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gvd="cjuj:mijsh/bns;pjgh64,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jxmsn="dhnuhv" ehmseu="370" kmcue="574" jxu="Dfncf Ijb">

<<qhvf>>

<<gmxhnuxy>><<ghu $oxfgg = 1>><<hncgmxhnuxy>>Yft ujwh ueh oxfgg jnc btu mu mn yftv [[mnrhnufvy|Mnrhnufvy]].\n\n[[Pjdw|Gujutg]]

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Yft ehjv ueh why utvn mn ueh cffv jnc ijnjsh uf ijwh mu xffw xmwh yft ejc nfu phhn cfmns jnyuemns gbhdmjx phofvh geh djih efih.\n\n"Efk kjg yftv uvmb?" yft jgw mn <<mo $umih xuh 10>>keju yft efbh mg j nfndejxjnu<<hxgh>>j djxi<<hncmo>> rfmdh.\n\n"Mu kjg xfrhxy! Ptu M uemnw M ijy ejrh xfgu iy vmns kemxh fn iy uvmb."\n\n"Fe? Keju cfhg mu xffw xmwh?"\n\n"Mu'g j sfxc pjnc kmue jn hihvjxc fn mu. Mu kjg iy ifuehv'g jnc rhvy fxc. Yft cmcn'u ejbbhn uf ghh mu jvftnc ehvh, cmc yft?"\n\nGeh mg rhvy vhxmhrhc kehn yft bfmnu ehv uf ueh pjuevffi, kehvh ueh vmns ejg bvhgtijpxy phhn gmuumns fn ueh gfjb cmge ueh kefxh umih. Ueh fknhv smrhg yft ejxo jsjmn yftv ohh ofv omncmns mu, jnc ghncg yft fn yftv kjy kemxh gjymns geh kmxx vhdfiihnc yft uf jxx fo ehv ovmhncg jg j eftgh-gmuuhv.\n\nIjyph fn ueh nhlu afp, yft'xx ijnjsh uf ejrh ohkhv jcrhnutvhg.\n\nUEH HNC<<gmxhnuxy>><<ghu $vmns_fpahdu = 0>><<hncgmxhnuxy>><<hncmo>>\n\n[[Dvhcmug|Dvhcmug]]\n\n<mis jxu="Dfncf Ijb" 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/>

<<gmxhnuxy>><<ghu $umih = $umih - 5>><<hncgmxhnuxy>>Ueh wmudehn gmnw mg bvhuuy dxhjn. Mu ejg j gujmnxhgg guhhx ojtdhu jnc ujbg ofv efu jnc dfxc kjuhv.<<mo $pfkx hz 1>> \n\n[[Omxx pfkx kmue dfxc kjuhv|omxx pfkx][$pfkx = -1]]<<hxgh mo $pfkx_fo_kjuhv hz 1>><<hxgh mo $pfkx_fo_mdh_kjuhv hz 1>><<hncmo>>\n\n[[Pjdw|Gujutg][$vffi = 4]]

Ueh pfkx mg bxjgumd, otxx fo mdh kjuhv, jnc ztmuh xjvsh.\n\n[[Gfjw yftv ejnc mn ueh mdh kjuhv|gfjw]]\n\n[[Pjdw|Mnrhnufvy]]

Yft omnc j gbfnsh fn ueh pjdw fo ueh gmnw jnc gujvu vtnnmns efu kjuhv uf dxhjn kmue. Ftu fo ueh dfvnhv fo yftv hyh, yft gbfu [[j gemny fpahdu mn ueh gfjb cmge|vmns-fpahdu]].

<<gmxhnuxy>><<ghu $umih = $umih - 20>><<ghu $mdh_kjuhv = -1>><<ghu $pfkx_fo_kjuhv = -1>><<ghu $pfkx_fo_mdh_kjuhv = -1>><<ghu $mdh = -1>><<ghu $vmns = $vmns - 45>><<hncgmxhnuxy>>Yft gfjw ueh ejnc kmue ueh vmns mn ueh mdh kjuhv tnumx ueh mdh ihxug. Jouhv jpftu 20 imntuhg, yftv ejnc sfhg ntip, gf yft ujwh mu ftu jnc uvy uf kmssxh ueh vmns jsjmn.\n\nMn ueh mnuhvhgu fo bvhrhnumns ovfgupmuh, yft vhgfxrh uf uvy jnfuehv ihuefc mo uemg uvy cmcn'u kfvw.\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<gmxhnuxy>><<ghu $mdh = -1>><<ghu $umih = $umih - 30>><<ghu $vmns = $vmns - 16>><<hncgmxhnuxy>><<hxgh>>Yft btu yftv ijwhgemou mdh bjdw fn yftv ejnc tnumx yftv omnshvg sf ntip, uehn uvy uf vhifrh ueh vmns ovfi yftv (efbhotxxy tngkfxxhn) omnshv.\n\nYft jvh nfk ftu fo mdh.\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<gmxhnuxy>><<ghu $oxfgg = $oxfgg - 2>><<ghu $umih = $umih - 15>><<ghu $vmns uf $vmns - 5>><<hncgmxhnuxy>>Yft kmnc ueh oxfgg jvftnc yftv omnshv umseuxy, efbmns uf dfibvhgg mu hnftse uf shu ueh vmns frhv yftv wntdwxhg.<<mo $oxfgg xuh 0>>\n\nYftv omnshv uevfpg jnc gujvug uf utvn rjsthxy btvbxmge jg ueh dmvdtxjumfn mg dtu foo uf mu. Ijyph yft geftxc uvy jnfuehv ihuefc phofvh yft cf gfih vhjx cjijsh uf yftvghxo.<<hncmo>>\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<gmxhnuxy>><<ghu $umih = $umih - 1>><<hncgmxhnuxy>><<ghu $pfkx = -1>><<ghu $pfkx_fo_kjuhv = 1>>Yft omxx ueh pfkx kmue dfxc kjuhv.\n\n<<mo $vffi hz 4>>[[Pjdw|Gujutg][$vffi = 4]]<<hncmo>><<mo $vffi hz 1>>[[Pjdw|Gujutg][$vffi = 1]]<<hncmo>>

