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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMTT8 %!PS-AdobeFont-1.1: CMTT8 1.0 %%CreationDate: 1991 Aug 20 16:46:05 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR5 %!PS-AdobeFont-1.1: CMR5 1.00B %%CreationDate: 1992 Feb 19 19:55:02 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.00B) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR5) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR5 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 49 /one put dup 61 /equal put readonly def /FontBBox{-341 -250 1304 965}readonly def /UniqueID 5000788 def currentdict end currentfile eexec 8053514d28ec28da1630165fab262882d3fca78881823c5537fe6c3dda8ee5b8 97e17cb027f5c73fdbb56b0a7c25fc3512b55fe8f3acfbffcc7f4a382d8299cc 8fd37d3cea49dabdca92847af0560b404ef71134b0f3d99934fc9d0b4e602011 b9cfb856c23f958f3c5a2fbe0ef8587d1f5774879c324e51fcb22888b74f2415 50d7401eb990d4f3a7af635198422283cac1b6cd446ddbcbd915db9bff88844e 784c6bf7389803d9450b0c21756a017306457c7e62c1d269f306bd3402e266de fc3b5e7d8a8d2f5bf0fe6ddd40d07391df4fad4a6018dce29a2b8f692b29f202 3a7c0e66de8ed85c14f1f8492167357f51a7e84cc5d92e0fee4a71813d2ffb26 445026f89b4787516ecd1afc78f8bd19e91e9ccc9402e8c36d2449c1ff850a8a f61165aac3fe931332dd28e261b91b05edd18f44ea7d58a8f35fe88493b64aad 6bfac3a0136215fc2f4ca8e91d70c5010e6f4013e6d63b44f6fb00afdbd7cdb4 5ec5b1d9736f45cefc8a0124b815987cebd81bbe0d44dedb2d5ef37923b3d551 abb6a1cefca7868fc7bf3814ef7d7b6b1ae6e869cb77aa29e3d90b12b0dc3ff6 ec945922b5899bbf2f12e92731486d2ef1230c528bf8d7e0ae09ad7632a38966 5963de49d1ef3d65bc483e4a577b927c940f5e121169ba52f6576c85793e5fd7 7f5863c488e55bdefd5d8b2514795533aabbc12e7f51816c7e1484f1c441aa9a 66a5dc77158e79cd6692d299b95e8058b35e771a6972d2b5eb1cd6d2bb8e835d 361a6eac0c90c906aea1cd75c4412a1339dc1439f93e59917311bf20af4f2bc8 bba5a4626f75f28a47d4595c37f4019df480d9385975159142618e22e964f019 d88125210e2ef21d65baf500adf802297b24eebbf4e93c617a613f856bd0d45f e17a9480980ef83950bdb8ebf208c895ebc4a7132f0765b7c19a332ebbf8a3c9 ab65063a42e19ca9d43dec3de7aba46b9a5d24fb93d615c0a1726ab7e31c378e ab77150858535b91362ab0e2b968dee1c539964126d937f9d4980ccefa92bc81 b054996a65a13995c9c9d819ff05511cfc89cbfe67447c940405001d61be633b b771eff383fc6977ec06af30f981504260de7b9ec97359974734f495ac073935 fb30e3700679092ef5d971b6b2da0e15960f2391fa6b63c33e7f56b4a9b86951 1d3686a5e8e613a69a0add8b8c73b127ddcd397a48d785079e786d24b24c5e6c ef3ce751da62120371d4edc733042e2a6661dc6a3111f38f0baec0eb2410e8dc 1605312e5cfd3f3c89cfe4913fe33f71f1546730d31261296f78a1c156b4af7b b27af1a0706f57d0fe0d5c7b18aef611b69c67ea9ad325f159b826404c1e6f08 89105b670bbbef3e3dc50835c71964a2e992354d26571566eb6d7bd7938acb12 486336cdc6770821749c5b12a4e70a35b8e0d14fc6b88fb44c068850799a7bdf 5112721799b36ffd3d1b3b25d56186a9ac4c7fcedccc99c2d563f0044e98e748 d10f1a74d4f783420584f8216e913b4e2e25843bcb47768b8d3b9faee0b79554 6b2900178b563c1ff4021de4af67e6906a031e11712c9ddc571d6bee075ead96 a994c5fb299d52d2ea000aa330fd7631242b05fb9d59131788af35a78c83f1b8 fb6fd45aa216b11a6ec7d6c5e2321837ad68db4920f0b75659265b7427794e0d d2f82370f0b8cc423302f8242e6f4f334f122617b8ff449a425ebbd2263bf26c 912ba283937112348e7ff940696fd70594e85493 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMI6 %!PS-AdobeFont-1.1: CMMI6 1.100 %%CreationDate: 1996 Jul 23 07:53:52 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMI6) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI6 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 104 /h put dup 112 /p put dup 113 /q put dup 116 /t put readonly def /FontBBox{11 -250 1241 750}readonly def /UniqueID 5087381 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d725e830d1c76fba12e12486e989c98 74c2b527f0925722787027f44470d484262c360cdfdddf3657533a57bb16f730 48bfbbfcb73a650484015441fdc837add94ac8fbd2022e3ec8f115d4b4bb7b7f 15388f22cc6198efe768bd9fceb3446ee4a8dc27d6cd152485384ef5f59381ff da43f2d20c8fb08aa27ab2015b774db10dacfdcd33e60f178c461553146ab427 bdd7da12534ba078ad3d780414930e72218b3075925ce1192f11fc8530fcd5e3 038e3a6a6db2dcfbae3b4653e7e02730314e02b54a1e296d2bef8a79411d9225 dad7b4e6d6f9cf0688b69ba21193bf1495807e7a1e67ed7e41cc25acc04702f6 8ef703e3d45722c1a91fdef7100a48631a02a6f02a08c6b1f9b4df8310385b86 8632718fd87119a233f219d9411383b7fa9f3e4780d8c27e2e89e0cae883d664 c3eac57a3aef8988a2e9f0f8c7f53e0a80bdfc4620e21287d0390e1975398544 7f3ea66401024bea75e1b4c4437b7bb188f76f96b918ac7c6ad7e8ae7f21d8c2 790f08cccec904fe48ef39e597ed4d4237c1d1f596f5906b19ea308020f7a35c 168e327ec3246b1dfabe912f6b6daac09974876d3996e57d180261110db05f15 e3e8eebba3d90b5764c03df3033a1ed678ebc679569a2fb297378b25434c0f20 5313ecb8a952f07242d3ee731b0cdc086a4481178a3d65129c47c09b22e9c431 e11b3747b94c26a757c38d06001798c6a568303d541385244b967d3b1786edea f65bb53c4c2fe75e4b1b15c2c78d930b4296c80f08bad86012451edc8e9f0854 c3b390a16e27b11b3d45a9f72eff8baded2242dc928a61685d79e09681c97425 5b90a498614cf560fa5b1718981388268ba206a96989e6d0b5d485d9aca5594a e67dd7b34d8a369adb06647f8aff8814d6d9cdc04a4835918e557174c5bc0f3f bcea9907a04cf93c12727ec40db3f2f77596dca477862747435bdedacd9b2311 6cc97fa47ffdd7d897fb6bdd5572e35d34e7e1cb5e7273a4ffd86525323ace4a 84e1297028c2bd5469baa2e75d19360c2c9042139d5e7dd4390a6a3935424711 de21910126d750ae279916ceb71da3591d60dc62db333c5021e2c1cd61ade51e 93964fa67d27fae86cba2166fd5bcdea975949a3e06c5af2896c2239fc4b5bca 91c97956046e96e2644f50372f8562d15fb08fefa390a461fc794a68b9cf012a 88323a0c8507519b00d38f5344ef42e000a2aedae839293d6f7b096c36ac86c6 06e4dbc8ec300c0a6eac1519121401f8aca59abf52e86a8f40f6a5e5c257f36d a729de9f3bcc2c8f2344b19fadafe5bfa443fd434626f8f55177bf71bc18f88f 48b4292160d3fa0899121c7d0840f69eadc19e0772661bc47a3b7fcba7450eeb 151c1f2d188183436c06d8af9f09c2566c9feee81f5326563fb659a47cfd7de2 b2fe16e744778bbbc8f00c31a8edd23b1fbc16fc355e7032ab63aab7dbf324f5 833b8633938309eab49f202e1f10f546780300db77ebe03c20e2927481e83857 629b1df682157d371fd051d0c206431ba9d4a9f65d1fe8fb61b44d9060a48b88 e50e4cc9ec89c36c881ad2dcc00f1ec976aef336da1fcb9b0db95e7ae1d3396d 94dfe812e64efe37464c145f5bbfab2c3c46e1ca594195737b97fe0ec4303f06 9b1a34371d99f4be1c5667a4b1b66358a5102e9cb151fb3146452b5cceb10d75 473c6734fa417bb028fb13cb84cf0c00b659225ff6fe52c5654c4a1f6d5f8a27 67ccdf976997050d7ca560ea41e8306970e79d2acea504eecbd7c0ece855db59 14487c0a8ad9e69cd2690fcbeb4c9a1c33ea60d68d4b3f558c54f8a44f941a7d 41aa98049130357d8d8a0e05f29e26762ec66d4b961a753358107fcd0306bb08 f306d765df485d451bf0e5bd72dd18955044848dd3e79f9a8c59fe7590baf34f 826747febaaf875cbee517494abcad2ae7c2f46235c03e406161516e5bf6adcd bd6525888f7fd202f5f53a13d5ecfa02d17ae6cc92798716b558175c9ed0da18 de4f3229c4d15d0c3a8b42f560cead8d900764787436e5889315616d83840dc3 927bdfd9caedde38c19a2fc0d34abe1f899ea1d589eda42886f4317767be1d5e 6f1ed00a58e2f1aecc7309dc63274c2fe8e7d05af19e5c5c46fb75721b8b087c 356f491a312fe05f4ac76de4490218ca5acc7cef69b25c941216659dabd8d89c 03a7f2fce159576e062fbaca8185484404413fb809f78b394a9f2e8874651a40 ca94721d6b66eeebaf24541ec7ddf78308053b5711755f164d8ebbbf80d8630b c11597c009cce9dcb81901549954c4f79588b9c22023e3e086b569a942ce4cd2 d033149a51993caabb357a286e9354e967a16bee80f69c824849879fe36f8dc3 c3dab3d0b3eb99ed61383804075f6b0070c012fe4f895118c1eb0f91264f255b 6ae499a3cbb5451967ade1afbef9d4151f2f2127c92e7d8cb43b7f571bf61f83 99e5363b5a5b0e5e93f60e38327d14c73b1f50cf250b5cec81b35169610544cb f9bae0b9f7629416d0e34af67ed6f7d936d2568f467f4d8bba3875c9a61360c9 a5680a8a3bb262d1c1 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMI8 %!PS-AdobeFont-1.1: CMMI8 1.100 %%CreationDate: 1996 Jul 23 07:53:54 