

H}h dkakjh# `ke`h|p%

`- Lhedmej oi |hmeio|`hahet L|m`g Zo|gp k- L|m`g t|kepro|t &Mi akexkcc} l- Amvmej oi ao|tk| `- T|kepro|t oi ao|tk| @x|mej zmtf zkth| pr|k} \ooimej &K@@ / JM / K@k- Fkedcmej pfmitmej ) cmitmej l- \ooimej imvmej ‐ loctmej# ekmcmej

:%

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Ikl|m`ktmoe> k- Cokdmej / Xecokdmej oi akth|mkcp l- Zhcdmej

R|oth`t }ox| fkedp%%%Xph }ox| fhkd

P%\%R.. EM@AK\!
Rkjh 099

2nd Term Saftety

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