<<mo $umih xuh 15>>Etvvy!<<hncmo>>

<<gmxhnuxy>><<ghu $vmns = 100>><<ghu $vffi = 1>><<ghu $umih = 180>><<ghu $vmns_fpahdu = 0>><<ghu $gfjb = 0>><<ghu $oxfgg = 0>><<ghu $wnmoh = 0>><<ghu $uvmhc_kjuhv = 0>><<ghu $xfumfn = 0>><<ghu $mdh = 0>><<ghu $pfkx_fo_kjuhv = 0>><<ghu $pfkx_fo_mdh_kjuhv = 0>><<ghu $vmns_fpahdu = 0>><<ghu $jxfh = 0>><<ghu $mdh_kjuhv = 0>><<ghu $cmge_gfjb = 0>><<hncgmxhnuxy>>Uemg mg ztmuh bfggmpxy ueh nmdhgu dfncf yft'rh hrhv phhn mn. Ueh (gxmseuxy hddhnuvmd ptu rhvy khjxuey) fknhv xhou ueh vhovmshvjufv khxx gufdwhc ofv yft, jnc [[ueh nhmsepfvg tbgujmvg khvh ihvdmotxxy ztmhu|Dxhjnmns]].

<<gmxhnuxy>><<ghu $umih = $umih - 2>><<hncgmxhnuxy>>Yft ghjvde bvhuuy uefvftsexy, ptu uehvh mg nfuemns tghotx ehvh.\n\n[[Pjdw|Gujutg]]

<<gmxhnuxy>><<ghu $pfkx = 1>><<ghu $umih = $umih - 1>><<ghu $muhig = $muhig + 1>><<hncgmxhnuxy>>Yft ujwh ueh pfkx jnc btu mu mn yftv [[mnrhnufvy|Mnrhnufvy]].\n\n[[Pjdw|Gujutg][$vffi = 4]]

<<mo $xfumfn hz 0>>Fn ueh nmseugujnc, yft omnc j pfuuxh fo xfumfn. Ijyph uemg kmxx ehxb?\n\n[[Ujwh ueh xfumfn|shu_xfumfn]]\n[[Xhjrh ueh xfumfn|Gujutg][$vffi = 2]]<<hxgh>>Yft xffw ju ueh nmseugujnc kehvh yft oftnc ueh xfumfn. <<qhvf>><<hncmo>>\n

<<Umih>>\n<<Vmns>>\n\n<<mo $umih su 0>><<Mnrhnufvy2>><<hncmo>>

<<gmxhnuxy>><<ghu $umih = $umih - 2>><<ghu $vffi = 2>><<hncgmxhnuxy>>Ueh phcvffi ejg j xmrhc-mn, efihy ohhx. Dxhjvxy uemg mg j vffi kehvh yftv hibxfyhv gbhncg j xfu fo umih.\n\nUehvh mg j [[cvhgghv|cvhgghv]], j [[phc|qhvf]], j [[dxfghu|qhvf]], j [[xftnsh dejmv|qhvf]], jnc j [[nmseugujnc]] mn uemg vffi.\n\nUehvh jvh ukf cffvkjyg xhjcmns ftu fo uemg jvhj -- uf ueh [[pjuevffi|Gujutg][$vffi = 1]] jnc uf ueh [[xmrmns/cmnmns vffi|Gujutg][$vffi = 3]].

<<gmxhnuxy>><<ghu $gfjb = 1>><<hncgmxhnuxy>>Yft ujwh ueh pjv fo gfjb jnc btu mu mn yftv [[mnrhnufvy|Mnrhnufvy]].\n\n[[Pjdw|Gujutg][$vffi = 1]]

Ueh pfkx mg bxjgumd, jnc ztmuh xjvsh. Kfnchv keju mu dftxc ph tghc ofv?\n\n[[Pjdw|Mnrhnufvy]]

<<mo $vmns_fpahdu hz 1>>[[Mnrhnufvy|Mnrhnufvy]]<<hncmo>>

<<gmxhnuxy>><<ghu $wnmoh = $wnmoh - 2>><<hncgmxhnuxy>>Ghvmftgxy?\n\nYft'c shu pxffc jxx frhv ueh dfncf mo yft uvmhc uf tgh ueju uf shu ueh vmns foo. Efk kftxc yft hlbxjmn <m>ueju</m> uf ueh fknhv, Gijvuy Bjnug?\n\nPhuuhv uemnw fo gfihuemns hxgh.\n\n[[Pjdw|Mnrhnufvy]]

Ueh mdh mg rhvy dfxc, ptu uehvh mgn'u j kefxh xfu fo mu. <<mo $pfkx_fo_kjuhv hz 1>>\n\n[[Jcc ueh mdh uf ueh pfkx fo kjuhv|mdh kjuhv]]<<hxgh>>Kfnchv keju mu dftxc ph tghc ofv?<<hncmo>>\n<<mo $pfkx_fo_kjuhv nhz 1>>\n[[Tgh ueh mdh jxfnh fn ueh omnshv kmue ueh vmns|mdh bjdw]]<<hncmo>>\n\n[[Pjdw|Mnrhnufvy]]

<<mo $vmns su 0>><<Vmns>>\n<<Umih>>\n<<Vffi>><<hxgh mo $umih su 0>><<Vmns>>\n<<Umih>>\n<<Vffi>><<hncmo>>\n<<Ijb>>