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMI8) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI8 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 28 /tau put dup 58 /period put dup 66 /B put dup 78 /N put dup 97 /a put dup 105 /i put dup 109 /m put dup 110 /n put dup 119 /w put dup 120 /x put readonly def /FontBBox{-24 -250 1110 750}readonly def /UniqueID 5087383 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d725e830d1c76fba12e12486e989c98 74c2b527f0925722787027f44470d484262c360cdfdddf3657533a57bb16f730 48bfbbfcb73a650484015441fdc837add94ac8fbd2022e3ec8f115d4b4bb7b7f 15388f22cc6198efe768bd9fceb3446ee4a8dc27d6cd152485384ef5f59381ff da43f2d20c8fb08aa27ab2015b774db10dacfdcd33e60f178c461553146ab427 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2e2f45e7c2c48a899f661094972f6d1b96d50d5c3fcf894198a4e55b339ad5de c244d566e03b9dc75f14b9d6bd3d6d76a775fbdb067659a610b3d1be1d9c1945 79aabedd9da892a57e54049ba4fa904bf8616837f45e4027cdeaa0b08ee317f7 c12bcbae5b0ead237f3478f829d1a6d7004f81d2350155d4b2752fbce90e1943 2271f1bf391cdb9c58dc5e02dc9d2135337992e6a0479dd300fd0521158290c6 e036a7c34cd631c8131035aea3d1dc2c6d1f3d498e7e7c97ca66ca9d359c6b9a 7d4a9441c531b74991aed065d2d345d5efa71d445af9134a3486278b7f3dc08c 02d20a2dca580c679e7e976ae38cfbab36f79adf50b5652b6d8677bcb7a612f2 3860b023a1216fefbafe60849e1ab6c996b8800aa3415061823d38155704c945 6bb3f17b820cc3bc8bc73827d548287a2c240a5b14dd8adf3563d01c1f96bbbe f384099bfe4489fc2b5118a301db7a2570fa664b434df5ca2e0c4aff66a66a27 5de642694997f5a09b880f44e75ef266281f17b5951ddd59b435052a2d8ca8f6 f3968394dff60b67e1e853136dccec010ddf2671d0ae090561c9930c01cfdd5a 9341d4104df65a11ddb3fda321af660df1dcc6398379d2ba6d5bbf3c7725f182 9b11d0474780141e1e5f434154556ee8b8941ebf8e96878d65f5b3265923bd67 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fde39a9e5b9e8fdc89d04074a7f52ea886cc5c2f37ec97133b2410b02130c24d 04022fd7ab702301e76f07756eb4a89a770a5fd2839ada9653035a336ba0939e 99bdf7044b287d2fe9332948110e0d3efc89cd3a928b763f3deaa01639cd27d7 2a2ca9514be8b9f22a7125e7ad517e55dbd1c3a8d90966d2ec1ff8668e9d1a2b db42f9d988cb4a454656ce2b4fd944602bddb72ed1ef30e495c8022d3ad71137 f15e8790fe045cc6248a81b9c6b72f51d71123a57cbf1c65fb3a0015b7b1bcc9 1056820f111ad22f5521d87c66120ede76972700f622b6b03b88fa077bbe7438 6f84eaa80bf4d780b1c08114453042f1a76391a6ad884251879c49178c07402d fef8bbec98f9a5048acc9927f6c66c6a09defed4316c13f0f6167170198b5289 cc7641bc64ddad11e3355e7985db6376f3fd05710a52ad6eda456738b697293e 1aa3343f7ac23916157a83bc63b3c4a2f4dbe764fce4f897df81fb9f05aeeefb 6c58f61063211dbc8afd8a2e945fe30dcde6950bb837f2d9a4d0193c44de6c0f e3f7fa6912a3ced6759546954d16bf4c5e41d6b2348542fc1e77a1709af6d719 10ab2cb82a30ee539ae98441f67153040f786b2bf5d067a6d7a8de613a5a8f2b 56745c0063dcd3f930d31102144dfe279173486d52188b3e3cfb2f2f07ff827e f41bdefca26ba9041c7a9e8042d3da84154d800f5e8db13c3f92f3e8acbc04a5 c33c15d776923000c5b94ec7743f8eb79c0bda0ae5dc93bc129ade7810531f98 563ed933d5872e36c7def2ee7f42d40b374cd47c128f9adc493396cc3a491aef 464230c0f5a36c8efc3a4755120f3b7447bb2e169ffba9e29d2000677c8508b3 61106b5d5e9ed39e617ab7036074c3b97cccf42a4d57fbd6ef935e9c8e7e02cf 4bf573797da9dd1b18804f260706ffabda1d81bd1be20d99488aee54e1c92954 68d5e59f0d71d5153cce7ef7d9e76fd5e092f7e7d82991c36f0d294ca82e90db 683dc55b0a14e30f500441376a977b30f56c5b0e248311843ab44c3000143606 5525c98c7ca32998e5429995324580fda71dad33e2c0a33fedb7251d3740d82b fb4a9e27fd350383e869d1891a274735ff3bc78f8cc76ec6c4eafd3a9e19259d eca57636493fdca7043e57efa4f8f23ba3e0d01f193a3790fc6e232964457ea8 55b829d15c1a3e87ed6687f3642e6e1f7d8e87a5259920e46662fbaad6ff1445 3112a937f349985ce340a513931c0cfaa84a00883520a26f5c626ddc16a12366 93b28e322c495263235276ff80499862c51bc2381afca347667bc79402483dc2 6d4c1135ea6e81bdce38e18de0c5a840d2d3a82aa5532825d84086422117cbfa 38 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMI5 %!PS-AdobeFont-1.1: CMMI5 1.100 %%CreationDate: 1996 Aug 02 08:21:10 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMI5) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI5 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 78 /N put dup 104 /h put dup 107 /k put dup 110 /n put dup 116 /t put readonly def /FontBBox{37 -250 1349 750}readonly def /UniqueID 5087380 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311e252234d51741e18db3a68e8ad10242 29e5817a10e796a78d2c7f7c1f50961b9a57aa604c9f821dbf5a9295197bc666 31678d7d2c7e1f8f2151ce0c29efce46270570f4301c5dad1b38884732e53dad 05dfc36b020e726ca575f71f04abf2b49e1f1d6d2a08a477658ca9a48f1c8cce 14382f0a42201de56e2821ee2b0e91a818b1b753d810ec2428dae5153b66af66 9442192024becf743a8f6264a58a0b3aa823510a4957d1bab3e1b83135362888 3e392f49926471a8021fdb48637baf0abcf31204b1b214f48c99f44af7782323 69d772ae4f49be53a1bf584747bf29b94f530d59a5be5370b8dd0691e32a21ba 9d0d592cf3bb50a99a3ecd18d6c4114cb4cfecc49705da90d7edb10e3a28f9eb a49347a09d31eec896f2a28e9607d99d42914aea16545c16e136bdd0b75fe486 61e24c7a9e9b233a76754c760822d0a88c575e08ae3e3f081d7bfb80ec4c03ac a08b65fb6474f71fc95c7c2462f2eb3754e647c29498288f2ced0bd3a2bca5c3 2f80a61fa667802d376cacd34de1f9572d1b3ab09d6f352750db4a768f869638 a87457889aa502850427b40e1294c5ba33e6b17532b2d13b5f50e71582f93daa 231e86597872a2a968127afb0f36257a76ce1eb24e6c4f29fce2aaf6532fb5cf df84da03f03a45b915209f67d398c7c4f7a3b0623750259087a478dca684b29e a8b7f52060bae9394369ed1cecc645d113cca3772a8dc36c6d916b5c5e65454c 0a188a33395fd3da67ad0a31ddab6a8434dd80f0bd0ea1a2a62eecc331d88b3e 369552daa1c575a98fe84383548626b65be7c24ae7eb61159f149872cfd87cf7 6c1a7c155c7186c7600e58cb61b8cb0c5dea98268a39e928bf6fc53985eaa763 2b28c1eb3d82e4d3fe225223f4266d2b6147e344aad2d4884a9308aadc7801af a606838925e3e50ee7aaf73f090baefcfd4e34b795cd92d83c944d91a4940f2f c955d727ea5bd76f0c8057b12621eceb0947b0a5dd10dbcbc52957dd978d7db0 c794660afdd4e946b3d7fc1ba60907fb3f756aab0406c0e7bce5a2238fb3e12e 07e2c0a7f465e90057642d704434ae0b57bd46c8ea91ab2a386e24c6deaf9cb0 8cdaa8fc4ec3fadc06bf28659cb878453db16f4b03925b2127b83be8fc240f33 23ea950b51d70c8fe861e30c346efa0a0125137598caca5478991e35f5bbbc19 4c787488ba339830bca15f8333431902e82b66a514a41c0bff92719a6a0d9587 4cff62c622fc61a0308a69f9fb7ef51bb274ce9e059c04b64e817abdbfedc209 bb79b42ba58367eca2d70f126b3ec64b386454ff531770eac3f1653135aabf54 7a78647e07c05632871789387e3146ed0806e528c0fda407cf0775d8aab5e375 c567b50e10c3f7e753c862a03278fa14c36e86f356c5dbae0aea49e9ef5eaca1 a3cdef9d4c8f9afea4344a06a4f7809041b5f9d303552008c419f98c308035ae 5d1fcc2eb93f9c0791a58076465902587ac167af3a8b19afde3d08669c1fe207 698e1bc2275c1244f5472884ba83b29d82dfb180d60b71c65921aad0113d9c03 e47f7186df5154722ac478637f03be0c56f8c1c0b1268fba874af6f7132e42d0 e5846325f9557724a4dd578425fce2179afb248593f8ac009ec3885849b5fc50 2a8007f2fbadcbd8d6f66106b75b5de80aafcf9ff4c6af3d54fcada4c17201f7 d11e2611e642c7b45936855a583f34c6e5b340920630caf503c07f87d0f68611 e4c0f21aae432eb7468ef3575e9305301ba8386189d245ad46483d3a3947c7b4 d91919e2a2c672dff617c69b1841950738aa4ee920f9857ee42ed8d633930901 66e1dee92e1717e5fe163e5dc979b9256b38739698abe7edaf10507899aaec84 0a37fb77d495e7f234a568be68793509adb00eac08d6f84633df2074354dd63f 20d8f239ec543a0f36b97a960dca9f23ccf67a886d37e782de468c1585c4ef43 627fc28506523992fa862ea199fa2713ef452d4243deeb9df7471c431d7516d3 cdf39846100cf0fa177dffde37013ff6cf7dbc9ab47413e93daa0ddac6009044 9620524cf08f60d8f5cc3755699050cd2d63a78df6f9dee2d7d23c2673d2ef1d 6f0babda10c274da0e317513fa7fe33f468af0e32f5bce5e29d61db8e819a291 527cc15f9fe31a8d3d69ebe97727368afb510e3b5f3e2b733f8e39e68d4124ed 434d341fb0a8ac36c03466fa3dffe854ab53463bb5c9af4dea746095a65f9abb bdafc84bf5cf0769f7053a2f4b1be4375037e6fae4fa11c515b2a598703edda9 f9527cd5c528f9c5fb48a6cad1101c6dfd9c5a4e0aebadefdbd51f1065310e53 d2c1cb51bdea7e5e4890395ec1f0984b7431c251ac7bc73a639efd4fbbcdafcb 4ced5436a1f8a503443387e9edf68f77903d6b3f95593ee8efd126f9490ce8f7 c1ed0356686b18c75c37639316841196efcf17044b5ec180aa3970d5ab81909b dcdc972e474f0209df7c8559986374c386b6cd123a654c078c85c55c02d4c84b c6dad36ddd474ea55852c1369d37dabe610d9b54cb3358daab010e3df30d57f5 3bacad249204fa0d8769a4ecd2e6dee32197978e3e6358d3ff9a86ea73613a34 16bda2459356909cc18ec46dda6c740e1cae24511644a0b7cf5460a23315c7bf 6ac676feef54022b3d2ad544bca50621344b218bcc823cecc2fead4a1a7b6bd2 fc9568da142890c3aa365f8cd22e6a018b4c89876051b97e0d8525ef5a62eeb3 bd3f70bc7309d49c373fc25e13347ed1f3126c998e5dd126428a23854eb84e09 a3797c134dd5c18dad995002f37ad5538b820b65a4ea8b08c28dcfd9bd911975 0d5fdf3e7a40d6fc29782d5237cb8a1907657df6f862c6b74d48b5564acf4221 dadac5e2b82a1889b2ec3166ae3591e1a586c2878aedd16d38dec49f04fab4d2 61a75c72ea6ad721c7653aae105867f9108a0309fe4e4f5565e284d1b6635c5f 72740ceab4e03c144a80fc1344c69b1bcc1becd4fc63c5d3ae7c488492af82ee 488b65d863b9c5d85975741bc7e0a90dad63e0d4e8c8dd29256f81accd163a05 279497f9ef0afba1c6f5cfb62c75de4ba78fcc55120579e998f7e14c865e67c1 0f24e97d599db294f0675c136c3e499294f309fc6acbea71d13a0d03a1baf657 6471c3ab1b36b6 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMEX10 %!PS-AdobeFont-1.1: CMEX10 1.00 %%CreationDate: 1992 Jul 23 21:22:48 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.00) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMEX10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMEX10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 8 /braceleftbig put dup 9 /bracerightbig put dup 16 /parenleftBig put dup 17 /parenrightBig put dup 18 /parenleftbigg put dup 19 /parenrightbigg put dup 26 /braceleftbigg put dup 27 /bracerightbigg put dup 56 /bracelefttp put dup 58 /braceleftbt put dup 60 /braceleftmid put dup 62 /braceex put dup 80 /summationtext put dup 88 /summationdisplay put dup 110 /braceleftBig put dup 111 /bracerightBig put dup 113 /radicalBig put dup 115 /radicalBigg put readonly def /FontBBox{-24 -2960 1454 772}readonly def /UniqueID 5000774 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d7190fa2d133a583138f76695558e7a e9348d37cac6651806d08527c1bb4a062a4835ac37784cc39ad8841404e438b4 d52d3901e47a1de4f7924e0fb3daf442499175bab1226edf692a4956739f8828 e80592f450c5d5c22ac88bcfbe9748f61d18243a16f4a4467f084e8e2be46ef4 7fc51c3a8199e3cda62ff9c4fb73956dab8b6683d2156377808cb35026073e80 523f59a30d195fcf9b9fce4ffafc6d5649664203ab24acb938d58d246707ffe7 d62f04bec4b70c21ef75beb2b812622b3c74e969d72d3cd11bd7106294a99caf 0b1629bc7d4de6b96ca82930831d64575f23f4ad06a0e45e315b1d392411be8d 6d73c998789ff258a07a3c8c2057325784514c845500bfd1a971310cfc11d41c 1a167dbd5ff012c60add4e87325f6e5299032a839de65fb1473a166aae1876a4 414a434f22c1d241591fb36f857df6fa930608750ffc0c54f44994662b1f00f1 400bf752ea8d83ffc4cb77a290bc2d99981ae59a191748ba5c7ba1a9d2583fd2 1398452b6ff5d83a059f7eadcd2ef744e9dd22bdf9c79d049bf06835e878c32b 7765c69bdd8ef4deb4ea7cfff4cf9354a4ddffa689de961d16772491c7afbd7f ffde42400764c68e954ee5c455a5687959829bc3b319b2147deaab3628662c80 30c5e02fea09609abe4eaa12e217bc3af673f1bc36a7039eb13fcacb4218fe0f 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1bd92ffbb1a35dc7aefa51a49e10afdb3bde30391669b43371083d45f586bfc6 77fe6dbada2737a55a782cca84e80df7acc9d7b4cfa8ef23f63232c6a8856133 9184a20270269f1c98b63383be78213be250eee6fed826af627eed85e1d09c1d f3a64cabfdf3c448612d5dcc7836ee35319b72c74dbb652f9ce141e4bde3ad40 36caec024515f625a32f791a79a0c5840c088ae7a1441a19bdf6252d3c45c816 ff16ac6d852f7700aee463ecbaf5d048d97dc6fe385b1e0fc5f6f8e3e4be63e6 8a427fb7a9f3c46f1f119fb79066357b596aa8bd5dc07117d7b92485fb852e4a 081b35e97ccf2e45fe417e4d13b65614b4ce8c6701e6cbf9a31598bb20245648 bc5bb99229c52e7d3519ff51f77c441b1da22ee552aee795e2d5f4e5f4fb0dd9 f11d84e0d89dbcabad86192bb98b3c659b8343acc18ea49fa6244ac4d0701097 47092273cd4f5887e1fcef05a9617c3d6f68ed3a6d6e9aaab4e9b403946b59b8 382b5719043116709650dc43396fc8329ed6977478265cf816f4957913ee859d a2865d1f3c9a3e49b1bc2647a5ff47ac3f5e392fd069b6e7d665730eacad40c9 6cf6d5437dfe0316e7e825fb7ff3fcf311520637ff1e551d56258eed110a257a 9bf6f8352014bbdeddff861bf4b79883abe849fc7b9a1fa21691de3cc3d35499 43dd1ffcce822fb14bfd6a2ea8e246cd8f56f605a9129351fc5bbc4d62edb180 0b472198d7d28c6844896b37d929ad52d91b555cf1393f852a4e8e74dc727f00 f2da55efd2a73a5fcab8601fac2e8e547bd700b8b07a8a6bcc1d2cf53613d1f4 a68b769fa94a4c220f5752b0f245772ca2a284e34187f311ff8b5c4af3f4f516 3920074f2d67b370b2bc327ff227331cf03c130017f314a181cc45e351be8ad5 7499cbb618fd5f2e48a95f2dc64375b06bfe5b32784530e43dee00fe7af62d77 d3ad36c811695a99736d8e715908d12974d0221a8917a6fbc98a8aa8446d6087 066eba7448ad8c6704c2118633df6193cbdf0cf971979e73585218e07d4335b8 cf788b100cf0c5007de577bf1b6e29759ffc0ffa8f131731d612b3db50cd2c3e eacf45ec91098c676090adf2ff506a443cbfcfea36768e0ba0d8a5449ab59348 a0040ca35346f75f0da3edb9563adde87e0e940576fa17d4673928792c492ed9 aeb8ed0321a2a6cf15aa52ccf5a8f4a8eade450fef7f0709aa0f8991a3412ea7 5483b3df6ed394985cf60979c12ec8324bb74616f6deb2e8129d4602cfa59980 54a127c4669a1aeb5dd4c253f3cce5e25d1c30ee4306a33230a1dc7a7e811a8a 13ef6e273f2563aae7c4ff3dbb1e7de4d616f6d9afb555e4a4a298af13b258c7 5dc1e471eba1387eef910902b58cced2a4dcb621b61f6168bee3baa04fd0c925 5d2abb5ee1fec27a9900ea476baa78e01e 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSY10 %!PS-AdobeFont-1.1: CMSY10 1.0 %%CreationDate: 1991 Aug 15 07:20:57 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMSY10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.035 def /isFixedPitch false def end readonly def /FontName /CMSY10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 0 /minus put dup 1 /periodcentered put dup 2 /multiply put dup 17 /equivalence put dup 20 /lessequal put dup 21 /greaterequal put dup 32 /arrowleft put dup 39 /similarequal put dup 102 /braceleft put dup 103 /braceright put dup 106 /bar put readonly def /FontBBox{-29 -960 1116 775}readonly def /UniqueID 5000820 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bac8ced9b09a275ab231194ecf829352 05826f4e975dcecec72b2cf3a18899ccde1fd935d09d813b096cc6b83cdf4f23 b9a60db41f9976ac333263c908dcefcdbd4c8402ed00a36e7487634d089fd45a f4a38a56a4412c3b0baffaeb717bf0de9ffb7a8460bf475a6718b0c73c571145 d026957276530530a2fbefc6c8f67052788e6703bb5ee49533870bca1f113ad8 3750d597b842d8d96c423ba1273ddd32f3a54a912a443fcd44f7c3a6fe3956b0 aa1e784aaec6fce08dae0c76da9d0a3eba57b98a6233d9e9f0c3f00fcc6b2c6a 9ba23af389e6dfff4efec3de05d6276c6be417703ce508377f25960ef4ed83b4 9b01b873f3a639ce00f356229b6477a081933fef3bb80e2b9dffa7f75567b1fa 4d739b772f8d674e567534c6c5bbf1cf615372be20b18472f7aa58be8c216dbd df81cc0a86b6d8318ca68fe22c8af13b54d7576fe4ca5a7af9005ea5cc4edb79 c0ab668e4fec4b7f5a9eb5f0e4c088cd818ecc4feb4b40ec8bd2981bf2336074 b64c430280667a8dc19b02be416e3df183688b40f613e16979535d073d4e5ab7 eb209e5c64e96c26a4def183b517cbb7660f0a6a7c73d2267528886f4572b753 e6a3666d9f1416a553d49c455573471d7c32b8096ce700aaf1be95a9aad5b392 1e04ed23f1f45deb5492006327113b884d827895658a45925929040c9e40f382 12c6bad9d365a4d51e7cdc32961b3f6e71c296e389fe08bf77a60d25e8ebe70e 9bcdf68bca65149f0c8f6558f7d5cfac3f09a7514f611d12af8498e119b02144 3425d679b9e941b304a72569c328fd78d00b41740d3ffc26258bb8e4b6ebe145 02c0a45c901d9bcf22b79ed351597d98bc70516d9bb51242eee453c9a88aa919 196648bad1590a09e3877e625d5ad19725497f1961c7a6239f59fc4951e8fc01 27a0c1f341f0255ce1ce6dc133f8719dfbdb45739d4681426f7348aa34714a2e 