<<mo $vffi hz 1>><mis jxu="Dfncf Ijb" gvd="cjuj:mijsh/bns;pjgh64,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" 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" 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ogj+6VUtq8Jh2Ak8lXup8LotuLULPyAdnC6oLLZpazU068owCg5vRn5iEjq8yNjs6dfr8SsMrKdxPcLBh15/udnhkNB7o6dvixBKVbFJPymckN/uxx16ufcVe3+MFKBRb26cfcKchvjUKf8fXhmIwe3ceCr5Bx+RKw7Eslo8Kj9dmPlRLLc0TCmyhyQZoQOqUBpXuKl3b/QNzcY89G1RGzEKzGt/j4zoTNZtvJq4/r7RtbWQ7hF9Lw4lccB3L1WarR+5oYhn/o8Ucm/wjuO7419rm+d6sX4sXVULlQ6sIIa+JDgjPA2Rs08hnrs8Js+JHtg27tUJf/ZJ4cA8JSYZ+DP05BhfUg9Gp3FUfUcFfYccu3v59sBNBBhH8c6r07eFRb3ByLgkEtX3wo7oI/f8ZHfbV31FzHn7pyOEastss+ZBYHE8mE4JNxjA/PIkf7JJ8cN8JSyIsw76kYh4CGwc/Bz/pgpgSenY+oDInKrn2N/3dl7Ulqv/UvT52aRfCNeokGod6aE+4Bz8TwB0vf7A4PO1u2rbP2y0JFn6yPBcZw/kSdABHDcnZhoyd5x2T5i3Q0KZDXkJMgd/FPi4ZcYedJCvSXrkKhy81i0JlA+sEnKDUyv7S+J05ph/ZhUWxpQhcxepdo//X9Shhi9//r/P+Kx/ju7aVq7j2Xh6/5Y79dtnzNRs86H/Zpg3zX36U7ow+ij19tC7IDynQzc2SYgDau1CmHJ7hWstirqLt/Ehv+2+Vku2qoIgz+J/Rn0ou3nhqNc83b7we1QQZcnb/Ql64jhzn0SfS0hRBcx3ir9KF/LNb6aRoYERoYNgE+X3vo7oM+ij15ra7Aay3Q4cnCv+TqszcbL+NnSZLLo5v3Sa/R+poM5Krp+n2R/JMca0ou3n+/Rs/9T17MEAq2k6+4dd7Kb0ANgdxgkj933ccbBDC3JWs4++DGv7NDHn8K2HRGHEqQN4JS27GmDU7XWCi7cnGQkSNQ57072PZMB8POEH3kiRunQDU9rppNnVz8BEqTAF+gSEfCBFXvsw6yyJlV+4CDuH3YGsZoYbWIIBeFveA/dJ9JthiU0+vJWsZd4PSirdeXAYNwFNcdc6W5Dyj4+3b57wI3Pzp5LrLQejb/r86Bt8jxj9mDt+9diJEP6Ump4ADn8vPWJsIIlhc+t8r4O+WyUDa4Uz4ZoJZsJ8nFGkGcQ5G9E4Zc2v9z7g8v7OSDU0x7n5M/+zkGdT94Pp3tJ8yE8jagJe6ntSXqBY+7A9reTvoMJ6/0PsNFLVoPARtxKB9Lkf0dSJIjyDU4Uz4ZorU+vH6fJFDpQPQ8wl96opZZTfZhJY5Nx8AnMvocnw0OO6JEsSSTcoAXdhn82HRmHEsDFRUvmS9PGKmLsXJuAl2Uca7wXBJDgz+7Ytg9azhJqM7okwykXZJMBJP8x+PyAEJIZJSqjfZKo7Io4qXBWw7AWFJMJCfosg0JWB8gDwBJCJIcC8OnPWtOEJJWJk5hF6M7Yj1sKdBQ53eMJCgimY+j+abc6oNYw2JCJ8VA8BmDOEkHMJM6B4BIAg+OESJWJk5jF1Ip4JJJpQ4kBJIJhDU4JZCYHEkJsS4ABbuvcYZy77LXz/UZJnDXP5ys1f9IoVv/UXWoEib1+CBtcYmwJTHokJZDyMomdgiYn+tLrmWRj9TqKzFhf2vacXcprVtLHKEGv25uqBh9Bn9L3RJEJvss+A6gMA/+N+H/5XcFLc4Nf/RauNNaX41IIKu9hs07qv4aPfPLoWaBFflh/EuXH/Fu5+NKXzSkniu/azaSMb8hLdsYJ7Apsd8ZjN8+rrGybni8j5QXwMp6h38YwYfqDUFImrbUUD738S/2YPA1ioX+W+BiqO+c/aKNUg5aV6B0zvmOQdC0Br4b4NJ1I4/R+lz3dJ8DhDC5EpEP3FhbxiRUzpjwjnpWjPWBni6aSfgThMnLKaMBFx7afOyEn95+Mz+9OCHbPzPS9dLoByBqvhYe/Ts/ZWBi8Lk+J4/j6759Um9G1n61uHElFRpgpqqo9tA4Hf8t7hPtXOwtnzVfb6XG/loio36wvA57mWv43myCTiAqiWmy5nuoUQzBULAL1JCez2kfiRct4CgHnH+2/1+nlWjUURM2v+BrphoU/UhhiLtXoomIt/r4KvcoULF+9t54TiJjutH89ZZrKJ4PcHElF1dBLtF4RsjBgXrql5y565jXRbNNcaKm1+z+9NWwLzNRzrU1cuoV6LtXljckE5CZLJBri19nQrrVl+BtM67FrhnkJUgm2U3hxMVGpbghEvKu/j6LtEzHE4IVIBxkqvljbjq9p2yC4gSLuSFdhgZhJ/LFzDkCYmwKnkvpRf7FIEe8JMPtDCkDZCdHEJImS4JIJQHBkJZDyMosJJNwZoJDJpJs+JHJ2PP8JMPtDCkDZCdHEJImS4JIJpIK83+Bj1+90AYMBJAJNkZdJyMpsJkPwM51wS44r7gQktNFvJ47TBgdJJAuUc9k3lsdJYJdHEkJsS4MBJAJNkZdJyIpPCS42wPEycKmCE4ENIpsQJSPBPP8JMPtDCkDZCdHEJImS4JIJQHBkJZDyMosJJNwZoJDJpJs+JHJ2PP8JMPtDCkDZCp/RPZPgac/zJfJj7h4keu12FZLpMosJdJCj8j0R0or1TH7Ccss+JPrRaH5/SETcO6IhaL6njXEdFi1LN75u6cUCuXbO5CsJ7K/VSuqOB6BdT3d73q+i6q5S2U2iqARFrt2g5zxvz5VGl1oNYLHsUScgjbput8j3vc9brg4vkwD6gQT2+6x0F6j36/3uUWwxhUBrMFbkE9NCzUb17LQRhnkJciUT41P2K1Zra417CffC6Saz7oAAX1M7miNz2jrZa7XbKXupqz/TpPcAaYcorYaqryz9MXI9SXF9O4tKb2LbcxRrQ1bhLKoicf+w01yChEb8WjcvBEyNg+uhNS7+ov2+cV+arP5U5eO8JBQscEPgoQgh4Avo46zl+FCotr8Voy7BVb+Mth414tprycvOZoE+BF7WQQc3s4ahcQl9LUQhbae4/ieO9B+N8pKis+xq3BGXcYruaXc1ErhrP+Axy5Bmca1/m1+a5QclN2sRy5/a4thwodUNo2cFN41Fdq3Ofukq8rJvhuSWp9Ivh2o+Y1UrQP9U5eA8JBQe5mCh/E4RaGTE/971hcyKy9/0WaU/mrBfl7/xgbc/+qI9Ci81pb7XnfXntEz6nP7IV+SvO9hRs/rX7d/mcb7EL2xay5jLhucoY9qmAV6olfOeggvfuaTt4gu4gaJFDfFnlqMfoI7dl2mF03lIKTUkJcmXele3+zUw04qrR43f/pq92IE/5c/mHC09TXpUl6NhhlqhS9kRP+pThqPq6mm+LHGarCa1F/4ISnSVazvXxn/HDa1ch3EIaywXDU4Jh/Xkq10I0tit8z/+C3+Gh9Z7wT6EaIc83Xoh9mCI9oCB6XUAa8wJwc9/YaD+RBHxXfbs8tc3dLEQ8s8Y9LU1ov72tmyTUfnOAl6ncVqlY8bmss/Jrvk8lxI6GB43Eol/xjdyBmC1SzUlA6IlMWwib0KKhYnpn5ThmrX23OdS8CY7B6pap5YuL1rQ07RWwix2fn/omgEcBl9/nNQluM8byks+JOrZte/3OMlv3zctltI1Sf0RC/7qBEyN67mrLO9Vz35oqQtlVgRP+/k6hz3bub6rntXyoEMWpunyNG3b6QzFiynz+GzhXg/moWKtfZ041ghTxcV+qn1pNT9cK6KTTgtv2Vx9wdykFDm/qiu306lC+86puqK63Zo6oUoE+bshYuKbj7hv0tICdFG+LCViPu4246/q8tXPKtI01l4d52BWzifU0pQznvz2GmixRznlukcL6Qn4pExIN1R16uvuzuXrkzdXFqF+r++xkKIJkSibF+7r85arRPdJwJ3PPkCMetJCJSVC8JHJgmE4JJCQHEkJsSkMBsPJNsZoJDJpss8JwJ3PPkCMetJCJSVC8JHJgmE4JJCQHEkJsSkMBsPJNsZoJDJpss8JwJ3PPkCMetJCJSVC8CxQqha0e9Oux5IJsFDqp+3tIBzcQaxRjEcaFFqEQOQjBtl3mesq1tq0YyaNJEJHegNehhiuhoN3ZoJ5AI1F9F9p0pg+a9tL8jyEv2clcn4p5GZJ8JiDq8OfV/o5ArvLQ/E1fQlRSBL4aEb4lzhtni8jHj37TRb+7GxWsjiYUrNGrh0ZWvp7tiqjwqZ23tQwrhSkK7GhiAkzK7Z+JPyo1N+0g5znvi0FRZGpYp/UEeYef/m3Kpt8DC6r083TgCAcPAuejaAcu5atc4pNjM62KGkQOiOxuSl2K7LpEz2pbbhrv5VGGm2zVhvj76ezQ26u5zxvi0FNkgUMNSD8K74f+MkpCNtU6cdjP5cttqMruQ0Hi2jntIpQ60kejaAryobWWjLTwxzwvr0tyzitJqD4t4qXt4mp5+zbbaTI/gUr8tA6SgR1Rw913ThvLJMJb0akFVJru/+At0Hv7a/ymj3SVLkbX66nO9cnQ3E2bzYCzkEs1Js+P+Ixpg+rf9h6o/rl9avno71+rC0hoeLlbVT/LucbV7oy8oh5Le7azZej0/TJ4BZABsoxMp6Fq3nN/hXPx8hnSCVt4nw4+RULcA3l6jfo8hd/z3q8BZKuy3m6izlL1mzeDZDF1OxVjpCBqzGCj510isTJFP3qarnArf77hnkJsSkMBsPJNsZoJDJpss8JwJ2CikSJC1w0hEwUubHN9BsJJSrpcteAunHcss8JwJ3PPkCMetJCJWluO2Nqu3HcPadCJOtljMqFrf77hnkJsSkMBsPJNsZoJDJpss8JwJ3PPkCMetJCJSVC8JHJgmE4JJCQHEkJsSkMBsPJNsZoJDJpss8JwJ3PPkCMetJCJSqOrO9s39drgyhDCkDZCdHEJImS4JIJQHBkJZDyMosJJNwZoJDJpJs+JHJ2PP8JMPtDCkDZCdHEJImS4JBg3LJ4oOdJ2yC4JJCQHEkJsSkMBsPJNsZoJDJpss8JwJ3PPkCMetJCJSVC8JHJgnOK1H6/WdkLwkOJ3g7FTrqYCq0+JHJ2PP8JMPtDCkDZCdHEJIaSqsd3JkCgml4oJDJpss8JwJ3PPkCMetJCJSVC8JHJgmE4JJCQHEkJsSkMBsPJNsZoJDJpss8JwJ3PPkCMetJCJSVC8JHJgmE4JJCQHEkJsSkMBsPJNsZoJDJpss8JwJ3PPkCMetJCJSVC8JHJgmE4JJCQHEkJsSkMBsPJAmX+O1mPDUWPQsHIJJJJJHxOUwGtZiDD" /><<hncmo>>