534c8984606f3ce0f674f1ee5ef0f88202eaeb7fa5128c1db7f81e8848ac4096 bc156cc72a046d9b11e1a1df873f18e09fbd0556133e3ef36864d62bce20bd1b 4d919095f257a0b7e27527f73f72e142ab73a80f642c303c768f2647d8700b63 fec39e8b25f618e55f946d4f1f86cda5c66f2a86054fa33a2bbdfd2826702b99 3a1069ba7f2a7ce5f66b10baf2408f1fb8c94c8961c49a1d3f35ddc894d84734 ff0ba33eceea7a7a8012167d461a98eeaaf5b373ad49d325306dafd0de6f6415 4b2499ffdb2aae0b34f0c0bffe0db7158ff4f6525cc2bc0b4bc6e625ceaf740f 13bea5529a1e4cf8d9f4e9ef2c56105affe97cb10dd523e59cb1fb24c169e579 1b3abe17a6b1d65d88d5e9fabab6c2289e4d14ab05be5768ca0ea39306fe1eb5 2fde9a1bff416961631449dfa1facbd096082d5e1400bbcd9f64f0bc61080ea8 559ecd0a07eea90ff7391f6aaca8decd194d34fbc86a2adb4a15f125046fd444 0f4e54b04275176370e9a2ce288f39bdf2629ec00808792c730c34f1c27f39f2 849e96259119ee91cfdd8e0b336df40dd1f1b52755c8b4d562ce18b9fab7fc56 20f5ed464beeb6c0bc66da0d182cce6623a6ef5733e371d2f274bbcad3d68f7d 1889dee27ae9a128d30f8b56b24270ad0ecf1aee8c435269cb7f3e617477ffc7 ef2452cc15bc9f913c33d54d6b63868399f544d0f2fddd0e2beb27eea786e0e1 72a59e053245622823abe206883d46e9f3276384dd72761e1d454916f67262fb 1ac378347e7568ca07b51d9589fc33400245ffd7196432b38df9c03f5259a951 df57aaa86ff823784ff3cac74d5368c359ba6f8f52756147103933f895cd0162 a5e918b96a964f51ba34c50dd761b3459110761115b016dff0519a57c2df8df8 1a6412c7500f2bdf66bfc507bd8e9e22792408da4a9aa3e36ce729f29acfc633 502d6425315a5f03bf3fdae30670ac8bc75151bbf395643cbe6747a564293601 8d90de4b99c5567ed0dc25d3fa28c6bbe69ea803478dd7aa18a432e94650c6df f54ac96fb9973be94c9468eeb8e720d2a6be7fa07589b67e4d1055c35dd869b1 1179ec1bcaf391927a479b308d8219358368c7c21f079381d89f19550cb21096 b7a7edd2221fbf531a6b68ab62014b72cb37ffdcea9bffbb18f1b6fb42b0b9fe b1717fc2f05eef77635d502bad5fb97956f3fc6380327928ff6010c57fed96ce 26d2b2c22c91a95ac91d577748378ad2c769ba4118515f93bf69565b17dab4f5 5818c67d7f84cb41e3b3ff9583aefca15fcc189b6cd57faeaa3bb3e443049fc8 a1ba8c9ad42f9d89cc1821e409d67a16b3e4afc2afb96d86b0d59efa0989799d ef1d844e8be1ba8f4f70332a1c4a46ae9abdb7ff3aea88e31c9fe845bc3ca411 f80c0d91f9ca3b25eeea7f2a7ca0963aac31582881f7e9b7d1e41f16017acad5 724d40bed9bee6b553e062aa90f00dd12a9b34ffed9ce38e608643621dcfd88a b8c8112b57dad9496dde1f99c0ab022776bd266d7a5272605c835873bf409768 db7fd0ff43ec6b723f4be66f20ad4790abb3307c6dc23904698cd4093da4628d 2d6d6600ff47f7c383c8cd040e9ab24525907358f58a4047b5fc7cad59ed6ab9 676aff88144370b172f164f41e7201e7fde01f380c8c3920ad1ac01a4516599a 1b5b12954c5fa23c172fcc61a23ff84b9cfef656e452f075124171a7a02e4da5 0601eea96462a78dbb503a7603e682fee6f792fa518545419e3de7e928cae690 08260181613fb6e13a7df7d405c9507357bf4c33ba6d9ef97dcca909a58def81 dea08dd6b9acddacea6b19bd3ffd95905999a80b00856f6abfbea80f7d9ad08b cf349ab7ffc6ec2401fb92d1a6cf 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMI7 %!PS-AdobeFont-1.1: CMMI7 1.100 %%CreationDate: 1996 Jul 23 07:53:53 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMI7) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI7 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 65 /A put dup 66 /B put dup 78 /N put dup 84 /T put dup 88 /X put dup 97 /a put dup 98 /b put dup 104 /h put dup 105 /i put dup 107 /k put dup 109 /m put dup 110 /n put dup 112 /p put dup 113 /q put dup 115 /s put dup 116 /t put dup 119 /w put dup 120 /x put readonly def /FontBBox{0 -250 1171 750}readonly def /UniqueID 5087382 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d725e830d1c76fba12e12486e989c98 74c2b527f0925722787027f44470d484262c360cdfdddf3657533a57bb16f730 48bfbbfcb73a650484015441fdc837add94ac8fbd2022e3ec8f115d4b4bb7b7f 15388f22cc6198efe768bd9fceb3446ee4a8dc27d6cd152485384ef5f59381ff 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0605ebf761cf9b730524e1994e7dfaa956799d522ec53d5acba27a35c4d28279 617771938ece58c5ab664aa00c1bc4efba2d15504247a68e3af0f9bd59a387b3 80db88cca083b06f5af70d768d1699826fb12ce12efc2b4c70923e052dbb964f 5fa957c3ce225c0fda64d9b5321ee1ade207c1cc93105096cc73118f4082594c 8ecddeb0d7bfde6f70bc62f10407c26a476ed88be7999d64a15912493829a9de 62c71f5a34fbf5a843e311873cd98817dc9f8a4aeb7e0738b5de10043f5cfea7 147c9fe6aca2c6613f5ef350f57d216f19e189ed82bd32069f8d097ec382d3e8 de7524750ccf0a959a7f7fa6e866398012bfd354105edc9e082181ef26a3ae1e af15ecfd5ffd2c1f5c68604b95f34be9d0779e1c2f80e7288176ddd9f54ca600 15c1c29cdb620645db8a584b3f5a97d4c25a6a5c8d23bfa6d432b1e55d460c2c b54cc056106abac5fb8de4ec0e655168b735eb0dbbac01f236f7ffd0c8416b6c 7a585d5fce60324e6b88b9b3881e8a63ea5357b576b90bc03d6f8104eb849f61 4a8ef7472bed54fb0f86a1f6ddc86fa3ca5c31375e273e902a6f3ecebc0b3c79 e72b8a49c8a73fa98f5ada2d307d892cb84284b23b8717e36581db7207c01368 79d8dc0c6cc6d21c15bd189a1f986d76122d79d9071ec428c8b1f9b956d9738e 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386246d2dfa87b3ad3767d9a83b7e34965f96aaf6549ffd109fef7f8eb807293 11975db70f31bc8b4ffaa7a2196a97af34d1b14e01bc895dc5ee1e2013995867 26d2ea7956ba902a09bd355259498209adef4280befd90c412719d3a8c5b935b 2d1aac62a5a56575ddf46f561b9a31eaf241f9c5568352a969c2037fe32dfcad 878fbb63ed14cc085e5055a3f86f4533cc6d776a78013c1d36738f9d3e53821a d7ef430cea4cb5a6f9fb8ad87aa705409f778a67f087255b61e5febe75f5d061 4c2b5edb696bab6f17e065af5aa05b412ca51fd318ed58703ff3749aa1916f01 9b9edd070c81d29c1a07f7697450fc3183410073a186ac80fe8ccb0e2e878c47 4ebcabc55e16bca9a35052717f3532c9804705d7012de6fafadf79dad5887d76 f23d82be7dc9d5d570a124efa20efa2aa9b409225d17e4a288f9396a6a035d5f f72c3e1822c3f175c6d8cab98e5d76795e764b117b0741682323d4f03c66961c 4a610d673c739d6f5afade63ebdf67de592a579a183e89b0f3daebbf9b494a04 7615d9f1aad2210c0a8db45d58edc4935ca8651a4151d5d02129d8cd15575d3f 26b75c554eb1a19ef153bb56f2627220a5c6f736a284b8b22ecd0cc4faf569de 6ced34798efe419e135ab1cd46546fac32ff799f227b12faa9befe7525844e20 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%%CreationDate: 1996 Jul 23 07:53:57 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMI10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 14 /delta put dup 28 /tau put dup 58 /period put dup 59 /comma put dup 60 /less put dup 61 /slash put dup 65 /A put dup 66 /B put dup 78 /N put dup 80 /P put dup 88 /X put dup 97 /a put dup 99 /c put dup 105 /i put dup 107 /k put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 113 /q put dup 115 /s put dup 116 /t put dup 117 /u put dup 119 /w put dup 120 /x put readonly def /FontBBox{-32 -250 1048 750}readonly def /UniqueID 5087385 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d725e830d1c76fba12e12486e989c98 74c2b527f0925722787027f44470d484262c360cdfdddf3657533a57bb16f730 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSY6 %!PS-AdobeFont-1.1: CMSY6 1.0 %%CreationDate: 1991 Aug 15 07:21:34 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMSY6) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.035 def /isFixedPitch false def end readonly def /FontName /CMSY6 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 121 /dagger put readonly def /FontBBox{-4 -948 1329 786}readonly def /UniqueID 5000816 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bac8ced9b09a275ab231194ecf829352 05826f4e975dcecec72b2cf3a18899ccde1fd935d09d813b096cc6b83cdf4f23 b9a60db41f9976ac333263c908dcefcdbd4c8402ed00a36e7487634d089fd45a f4a38a56a4412c3b0baffaeb717bf0de9ffb7a8460bf475a6718b0c73c571145 d026957276530530a2fbefc6c8f059084178f5ab59e11b6a18979f258b8c6ed3 ccafbc21aca420c9c83eea371adc20e038b4d7b8ac303004b0aa205f04135140 76407216032fdd22e6219da8f16b28ca12524deb7bca073cc5eba65c102a5e85 fd48e6d062cd4283ee570a7774597e5bf0e3400b6be72db0115f3cb12db70ce0 83722870cddfadee715f10f1fcaf20e06f3c54afe5ca238539bfe2b596116e83 f5371ff18fa5003d8543226cfd4025f9940365b392a858d27f078d3abcffe4a1 54e78c7692d1a32bf935967c64f01b24788ff8325d61145e2d4a489fd986fb77 38e6b254522c77ca2797a504a9ce4676a77ebacb026eca94dde5922c936f8e90 c43e28519671e8def84a1526a8b89450ef2bd624857da91e731f6fc6653314fc b277dc1209699a602b24b347c4c2ec654b9d14f546f9624e385df89fd1355c54 df2858418be737247fdb983933ce307dd222631857a8c0369846925b2847da37 e828516de22cb2c6de148131e88ce0e3a55abc979269845e0fb0512e22216aa2 422b9654050c7ccfb0f43f2df837a4c5ba20b8f157510505cd28afbc3785dd15 f95abde463dc22a221813fca09e2132d758ab91eb532caadee0a35e63c90e960 68d31b500b93a206a59412e5b353b33358d7300ce3cf1245cfb9a9c33144cac5 72708e1bb761dfa0b7f66a6b50cc5105da631831367546f966a7a6d32dc93c53 b683bb65c830d144857a0926ee821eae4b96b6d7b1f6a0533f93f845932fed69 ec5eaf5ff6ab90c0898bb49912a1ebc5452ab6b41eef43cb9b1b335ab1d7442b d04fafc70772a2c1b676c68690e46f5e5aac4386c11000d152f3c4fd57cdbbfc 8a09256b9a083b46aa1f63da7e034b3f9c1908dc20ff156699 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR9 %!PS-AdobeFont-1.1: CMR9 1.0 %%CreationDate: 1991 Aug 20 16:39:59 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR9) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR9 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 44 /comma put dup 45 /hyphen put dup 46 /period put dup 48 /zero put dup 49 /one put dup 50 /two put dup 52 /four put dup 67 /C put dup 77 /M put dup 79 /O put dup 84 /T put dup 85 /U put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 104 /h put dup 105 /i put dup 107 /k put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 119 /w put dup 121 /y put readonly def /FontBBox{-39 -250 1036 750}readonly def /UniqueID 5000792 def currentdict end currentfile eexec 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMTI10 %!PS-AdobeFont-1.1: CMTI10 1.00B %%CreationDate: 1992 Feb 19 19:56:16 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.00B) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMTI10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMTI10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 45 /hyphen put dup 67 /C put dup 80 /P put dup 82 /R put dup 84 /T put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 113 /q put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 120 /x put dup 121 /y put readonly def /FontBBox{-163 -250 1146 969}readonly def /UniqueID 5000828 def currentdict end currentfile eexec 8053514d28ec28da1630165fab262882d3ffd20326947b1065649b533eb5e9e3 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR10 %!PS-AdobeFont-1.1: CMR10 1.00B %%CreationDate: 1992 Feb 19 19:54:52 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.00B) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 11 /ff put dup 12 /fi put dup 13 /fl put dup 14 /ffi put dup 34 /quotedblright put dup 39 /quoteright put dup 40 /parenleft put dup 41 /parenright put dup 43 /plus put dup 44 /comma put dup 45 /hyphen put dup 46 /period put dup 47 /slash put dup 48 /zero put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 54 /six put dup 55 /seven put dup 56 /eight put dup 57 /nine put dup 58 /colon put dup 59 /semicolon put dup 61 /equal put dup 65 /A put dup 66 /B put dup 67 /C put dup 68 /D put dup 69 /E put dup 70 /F put dup 72 /H put dup 73 /I put dup 74 /J put dup 75 /K put dup 76 /L put dup 77 /M put dup 78 /N put dup 79 /O put dup 80 /P put dup 82 /R put dup 83 /S put dup 84 /T put dup 85 /U put dup 86 /V put dup 87 /W put dup 91 /bracketleft put dup 92 /quotedblleft put dup 93 /bracketright put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 106 /j put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 113 /q put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 119 /w put dup 120 /x put dup 121 /y put dup 122 /z put dup 123 /endash put dup 124 /emdash put readonly def /FontBBox{-251 -250 1009 969}readonly def /UniqueID 5000793 def currentdict end currentfile eexec 8053514d28ec28da1630165fab262882d3fca78881823c5537fe6c3dda8ee5b8 97e17cb027f5c73fdbb56b0a7c25fc3512b55fe8f3acfbffcc7f4a382d8299cc 8fd37d3cea49dabdca92847af0560b404ef71134b0f3d99934fc9d0b4e602011 b9cfb856c23f958f3c5a2fbe0ef8587d1f5774879c324e51fcb22888b74f2415 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fb52452dd886bbe85a2d0979aca613d8647cf765eb50813a58af6b86fa5da070 380f92937e271ef89348129168eeb3caa733d7bcec3a0b4a9d8f94310abe16ee c7772dc55db42e5f0adae9f122104b6c08e19678f6f944423a165ed7daf240ea a5248eb41dab5b79202b1a6d7182cec9e2e3fccd61ee3a80c87035c18e2b69bc 02 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMTI8 %!PS-AdobeFont-1.1: CMTI8 1.0 %%CreationDate: 1991 Aug 18 21:07:42 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMTI8) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMTI8 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 39 /quoteright put dup 40 /parenleft put dup 41 /parenright put dup 44 /comma put dup 45 /hyphen put dup 47 /slash put dup 48 /zero put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 54 /six put dup 55 /seven put dup 56 /eight put dup 57 /nine put dup 58 /colon put dup 65 /A put dup 67 /C put dup 68 /D put dup 69 /E put dup 70 /F put dup 71 /G put dup 73 /I put dup 76 /L put dup 77 /M put dup 78 /N put dup 79 /O put dup 80 /P put dup 81 /Q put dup 82 /R put dup 83 /S put dup 84 /T put dup 86 /V put dup 87 /W put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 113 /q put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 119 /w put dup 121 /y put readonly def /FontBBox{-35 -250 1190 750}readonly def /UniqueID 5000826 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacee583a5c939393e012707b47e0c1f a47d284a1edc9d01a497d772bca8c543388e6dc0d1e2c4944740470e0914f65e fb0737b0851b2ba713a9a00b36d07da6bcb52920b9b59efe587734027a3c5e65 66aad332fe6fbcced1417802822a3b81d6187875263d6bbda04bbcf6e4870fee ad60f104bb3c5a766610dd11aea64a6b107b0b04439fa2888b8cc39232bb83f7 695aba81f0260cd5248b9e649cd803271dc8bb1656323089e9e2bb50f2b95088 87d31dc36f6372968dbd0df8505aef5b22e57f2b9834fef2c2798f9d715aa323 3e09b183f8d92797bbd3a990980982018887612cdc5507a47581f07a1cf99a5c 587021d6b67b0524e780517e7a088a6388097ced01e5a59aa8779c6ad82af704 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMBXTI10 %!PS-AdobeFont-1.1: CMBXTI10 1.0 %%CreationDate: 1991 Aug 18 17:46:30 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMBXTI10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMBXTI10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 58 /colon put dup 77 /M put dup 97 /a put dup 98 /b put dup 100 /d put dup 101 /e put dup 107 /k put dup 109 /m put dup 110 /n put dup 111 /o put dup 114 /r put dup 115 /s put dup 119 /w put dup 121 /y put readonly def /FontBBox{-29 -250 1274 754}readonly def /UniqueID 5000771 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacee583a5c939393e012707b47e0c1f a47d284a1edc9d01a497d772bca8c543388e6dc0d1e2c4944740470e0914f65e fb0737b0851b2ba713a9a00b36d07da6bcb52920b9b59efe587734027a3c5e65 66aad332fe6fbcced1417802822a3b81d6187875263d6bbda04bbcf6e4870fee 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0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMBX8 %!PS-AdobeFont-1.1: CMBX8 1.0 %%CreationDate: 1991 Aug 20 16:36:07 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMBX8) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMBX8 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 49 /one put dup 65 /A put dup 72 /H put dup 77 /M put dup 79 /O put dup 82 /R put dup 83 /S put dup 84 /T put dup 85 /U put dup 89 /Y put dup 97 /a put dup 98 /b put dup 99 /c put dup 101 /e put dup 102 /f put dup 104 /h put dup 105 /i put dup 107 /k put dup 108 /l put dup 110 /n put dup 111 /o put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 121 /y put readonly def /FontBBox{-59 -250 1235 750}readonly def /UniqueID 5000766 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 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8fa104fc0bcba60d8e000f9edbbbead68a42cb1d669659ddd59ae8e16b 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSY7 %!PS-AdobeFont-1.1: CMSY7 1.0 %%CreationDate: 1991 Aug 15 07:21:52 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMSY7) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.035 def /isFixedPitch false def end readonly def /FontName /CMSY7 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 0 /minus put dup 3 /asteriskmath put dup 33 /arrowright put dup 49 /infinity put dup 121 /dagger put readonly def /FontBBox{-15 -951 1252 782}readonly def /UniqueID 5000817 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bac8ced9b09a275ab231194ecf829352 05826f4e975dcecec72b2cf3a18899ccde1fd935d09d813b096cc6b83cdf4f23 b9a60db41f9976ac333263c908dcefcdbd4c8402ed00a36e7487634d089fd45a f4a38a56a4412c3b0baffaeb717bf0de9ffb7a8460bf475a6718b0c73c571145 d026957276530530a2fbefc6c8f73e9b697ddc0351763500e23c4d170ea8a2d2 75ad0b6b23097f02fa803c1f46f9ac10fe0e527c431b11b1b9a50e874896cca6 17fe3e255960846bc319ca68b9b930a45d5d0fc36b352c3443ab6f7793b38d2c 7fb9c409ab7980ead55e9f8f6b83c70088d1fa6d7f2214da8928e40b96334ad2 72d1b5db9d1355a579b26a8dac21f021e393d7d837a95deb8de92ed818a8b80b 98ee9cdd8a3c57ad7d6eb7a82f43eaa6ec520eefa7302e750edc4b495f70bba2 24a2182eec37f1a1c5dc8e20973007150237daa6bf03d498826777eeebe09014 ebfe05a8731e1a421cfc513d47d673e3d94d805f5d0668ffa265e0962cb5a75a 4a93d9b8763c70f88a5d87e970994617fc62f70fb0ed32c459934f23a9f150fa 083cf9eda2757efdfc0ffcf2a563927bbad06da9fbd2cc59328c0d1cbf948664 ff7eb9e71e42dd9eab74f6d8385bec475fbbbc5d26a9c90ef6e6050ec283a71e 6922d272c3c23863007a9f53cbc7cdf50d3ea31622542858c80e08699eb84656 ea41df4a8c71471000d202dff2b633a0cf98d403af763ed5240b7e301f14beb6 0059d1ad4f936e4a3db3338958feb1fa736b970f7b9c0317b9ab2220802aea08 22f4823816d7cdba7d977abfa1b68382e8ba20c656708ea6599d9912329b2292 b1672afc5f9806e3aca1e593d770dc728a8798e5e26e536b128c23c131b686d7 82a279a89e0ff3eb32ef20e5df240933d65f58bd8c79ca297191de63af012daa 658b56745ffaf752d97f342d9ac6c2977e9b47aa65e564fe497bb30dc27d4ef5 2b5cf6d1b0197cd492a9badb6490e71428f4435af49bbcd3e92bca2a4f933e5c 9bdaba2913a15431555979a241ac641cd5fa1a961aed698e9b5ef6df856258e2 88a85991e8c6722ba189151f129d462fad055df4d6f431af27b64725404bed1d aae670aae57fbc815ab921e814a00759b1ea6f56aea83cba0ca86c5fb6f02432 1f97a2e0802fe85f26de0896ffeca0c224abcadb3a9b64ac117e01a9ab23122d 2219233fc0d565bd67af9b54dab2bee11eb0aa2768ed7226b0ab51303a8fc66b 0e30f4e396bdcc4ee6e7b46d3a0f2330af06671a600c66663b0ef90b3c05c3fc 47736ac6cfdca65d0046c3489baa1dde6d5a259647742121025028037911cc37 df1a2cea27032186301c75ef0a40c86a2b5cc17a98ee14cb8ccb55f32471c3f0 4029e9f7420aa98e62936cfe477fc4290fcd42f820428a4f9262703d871b0dd8 b245f66c15683360ac9446b5bf85c8ea6b55becb0089d02fa3495bed115aee2b 3a30ac9778dded574c417fd3fc03c8214c9cca2b44f26cc50acef113b1255567 d8543dbf50d6353b248d764c9c02e8828cb1bb2b0cc0edfa5cb2ef12655195c0 22e0bc64484533923440ebc81c95d32fa1f7abc1bfa6500b8ce5d0e46c5d0a45 63ed0179f48a60a2408a988068955afb003748dfe8bb0346d5a803ca2dee5e8b 3cabe92d2600355b26ef9073631bedab5692139f79a156725c0be85512c08f9e 9d02abbb6e524347b4e783e1982cac66cda2e0ec4c5757b0a6f296c7a92d887c 7c181e84a9e41373a9fd875bdba20ba2412ce608174cde71ae1392e0786496df e88a2cc3bec76ebf8094d6e3dd6c0d66c436edcabe82de6661d5a12286090b5f 0e4a86e3d55ad3d24c0740da114497b5d35f7ca7d9160567d6a3e87f0ce8a6da fb39dc50402cc40303e5cb 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMBX10 %!PS-AdobeFont-1.1: CMBX10 1.00B %%CreationDate: 1992 Feb 19 19:54:06 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.00B) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMBX10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMBX10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 44 /comma put dup 45 /hyphen put dup 46 /period put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 54 /six put dup 65 /A put dup 66 /B put dup 67 /C put dup 68 /D put dup 69 /E put dup 70 /F put dup 72 /H put dup 73 /I put dup 75 /K put dup 77 /M put dup 78 /N put dup 79 /O put dup 82 /R put dup 83 /S put dup 84 /T put dup 85 /U put dup 87 /W put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 103 /g put dup 104 /h put dup 105 /i put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 119 /w put dup 120 /x put dup 121 /y put readonly def /FontBBox{-301 -250 1164 946}readonly def /UniqueID 5000768 def currentdict end currentfile eexec 8053514d28ec28da1630165fab262882d3fca78881823c5537fe6c3dda8ee5b8 97e17cb027f5c73fdbb56b0a7c25fc3512b55fe8f3acfbffcc7f4a382d8299cc 8fd37d3cea49dabdca92847af0560b404ef71134b0f3d99934fc9d0b4e602011 b9cfb856c23f958f3c5a2fbe0ef8587d1f5774879c324e51fcb22888b74f2415 50d7401eb990d4f3a7af635198422283cac1b6cd446ddbcbd915db9bff88844e 784c6bf7389803d9450b0c21756a017306462c563d51ece66fcc9c831843ecae 1fefc1a232e2724f7baee428ae03aadb95c3035345c15e9922fe49e1f2cfc980 237316572dbc57064edac9b0db8913a5e2d45e97e19a91435ccf8adfc835b585 48e74b291446d689c7f2f8c4325e8356e974ae30c3e2977477baeaa33d141fb7 80f59351e84bfc88c87b3a4a1d25e168b9d134554f6a581378c7d2d6eca8ac09 045cc3a5e0ed86f147133f094029e3483bebc81cfde69942cf645ea20d0a2b64 5140ccc2f9cb4a3d969f4b0a79cd3329b440dfcff5285494406f3dd08d804c86 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMBX12 %!PS-AdobeFont-1.1: CMBX12 1.0 %%CreationDate: 1991 Aug 20 16:34:54 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMBX12) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMBX12 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 44 /comma put dup 58 /colon put dup 65 /A put dup 66 /B put dup 68 /D put dup 69 /E put dup 71 /G put dup 80 /P put dup 82 /R put dup 83 /S put dup 84 /T put dup 97 /a put dup 98 /b put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 114 /r put dup 115 /s put dup 116 /t put dup 118 /v put dup 119 /w put dup 121 /y put readonly def /FontBBox{-53 -251 1139 750}readonly def /UniqueID 5000769 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSSI9 %!PS-AdobeFont-1.1: CMSSI9 1.0 %%CreationDate: 1991 Aug 20 17:35:30 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMSSI9) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -12 def /isFixedPitch false def end readonly def /FontName /CMSSI9 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 14 /ffi put dup 67 /C put dup 69 /E put dup 73 /I put dup 80 /P put dup 83 /S put dup 84 /T put dup 97 /a put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 105 /i put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put readonly def /FontBBox{-99 -250 1104 760}readonly def /UniqueID 5000809 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacee583a5c939393e012707b47e0c1f a47d284a1edc9d01a497d772bca8c543388e6dc0d1e2c4944740470e0914f65e 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0cf655d7421cf2e795f84c3921a08b05ccc8381d34562ddb677801eca4c419ea 21984de77ce9c5cd4c4dd0abcd06a55852f73a7510d0f220ad8ee7af088d557e 4b3748be559eea59bc08adce750a31d85b0e61b521167804baa8b0f99caaf234 298ea16a93d9ab12f987b342982371d6d72422f9c13e2b053d0d91c84dd1c8d0 26d93cce4dff53c032190f61ac742436ceeaa08381b368596ed356027100dd59 aaa2fc20ca3e7f388788fb703b542c883213a61c9c151d60c7ce8216b88d1cb5 