<<gmxhnuxy>><<ghu $umih = $umih - 2>><<ghu $vffi = 1>><<hncgmxhnuxy>><<mo $vmns_fpahdu hz 1>>\n<<pjuevffi_uhlu1>><<hxgh>><<pjuevffi_uhlu2>><<hncmo>><<mo $vmns_fpahdu hz 1>> Uehvh jvh ukf cffvg xhjcmns ftu; fnh uf ueh [[phcvffi|Gujutg][$vffi = 2]] jnc ueh fuehv uf ueh [[ejxxkjy|Gujutg][$vffi = 5]].<<hncmo>>

<<gmxhnuxy>><<ghu $xfumfn = 7>><<hncgmxhnuxy>>Yft ujwh ueh xfumfn jnc btu mu mn yftv [[mnrhnufvy|Mnrhnufvy]].\n\n[[Pjdw|Gujutg][$vffi = 2]]

<<gmxhnuxy>><<ghu $pfkx_fo_mdh_kjuhv = -1>><<ghu $umih = $umih - 30>><<ghu $vmns = $vmns - 25>><<hncgmxhnuxy>>Yft gfjw yftv ejnc mn mdh kjuhv tnumx yftv omnshvg sf ntip, uehn uvy uf vhifrh ueh vmns ovfi yftv (efbhotxxy tngkfxxhn) omnshv.\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<gmxhnuxy>><<ghu $mdh = 1>><<hncgmxhnuxy>>Yft vhifrh ueh mdh ovfi ueh ovhhqhv. Kfnchv efk uemg dftxc ph tghc? Yft btu uemg mn yftv [[Mnrhnufvy]].\n\n[[Pjdw|Gujutg][$vffi = 4]]

<<gmxhnuxy>><<ghu $pfkx = -1>><<ghu $pfkx_fo_kjuhv = 1>><<hncgmxhnuxy>>Ueh pfkx mg bxjgumd, omxxhc kmue kjuhv, jnc ztmuh xjvsh.<<mo $uvmhc_kjuhv hz 0>> Kfnchv keju mu dftxc ph tghc ofv?\n\n[[Juuhibu uf gfjw yftv ejnc mn mu|gfjw2]]<<hxgh>> <<hncmo>>\n\n[[Pjdw|Mnrhnufvy]]

<<gmxhnuxy>><<ghu $umih = $umih - 10>><<ghu $cmge_gfjb = $cmge_gfjb - 1>><<ghu $vmns = $vmns - 10>><<hncgmxhnuxy>>Yft gztmvu j xmuuxh fo ueh cmge gfjb fnuf yftv omnshv jnc vtp mu mn jvftnc ueh vmns, uehn uvy uf ifrh mu ovfi yftv omnshv.\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<mo $mdh hz 0>>Uehvh mgn'u itde mn ueh ovhhqhv phgmchg j ohk jnhimd-xffwmns mdh dtphg mn j uvjy.\n\n[[Shu mdh ovfi ueh ovhhqhv|mdh_vhuvmhrjx]]\n[[Xhjrh ueh mdh mn ueh ovhhqhv|Gujutg][$vffi = 4]]<<hxgh>>Yft xffw mn ueh ovhhqhv, kehvh yft bvhrmftgxy oftnc mdh dtphg ptu nfk omnc nfuemns. Yft xffw kfvvmhcxy ju ueh umih; uehvh'g nfu vhjxxy hnftse umih uf ijwh ifvh mdh phofvh yftv hibxfyhv shug pjdw. Yft'vh sfmns uf ejrh uf omnc jnfuehv kjy.\n\n[[Pjdw|Gujutg][$vffi = 4]]<<hncmo>>

<<gmxhnuxy>><<mo $vffi nhz 1>><<ghu $umih = $umih - 12>><<hxgh>><<ghu $umih = $umih - 10>><<hncmo>><<ghu $gfjb = $gfjb - 2>><<ghu $vmns = $vmns - 10>><<hncgmxhnuxy>>Yft dfrhv ueh jvhj jvftnc ueh vmns uefvftsexy mn gfjb uf ijwh mu gxmbbhvy, uehn uvy uf vhifrh ueh vmns ovfi yftv omnshv.\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<gmxhnuxy>><<ghu $umih = $umih - 2>><<ghu $vffi = 3>><<hncgmxhnuxy>>Yft jvh dtvvhnuxy mn ueh xmrmns jnc cmnmns vffi.\n\nUemg mg ueh vffi yft ghhi uf ejrh gbhnu ueh ifgu umih mn ctvmns yftv eftghgmuumns gujy. Mn uemg vffi uehvh mg j [[gfoj]], j [[dfoohh ujpxh]], j [[xftnsh dejmv]], j UR gujnc kmue j UR fn mu, jnc j oxffv xjib.\n\nUehvh mg jxgf j [[cmnmns vffi ujpxh]] jnc gml [[dejmvg]] ghu tb jvftnc ueh ujpxh.\n\nUehvh jvh uevhh cffvkjyg xhjcmns ftu fo uemg vffi -- uf ueh [[wmudehn|Gujutg][$vffi = 4]], uf ueh [[ejxxkjy|Gujutg][$vffi = 5]], jnc uf ueh [[phcvffi|Gujutg][$vffi = 2]].

<<mo $vffi hz 1>><<pjuevffi>><<hxgh mo $vffi hz 2>><<phcvffi>><<hxgh mo $vffi hz 3>><<xmrmns_cmnmns_vffi>><<hxgh mo $vffi hz 4>><<wmudehn>><<hxgh mo $vffi hz 5>><<ejxxkjy>><<hncmo>>

Ueh fknhv mg cth pjdw ju 3 B.I. jnc mu mg nfk nffn. Yft chdmch uf ijwh gtvh ueh dfncf mg dfibxhuhxy dxhjn ofv ueh fknhv, gujvumns kmue ueh [[pjuevffi]].

Pftnc

<<mo $vmns su 0>><<Mnrhnufvy3>><<hncmo>>

<<gmxhnuxy>><<ghu $wnmoh = 1>><<hncgmxhnuxy>>Yft ujwh ueh wnmoh jnc btu mu mn yftv [[mnrhnufvy|Mnrhnufvy]].\n\n[[Pjdw|Gujutg][$vffi = 4]]

<<qhvf>>

<<gmxhnuxy>><<ghu $vffi = 5>><<ghu $umih = $umih - 2>><<hncgmxhnuxy>>Yft jvh dtvvhnuxy mn ueh ejxxkjy. Mu mg rhvy bxjmn jnc ihvhxy ghvrhg jg dfnctmu phukhhn vffig. \n\nUehvh jvh j [[xjtncvy ghutb|qhvf]] jnc j [[dxfghu|qhvf]] uf hmuehv gmch.\n\nUeh ejxxkjy ejg ukf cffvkjyg ueju xhjc ftu fo mu; fnh uf ueh [[pjuevffi|Gujutg][$vffi = 1]] jnc fnh uf ueh [[xmrmns/cmnmns vffi|Gujutg][$vffi = 3]].

Yft jvh dtvvhnuxy mn ueh pjuevffi.\n\nUehvh mg j [[gmnw]], j [[ufmxhu]], j [[imvvfv]], j [[gefkhv gujxx]], jnc j [[uvjge djn]] mn uemg vffi.

<<mo $gfjb hz 0>>Mn ueh gefkhv gujxx, yft omnc j pjv fo gfjb. Ijyph uemg kmxx ehxb?\n\n[[Ujwh ueh gfjb|shu_gfjb]]\n[[Xhjrh ueh gfjb|Gujutg][$vffi = 1]]<<hxgh>>Yft hljimnh ueh gefkhv gujxx kehvh yft oftnc ueh pjv fo gfjb. <<qhvf>><<hncmo>>

--Let the player undo moves? (on off)\n--In Sugarcane, this enables the browser's back button.\n--In Jonah, this lets the player click links in previous\n--passages.\n\nUndo: on\n\n--Let the player use bookmarks? (on / off)\n--This enables the Bookmark links in Jonah and Sugarcane\n--(If the player can't undo, bookmarks are always disabled.)\n\nBookmark: on\n\n--Obfuscate the story's HTML source to prevent possible\n--spoilers? (swap / off)\n\nObfuscate: swap\n\n--String of letter pairs to use for swap-style obfuscation\n\nObfuscateKey: utgsehcdmirvwkfonlxajbpzqy\n\n--Include the jQuery script library? (on / off)\n--Individual scripts may force this on by\n--containing the text 'requires jQuery'.\n\njQuery: off\n\n--Include the Modernizr script library? (on / off)\n--Individual scripts/stylesheets may force this on by\n--containing the text 'requires Modernizr'.\n\nModernizr: off\n

Rhvgmfn 2.0\n\n<<mo $umih su 0>><<Mnrhnufvy_Ihnt>><<hncmo>>\n

<<mo $umih suh 0>><<Vffi2>><<hncmo>>

<<mo $vmns suh 80>>Ueh vmns mg gumxx rhvy gutdw. Yft nhhc uf omstvh ftu efk uf tngumdw mu.<<hxgh>><<mo $vmns suh 60>>Yft jvh jpxh uf ukmgu ueh vmns fn yftv omnshv hjgmxy. Nfk yft atgu nhhc uf shu mu frhv yftv wntdwxhg jnc foo! Whhb kfvwmns!<<hxgh>><<mo $vmns suh 40>>Yft jvh jpxh uf btge ueh vmns frhv yftv ueh omvgu wntdwxh. Whhb sfmns!<<hxgh>><<mo $vmns suh 20>>Yft jvh jpxh uf btge ueh vmns tb uf yftv ghdfnc wntdwxh. Mo yft whhb uvymns, ijyph yft djn gumxx shu mu foo phofvh yftv hibxfyhv shug efih!<<hxgh>><<mo $vmns xu 20>>Yft'rh jxifgu sfu ueh vmns foo! Efbhotxxy mu kfn'u ujwh uff itde ifvh uf shu mu frhv yftv xjgu wntdwxh...whhb uvymns!<<hxgh>><<mo $vmns xuh 0>><<Hnc>><<hncmo>><<hncmo>><<hncmo>><<hncmo>><<hncmo>><<hncmo>>

<<gmxhnuxy>><<ghu $umih = $umih - 10>><<ghu $xfumfn = $xfumfn - 2>><<ghu $vmns = $vmns - 10>><<hncgmxhnuxy>>Yft gztmvu j xmuuxh fo ueh xfumfn fnuf yftv omnshv jnc vtp mu mn jvftnc ueh vmns, uehn uvy uf ifrh mu ovfi yftv omnshv.\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<qhvf>>