90109342447ae608e0d2cbd24cd89f74e84ccc729913c74557372010eab6d5c6 2225e7913d2b2be4d5478a9b9de45943c4d303e00de51ff2e25ef3ff8c294938 a1ff047c964037221af325f7446c09b79fc650977414170eaa0b5f200eb23259 0e7b7c5994c9660ce81ca598804fb7638f64d733fb74bd63edf0d0490033cabf 489b773a6de9b7743c22df4ecf7ff5fa661ab1a4cc6ef3c7bf425260bf492024 903891b82700d15dc0dc0660b1507421e3173c699cc74380bb9e9116c7327b9d 2fe72dc5d32130ebaab7d32230928078af41a42a0625f47280e5e7cc2eda5c70 86f76eff12131d99051f99c5d9347832c6c00f4fc4212d2e9fe31550279d1b2d 9e503a97a09c4da7f95dec044b54462e523664f583aecd2662fc1418fa48beb6 c08967b38e12c62b8c280a2e15b083c347c31e8ffaa7d37d141586e6d7d36863 e0b6c4b67d9f07d765cd289c4ef379748ebf458345bd096996176de4df6fe568 100b4228010006762a7986e6100f351794a6256b89e6d42f5d70a40dc2c927fb bd0e4c79199a813678e3ae3197f51c89728a76030a9f092dfa69af81cde06e0b 0c475d13590fce3db1f34a5a471cde2c6274e687ca3819272a25dc23b68521c5 7bd381a5ee031e467430cbd6331c749cf6fe8aaa79367a1887bd7590bb65c697 3a1f3896a55690b08943becf08acbe3e1d5cfa8c4cbb091c51a455635014dc47 de1d926a2478ca0dc230eb6f60e4cd0137652195f54d1dd1f48d1394b30ef41d 7f2a53f2da60566cc97e42d338ed734911e7f34e4eec201fff2cd6fb1e41c90c ff7f353c33f78132cc986419920f366b3f73f64cd99fc2216e5dcf5aebb2660d a3117b7199c354b50db0ebdae9d39e8915622d18c7f4fd97f97408daf7960094 1ba74c3ced995ddf697ba7c559ad8d84fb79740b4f8a53ac8c31c787fe41a580 1812e8cc585c76d527b9cbba27b2ea73aed5e50f1d2ac8a77f025a8cda857d99 1e764347a27e60baba9a078c3e55bc45dbc9439fa9742c3bd1da16ffe0a0ed4b af55e1f0b2cd34ec6f2599834930885c7c9b4ade9eb4b1d05cb0d7c132e04b29 c4db8c3db9e5e3c50a075c2a5a5ce2877a1565b6d5015f333b383f1232b6f629 b6f3e58e1ab497ed5d6ed659bfb7f09218705f3c383a106703aae433f7fd1c35 6e77075fd7014b99b5113a831ee60cd4b290dd03fd07225cc8194c0bf657ca60 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSS12 %!PS-AdobeFont-1.1: CMSS12 1.0 %%CreationDate: 1991 Aug 20 17:33:47 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMSS12) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMSS12 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 65 /A put dup 69 /E put dup 80 /P put dup 82 /R put readonly def /FontBBox{-62 -251 978 758}readonly def /UniqueID 5000804 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 79791aacdc162a66cbbc5be2f53aad8de72dd113b55a022fbfee658cb95f5bb3 2ba0357b5e050fddf264a07470bef1c52119b6fbd5c77ebed964ac5a2bbec9d8 b3e48ae5bb003a63d545774b922b9d5ff6b0066ece43645a131879b032137d6d 823385fe55f3402d557fd3b4486858b2a4b5a0cddfaf2ed604ab4eafe1b34aa4 31dcb3f73c18fcc8e8014e34597896a814c48cab18fd9dc77f4ae3457ce2499b d24f4aa1976bde782344d6dc811f065f385688b7538ce76d0f5dcfb8fe458d13 888ad60eebdbb9cc6a025850c506e45069aa14b5e3c38665bfbe4a9286dde935 692b76af24bdc584e298eea841d45d9eb87ac61187def799331f88ab8ccaad72 e5bdd6ea94580161d4666a64d5b8f76c12736a38e956909f626892039a1ede98 f694485b5ea34576e5a2bdbb58b8c14ec6724b6a3678db4365afd61f276beecd c501c230d0827f4c8925b42f5f1be2de179d0e99954f2c258310e1d7dd1bcf50 00b2eeddb59ff8d39c999e25f71765f252cd6d490ec7fc64de93e2564f66aa27 2a795dbc634db4d437644b80248b159d9fe87167af12d23ec43245d4529a9abe 93b9a60847b5fd4651dc67da13d1bae2682c531c439ae77017dc6c262a84a3ec 3fa6157090d02388e68dcb5b17482fc97f5b4cc143cb206103a09e1753e7331e 8701a112af1c5622c4688ac0674569c19c8b9b027d73aee03d3e51eed237ecbe 597276e6a19bffb51bf5e169c00e4434159439456087af1371b571bcbd53384b 60fec89664d72ff71b6cd992abc6e5469218f853925df72d7ff171be74dcef6a ad23ddada04bd0e5a5fe71d65f0420a32823990d6f8277a73e5dfe48596fc627 3c908f77f31c7d0610621dee3e1286f8e2ccf3d6660a9d74ed93d1baab063d49 e61a1cdeed78bb46732abdc2484aabf7dd725d9fc6e3c0963a83396a250ba2ad 19432e151446f7d5db35cbb0ed6bc156049e60651ae834acb96b724d32a544a4 822c77575ef321ba3852a701573103f27174a5303b6245babec520efe0992b7e 4a14d4648a784602ea2b24a396f618e1fe4d7cecbef5c0e245b9d317c11deb96 37824cc0dd35782837ec21b761db8875df47cc8403549095d16125e7bef386ca d2c35e28b5045d9a7db8d90b7f8f33d7583d1096174b98e420898861e77493dd 36d92cb06c56496dd8529cd52ba3ec2e6032f5a819989361d1362a625c75b493 fe245848b797a6c8bd4b2f078509bff1029293e801021a2b52ef910e1fed85e4 5df64b2c7c2ca8239273e5313e3d2ad674a9b6e9e1dc88a3657467972e55cef0 98fea9a1165c2ad4dec651d1dc77d9d9befc127a6af5ef0c57ce8d18e1c1ffde 27055bd0772d6678c504e777a65c1cd133e3c7842223892a2103cfe25be3e192 ad4d4c0af9b3f22fed1acd362d81ba729aecef2dc7ff36db81fe262442f3625c 7374d39720f0728ccc2a5ec13a4f4637eb1911f7d1bf43c10cad0338d626f666 fadf492f39900f25526e382369b37723b9d267c008ed9466626d38999d47888b f38ff8a94a5c42ffc7ffe4e6f8e59eb5a9461ab5e7ee35e71238c509720140b2 1bc24144088305f301d43eb6cccd7951bbcb9f0b26d3940bdbf1288d3619e37e 3ee3189ad72a4432a361c8e8bd045408a1918304d32b2b2b37e4e05cfee0a67d 566e96c89f64dc39235d7eb47477c9af36141c49615d37e8f4e09568ba4acff5 192428459731be620fd710320ef5b50ab3cbc4e0d6e93c060f4c05079d316285 6c3913a280b2399dad868eb3bada5b4ee922f118fbd9352a61cd9d7108237e68 46712d8dcaecc20f0e8c43f22dd22073b249b6baffc5dc53 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR8 %!PS-AdobeFont-1.1: CMR8 1.0 %%CreationDate: 1991 Aug 20 16:39:40 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR8) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR8 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 11 /ff put dup 12 /fi put dup 13 /fl put dup 14 /ffi put dup 34 /quotedblright put dup 39 /quoteright put dup 40 /parenleft put dup 41 /parenright put dup 44 /comma put dup 45 /hyphen put dup 46 /period put dup 47 /slash put dup 48 /zero put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 54 /six put dup 55 /seven put dup 56 /eight put dup 57 /nine put dup 58 /colon put dup 61 /equal put dup 65 /A put dup 66 /B put dup 67 /C put dup 68 /D put dup 69 /E put dup 70 /F put dup 71 /G put dup 72 /H put dup 73 /I put dup 74 /J put dup 75 /K put dup 76 /L put dup 77 /M put dup 78 /N put dup 79 /O put dup 80 /P put dup 81 /Q put dup 82 /R put dup 83 /S put dup 84 /T put dup 85 /U put dup 86 /V put dup 87 /W put dup 89 /Y put dup 90 /Z put dup 91 /bracketleft put dup 92 /quotedblleft put dup 93 /bracketright put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 106 /j put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 113 /q put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 119 /w put dup 120 /x put dup 121 /y put dup 122 /z put dup 123 /endash put readonly def /FontBBox{-36 -250 1070 750}readonly def /UniqueID 5000791 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 79791aacdc162a66cbbc5be2f53aad8de72dd113b55a022fbfee658cb95f5bb3 2ba0357b5e050fddf264a07470bef1c52119b6fbd5c77ebed964ac5a2bbec9d8 b3e48ae5bb003a63d545774b922b9d5ff6b0066ece43645a131879b032137d6d 823385fe55f3402d557fd3b4486858b2a4b5a0cc2e1bf4e2a4a0e748483c3bcf 5de47cc5260a3a967cac70a7a35b88b54315191d0423b4065c7a432987938c6b edad3b72ad63c2918b6e5a2017457e0d4ebc204b094541f345ec367ae85ca9bd 24568a01d3b9f8095f7420e6c423c414b3dcce6da48dd1c89a56d078e0d0e2f2 62a13640a06d17e44ee3866c3471fb58fedf5a3b77294517651c16bdd7267d39 a54e7171752dbde63ac19bb4b3021ce95eb5fe67390b09ae4d9ed4d704a67443 f55dce17acd996c1f5e023c9e5a18cbeecc3097f23763acb86cdd7cd13381ae7 4e48495ec7fa520539d87f8a8dcb3c826275469b6800876a457e7d1e5be867c7 b1ccad69742a8c9b0ad943482bf2a4ad0aed40baeb69a0233bad36b4ca2d2da7 322956c70375d152653500b2f22d2ab6990cadde2da14b4917f7515e64bc3d96 bf775258fc7dae4e42a4c9b6da8eddec4a800c8aadc8d75e48cae52137e05c03 677f5d6a82fa46d9f2fc7f56d62e5c605a1b7898b8d1401c2cac1a0122a2c8a7 aae09607f2c5f29293a09b9959399283be89051452898238b777db9830ff4318 a298b221c4a820c700ca964fc99e6b1d9eb0bafc39be9aa9dffa2fa326b2a466 