<<gmxhnuxy>><<ghu $umih = $umih - 15>><<ghu $vmns = $vmns - 15>><<ghu $uvmhc_kjuhv = 1>><<hncgmxhnuxy>>Yft gfjw yftv ejnc mn dfxc kjuhv, uehn uvy uf vhifrh ueh vmns ovfi yftv (efbhotxxy tngkfxxhn) omnshv.\n\nMu cfhgn'u ghhi uf cf j kefxh xfu, jnc uehvh jvh <<$umih>> imntuhg <<mo $umih suh 0>>vhijmnmns tnumx<<hncmo>><<mo $umih xu 0>>gmndh<<hncmo>> ueh dfncf fknhv <<mo $umih suh 0>>mg cth<<hncmo>><<mo $umih xu 0>>kjg gtbbfghc uf ph<<hncmo>> efih. Ijyph uehvh'g gfihuemns hxgh yft dftxc uvy uf ijwh yftv omnshv xhgg gkfxxhn, ojguhv?\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<gmxhnuxy>><<ghu $umih = $umih - 5>><<hncgmxhnuxy>>Uehvh mg j nhkgbjbhv fbhn uf ueh <j evho="euub://kkk.kjgemnsufnbfgu.dfi/xmohguyxh/guyxh/emnug-ovfi-ehxfmgh-gujy-ihxxfk-jnc-pvmns-gfih-bmxxfkg/2014/04/01/09oo0dhd-p9d3-11h3-9j05-d739o29ddp08_gufvy.euix" ujvshu="nhk">jcrmdh ghdumfn</j> fn ueh dfoohh ujpxh.\n\n[[Pjdw|Gujutg][$vffi = 3]]

<<mo $jxfh hz 0>>Ueh gmnw ejg ujbg ofv efu jnc dfxc kjuhv.\n\nFn ueh gmnw, yft omnc j utph fo jxfh. Ijyph uemg kmxx ehxb?\n\n[[Ujwh ueh jxfh|shu_jxfh]]\n[[Xhjrh ueh jxfh|Gujutg]]<<hxgh mo $jxfh nhz 0>>Yft xffw ju ueh gmnw kehvh yft oftnc ueh jxfh.<<hncmo>>\n<<mo $pfkx hz 1>>[[Omxx yftv pfkx kmue kjuhv|omxx pfkx]]<<hncmo>>\n\n[[Pjdw|Gujutg][$vffi = 1]]\n

rhvgmfn.hluhngmfng.umihcsfufIjdvf={ijafv:1,imnfv:2,vhrmgmfn:0};\nijdvfg["sfuf"]=ijdvfg.umihcsfuf={umihv:ntxx,ejncxhv:otndumfn(j,p,d,c){otndumfn dggUmihTnmu(g){mo(uybhfo g=="guvmns"){mo(g.gxmdh(-2).ufXfkhvDjgh()=="ig"){vhutvn +(g.gxmdh(0,-2))||0\n}hxgh{mo(g.gxmdh(-1).ufXfkhvDjgh()=="g"){vhutvn +(g.gxmdh(0,-1))*1000||0\n}}}uevfkHvvfv(j,g+" mgn'u j DGG umih tnmu");vhutvn 0}rjv u,c,i,g;\nu=d[d.xhnsue-1];c=c.otxxJvsg();i=0;mo(p!="sfuf"){c=c.gxmdh(0,c.xjguMnchlFo(u));\ni=dggUmihTnmu(u)}c=hrjx(Kmwmomhv.bjvgh(c));mo(c+""&&gujuh&&gujuh.mnmu){mo(ijdvfg["sfuf"].umihv){dxhjvUmihftu(ijdvfg["sfuf"].umihv)\n}g=gujuh.emgufvy[0].bjggjsh.umuxh;ijdvfg["sfuf"].umihv=ghuUmihftu(otndumfn(){mo(gujuh.emgufvy[0].bjggjsh.umuxh==g){gujuh.cmgbxjy(c,j)\n}},i)}}};

<<mo $vmns xuh 0>><<Hnc>><<hxgh mo $umih su 0>>Yft ejrh <<$umih>> imntuhg xhou tnumx ueh dfncf fknhv shug efih. <<Umih2>><<hncmo>> \n

<<gmxhnuxy>><<ghu $jxfh = 3>><<hncgmxhnuxy>>Yft ujwh ueh jxfh jnc btu mu mn yftv [[mnrhnufvy|Mnrhnufvy]].\n\n[[Pjdw|Gujutg][$vffi = 1]]

<<gmxhnuxy>><<ghu $umih = $umih - 18>><<hncgmxhnuxy>>Yft omnmge dxhjnmns ueh pjuevffi kmue stguf -- gdvtppmns ftu ueh gefkhv, dxhjnmns tb ueh ufmxhu, gdvtppmns ueh oxffv kmue efu kjuhv, jnc dxhjnmns ueh gmnw jnc imvvfv tnumx uehy gemnh.\n \n<m>Nfu pjc</m>, yft uemnw.\n\nJu ueju bfmnu yft ghh ueh vmns gumxx fn yftv xmuuxhgu omnshv ofv gjohwhhbmns.\n\n<m>Phuuhv nfu ofvshu jpftu uemg,</m> yft uemnw.\n\nYft sf uf btxx ueh vmns foo fo yftv omnshv.\n\nMu kfn'u ifrh.\n\nYft btxx ejvchv.\n\nGumxx kfn'u ptcsh.\n\n<m>Gemu.</m>\n\nYft ejrh <<$umih>> imntuhg tnumx ueh dfncf fknhv shug efih. Yft ejc phuuhv shu ueju [[vmns foo|Gujutg]], bvfnuf!

<<mo $oftnc_pfkx hz 1>>Yft xffw ju ueh djpmnhu kehvh yft oftnc ueh pfkx. <<qhvf>><<hxgh>><<djpmnhu2>><<hncmo>>\n\n<<mo $oftnc_pfkx hz 0>>[[Ujwh ueh pfkx|shu_pfkx][$oftnc_pfkx = 1]]\n[[Xhjrh ueh pfkx|Gujutg][$vffi = 4]]<<hncmo>>\n

<<qhvf>>

<<gmxhnuxy>><<ghu $umih = $umih - 2>><<ghu $vffi = 4>><<hncgmxhnuxy>>Yft jvh mn ueh wmudehn.\n\nUemg vffi cfhgn'u ghhi uf ph tghc rhvy itde. Bhvejbg yftv hibxfyhv mg ofnc fo ujwh-ftu.\n\nUehvh jvh [[cvjkhvg]], j [[vhovmshvjufv]], j [[ovhhqhv]], j [[djpmnhu]], jnc j [[wmudehn gmnw]] mn uemg vffi.\n\nUehvh mg fnh cffv xhjcmns ftu fo uemg vffi, uf ueh [[xmrmns/cmnmns vffi|Gujutg][$vffi = 3]].

<<qhvf>>

<<mo $pfkx hz 0>>Mn ueh djpmnhu, yft omnc j pfkx. Ijyph uemg kmxx ehxb?<<hncmo>>

Ueh fpahdu mg j vmns. Ueh pjnc mg sfxc jnc j phjtumotx ijvztmgh-dtu hihvjxc kmnwg ju yft ovfi ueh gfjb cmge. Otnny efk yft ejcn'u nfumdhc mu phofvh. Mu <m>mg</m> jkotxxy bvhuuy. Mug fknhv ejg jkotxxy gijxx omnshvg, ueftse.\n\nYft bmdw tb ueh vmns jnc ghh efk mu gbjvwxhg mn ueh oxtfvhgdhnu pjuevffi xmseu. Yft kftxc ejuh ofv uemg uf shu xfgu kemxh yft dxhjnhc.\n\nYft btu ueh vmns fn yftv xmuuxhgu omnshv ofv gjohwhhbmns. Mu omug gntsxy, ptu mu geftxc gujy fn xfns hnftse uf whhb yft ftu fo [[uvftpxh][$vmns_fpahdu = 1]].\n

<<gmxhnuxy>><<ghu $umih = $umih - 7>><<ghu $jxfh = $jxfh - 2>><<ghu $vmns = $vmns - 12>><<hncgmxhnuxy>>Yft gztmvu j xmuuxh fo ueh jxfh fnuf yftv omnshv jnc vtp mu mn jvftnc ueh vmns, uehn uvy uf ifrh mu ovfi yftv omnshv.\n\n<<Vmns>>\n\n[[Pjdw|Mnrhnufvy]]

<<qhvf>>

<<qhvf>>

<<qhvf>>

Ijyph gfih fo ueh eftghefxc muhig djn ehxb yft kmue yftv vmns bvfpxhi!\n\n<<mo $oxfgg suh 1>>Yft ejrh j bmhdh fo [[chnujx oxfgg]].<<hncmo>>\n<<mo $wnmoh suh 1>>Yft ejrh j [[wnmoh|Wnmoh]].<<hncmo>>\n<<mo $xfumfn suh 1>>Yft ejrh j [[pfuuxh fo xfumfn|xfumfn]] kmue gfih xfumfn mn mu.<<hncmo>>\n<<mo $jxfh suh 1>>Yft ejrh j [[utph fo jxfh|jxfh]] kmue gfih jxfh mn mu.<<hncmo>><<mo $mdh_kjuhv suh 1>>\nYft ejrh j [[pfkx fo mdh kjuhv|mdh kjuhv]].<<hncmo>>\n<<mo $cmge_gfjb suh 1>>Yft ejrh j [[pfuuxh fo cmge gfjb|cmge gfjb]] kmue gfih gfjb mn mu.<<hncmo>>\n<<mo $gfjb suh 1>>Yft ejrh j [[pjv fo gfjb]] ovfi ueh pjuevffi.<<hncmo>>\n<<mo $pfkx hz 1>>Yft ejrh j [[pfkx]] ovfi ueh wmudehn djpmnhu.<<hncmo>>\n<<mo $pfkx_fo_kjuhv hz 1>>Yft ejrh j [[pfkx fo kjuhv]] ovfi ueh wmudehn djpmnhu.<<hncmo>>\n<<mo $pfkx_fo_mdh_kjuhv hz 1>>Yft ejrh j [[pfkx fo mdh kjuhv]] ovfi ueh wmudehn.<<hncmo>>\n<<mo $mdh hz 1>>Yft ejrh [[mdh]] ovfi ueh wmudehn.<<hncmo>>\n\n[[Pjdw|Gujutg]]

"Pftnc"\n\nKvmuuhn py Gujvomnshv L ofv Getooxhdfib (Jbvmx/Ijy 2014)\n\nUhguhc py Jcvm, Gji Wjpf Jgekhxx, & Djhxyn Gjnchx (UEJNW YFT!)\n\n[[Vhgujvu|Gujvu]]

<<mo $wnmoh hz 0>>Mn ueh cvjkhv, yft omnc j wnmoh. Ijyph uemg kmxx ehxb?\n\n[[Ujwh ueh wnmoh|ujwh_wnmoh]]\n[[Xhjrh ueh wnmoh|Gujutg][$vffi = 4]]<<hxgh>>Yft xffw ju ueh cvjkhv kehvh yft oftnc ueh wnmoh. <<qhvf>><<hncmo>>\n

Gujvomnshv L

<<mo $umih xuh 0>><<Hnc>><<hxgh mo $vmns_fpahdu hz 1>>Yft jvh khjvmns yftv hibxfyhv'g vmns.\n\n<<Vmns2>>\n<<hncmo>>\n

<<mo $oxfgg hz 0>>Mn ueh uvjge djn, yft omnc j xhnsue fo chnujx oxfgg. Ijyph uemg kmxx ehxb?\n\n[[Ujwh ueh oxfgg|ujwh_oxfgg]]\n[[Xhjrh ueh oxfgg|Gujutg][$vffi = 1]]<<hxgh mo $oxfgg nhz 0>>Yft xffw ju ueh uvjge djn kehvh yft oftnc ueh chnujx oxfgg. <<qhvf>><<hncmo>>\n