1e67261bb3dbc85844e76f9313ab533ee16bcb478166de5502b68e6ec1ea6110 f53206cf1cfea419571b0243244b32ea38b828a01e62b03bcf476a32c2341cec b8a0fa2a3f3f339315d5f3aa7704408f6617d0278d5c892bb12e35c9c7c11c20 a6ddf5832b2ff46bff9cde62a884dd607933864f6e1e9e2899faa6f2c9712eb5 22f0e723416ff6662065e9e132ecfba92a0c51ae000c87515df4d95aa141a0ee 5e16a5f3f833aec3b0951bd68b348f65df291829a67ee1ca79e14902eac1b912 6016755a1dcc184c6087667bc8aa7cd79507d23799c678826d169c172a7567b8 b783af25752af5a7ae470e8076782899d4879c8369eae52c461c6a0dd23db605 39723a1210ac7a0d6dc4dcdd327a9bba43926bc28b0a689003b66d13de62269c a8d4adeb776518048db7d6e57ab52565135a2f97f34add8457fd91bdb5d48392 6a2e6b44ef4cbd5a0e04d4665fdda505fc3cd5a053375ce311003c5aef687459 266163ace9d7eaa9650c9c5eab757952208e5adcff1ba9f2826b8c642f4f6b92 d9f11bbe36ab77b6523d4fba604f329b1087c3ab8f04a480494cfbc526980be8 52c8b32b258ded8f1200490f7b34c5fefd4ebf3c6fb812b491df7075bde867ee 229c34e89c2282dcc798dcb1d52a7143440b0bef3dbb06fc0b5c99e74011acf0 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CMR7 1.0 %%CreationDate: 1991 Aug 20 16:39:21 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR7) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR7 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 40 /parenleft put dup 41 /parenright put dup 43 /plus put dup 44 /comma put dup 46 /period put dup 48 /zero put dup 49 /one put dup 50 /two put dup 53 /five put dup 56 /eight put dup 58 /colon put dup 61 /equal put dup 65 /A put dup 66 /B put dup 67 /C put dup 68 /D put dup 69 /E put dup 70 /F put dup 71 /G put dup 72 /H put dup 73 /I put dup 74 /J put dup 75 /K put dup 76 /L put dup 77 /M put dup 78 /N put dup 79 /O put dup 82 /R put dup 83 /S put dup 84 /T put dup 85 /U put dup 86 /V put dup 87 /W put dup 89 /Y put dup 97 /a put dup 100 /d put dup 110 /n put dup 123 /endash put readonly def /FontBBox{-27 -250 1122 750}readonly 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45a273995f54aa8f0fe34bdace716c828e2c51c13a6c72be663bf6235c452252 15ecc9182ed03c704521f51e466763b8daafe2a5ee041f349ce15e154395263c bbaf9c9b7de7b31a305cb8 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont TeXDict begin 39158280 55380996 1000 600 600 (paper.dvi) @start /Fa 133[ 35 4[ 35 35 35 35 1[ 35 35 35 35 35 2[ 35 1[ 35 35 35 35 35 35 35 14[ 35 4[ 35 7[ 35 35 35 8[ 35 9[ 35 35 35 35 45[{ } 28 66.4176 /CMITT10 rf /Fb 134[ 35 3[ 35 35 35 35 1[ 35 35 35 35 35 35 1[ 35 35 1[ 35 35 35 35 35 35 38[ 35 7[ 35 2[ 35 35 46[{ } 23 66.4176 /CMTT8 rf /Fc 194[ 43 11[ 28 49[{ } 2 41.511 /CMR5 rf /Fd 139[ 24 2[ 28 32 7[ 36 104[{ } 4 49.8132 /CMMI6 rf /Fe 135[ 40 51 8[ 43 62 3[ 24 7[ 37 18[ 56 11[ 53 7[ 20 29[ 31 28[{ } 10 66.4176 /CMMI8 rf /Ff 139[ 23 5[ 37 2[ 31 2[ 34 25[ 45 78[{ } 5 41.511 /CMMI5 rf /Fg 140[ 83 1[ 83 1[ 55 55 21[ 120 7[ 88 17[ 74 1[ 74 1[ 74 1[ 74 28[ 62 62 6[ 61 61 50 50 6[ 48 48 8[{ } 18 83.022 /CMEX10 rf /Fh 149[ 23 2[ 42 42 62[ 65 6[ 83 10[ 65 65 2[ 65 14[ 65 23 65{ } 11 83.022 /CMSY10 rf /Fi 135[ 38 48 2[ 25 31 1[ 30 34 1[ 41 59 1[ 35 1[ 23 39 5[ 29 36 8[ 54 3[ 39 5[ 53 11[ 50 50 65[{ } 18 58.1154 /CMMI7 rf /Fj 135[ 47 59 1[ 48 30 39 1[ 37 42 40 50 73 1[ 43 1[ 29 5[ 36 1[ 44 8[ 69 7[ 53 1[ 67 11[ 63 62 3[ 42 65 23 23 29[ 36 13[ 37 14[{ } 25 83.022 /CMMI10 rf /Fk 134[ 29 121[{ } 1 49.8132 /CMSY6 rf /Fl 134[ 41 1[ 55 41 43 30 30 30 1[ 43 38 43 64 1[ 41 1[ 21 43 2[ 34 43 34 43 38 11[ 58 55 4[ 60 1[ 70 9[ 55 14[ 38 1[ 38 38 38 1[ 21 26 21 44[{ } 31 74.7198 /CMR9 rf /Fm 134[ 40 39 1[ 38 45 28 34 35 38 42 42 47 68 21 38 1[ 25 42 38 25 38 42 38 38 42 12[ 59 1[ 61 1[ 56 12[ 59 21[ 30 45[{ } 28 83.022 /CMTI10 rf /Fn 131[ 83 42 37 44 44 60 44 46 32 33 33 44 46 42 46 69 23 44 25 23 46 42 25 37 46 37 46 42 3[ 23 42 23 3[ 85 62 62 60 46 61 1[ 57 65 62 76 52 65 43 30 62 1[ 54 57 63 60 59 62 3[ 65 1[ 23 23 42 42 42 42 42 42 42 42 42 42 42 23 28 23 65 1[ 32 32 23 4[ 42 19[ 69 46 46 48 11[{ } 78 83.022 /CMR10 rf /Fo 134[ 35 1[ 47 33 38 24 29 30 33 36 36 40 58 18 33 1[ 22 36 33 22 33 36 33 33 36 9[ 71 53 1[ 51 40 52 55 48 55 53 64 45 2[ 27 1[ 55 46 48 54 51 1[ 53 6[ 22 36 36 36 36 36 36 36 36 36 36 36 1[ 26 22 2[ 29 29 22 39[{ } 58 66.4176 /CMTI8 rf /Fp 134[ 37 1[ 51 3[ 32 33 2[ 39 3[ 35 5[ 35 39 41[ 24 58[{ } 9 66.4176 /CMBXTI10 rf /Fq 134[ 43 3[ 45 32 32 34 2[ 41 45 1[ 23 43 1[ 23 45 1[ 25 37 1[ 36 45 40 7[ 61 3[ 62 57 45 61 2[ 61 1[ 77 4[ 63 6[ 61 15[ 41 49[{ } 26 66.4176 /CMBX8 rf /Fr 140[ 40 42 3[ 54 78 7[ 44 49 1[ 44 49 19[ 89 77[{ } 9 83.022 /CMBXTI10 rf /Fs 134[ 30 71[ 66 15[ 66 29[ 34 2[ 52{ } 5 58.1154 /CMSY7 rf /Ft 134[ 50 50 69 50 53 37 38 39 1[ 53 48 53 80 27 50 1[ 27 53 48 1[ 44 53 42 53 46 9[ 99 1[ 73 66 53 72 2[ 72 75 91 1[ 75 1[ 36 75 1[ 60 63 73 69 68 72 10[ 48 48 48 48 48 48 2[ 27 32 27 44[{ } 48 83.022 /CMBX10 rf /Fu 134[ 85 1[ 117 85 1[ 63 64 66 2[ 81 90 134 45 2[ 45 90 81 49 74 90 1[ 90 78 12[ 112 90 120 1[ 110 8[ 127 1[ 106 124 1[ 115 122 6[ 45 13[ 45 44[{ } 29 143.462 /CMBX12 rf /Fv 137[ 35 40 28 29 26 1[ 40 38 40 61 18 2[ 18 2[ 23 34 40 34 1[ 37 12[ 52 43 2[ 49 6[ 21 3[ 46 1[ 49 52[ 62 14[{ } 23 74.7198 /CMSSI9 rf /Fw 173[ 63 1[ 62 10[ 58 3[ 64 65[{ } 4 99.6264 /CMSS12 rf /Fx 132[ 35 31 37 37 51 37 39 27 28 28 37 39 35 39 59 20 37 22 20 39 35 22 31 39 31 39 35 3[ 20 35 20 43 53 1[ 72 53 53 51 39 52 55 48 55 53 65 44 55 36 25 53 55 46 48 54 51 50 53 3[ 55 2[ 20 35 35 35 35 35 35 35 35 35 35 35 20 24 20 2[ 27 27 20 4[ 35 19[ 59 39 39 41 11[{ } 79 66.4176 /CMR8 rf /Fy 132[ 33 12[ 37 9[ 37 2[ 33 7[ 49 1[ 67 49 49 47 37 48 2[ 51 49 60 41 51 34 24 49 51 43 45 50 47 46 49 3[ 51 2[ 19 1[ 33 2[ 33 2[ 33 33 33 1[ 19 1[ 19 51 1[ 26 26 40[{ } 38 58.1154 /CMR7 rf end %%EndProlog %%BeginSetup %%Feature: *Resolution 600dpi TeXDict begin %%PaperSize: A4 %%EndSetup %%Page: 1 1 1 0 bop Fy 0 71 a(IEICE) p 207 71 a(TRANS.) p 478 71 a(COMMUN.,) p 854 71 a(V) n(OL.E85{B,) p 1244 71 a(NO.1) p 1418 71 a(JANUAR) p 1691 71 a(Y) p 1762 71 a(2002) p Fx 4116 142 a(1) p -4 295 4158 4 v -4 385 4 90 v Fw 16 378 a(P) p 70 378 a(APER) p Fv 401 364 a(Sp) r(ecial) p 652 364 a(Issue) p 832 364 a(on) p 936 364 a(T) p 982 364 a(ra\016c) p 1167 364 a(Control) p 1431 364 a(and) p 1573 364 a(P) n(erfo) n(rmance) p 1997 364 a(Evaluation) p 2360 364 a(in) p 2444 364 a(Internet) p 4150 385 V -4 389 4158 4 v Fu 0 520 a(Steady) p 533 520 a(State) p 954 520 a(Analysis) p 1600 520 a(of) p 1784 520 a(the) p 2064 520 a(RED) p 2468 520 a(Gatew) l(a) l(y:) p 3197 520 a(Stabilit) l(y) p 3784 520 a(,) 0 703 y(T) p 99 703 a(ransien) l(t) p 717 703 a(Beha) 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a(State) p 2905 473 a(Analysis) p Fn 2170 666 a(3.1) p 2359 666 a(Deriv) p 2554 666 a(ation) p 2766 666 a(of) p 2861 666 a(State) p 3078 666 a(T) p 3131 666 a(ransition) p 3477 666 a(Equations) 2170 858 y(W) p 2248 858 a(e) p 2313 858 a(\014rst) p 2484 858 a(obtain) p 2742 858 a(the) p 2885 858 a(pac) n(k) n(et) p 3145 858 a(dropping) p 3496 858 a(probabilit) n(y) p 3920 858 a(at) p 4021 858 a(slot) p Fj 2170 955 a(k) p Fn 2216 955 a(.) p 2283 955 a(A) n(t) p 2406 955 a(the) p 2551 955 a(b) r(eginning) p 2934 955 a(of) p 3032 955 a(slot) p Fj 3191 955 a(k) p Fn 3237 955 a(,) p 3291 955 a(the) p 3437 955 a(source) p 3694 955 a(host) p Fj 3876 955 a(n) p Fn 3956 955 a(sends) 2170 1053 y(the) p 2323 1053 a(n) n(um) n(b) r(er) p Fj 2636 1053 a(w) p Fi 2695 1065 a(n) p Fn 2740 1053 a(\() p Fj(k) p Fn 2818 1053 a(\)) p 2889 1053 a(of) p 2994 1053 a(pac) n(k) n(ets) p 3297 1053 a(in) n(to) p 3476 1053 a(the) p 3629 1053 a(net) n(w) n(ork.) p 4008 1053 a(The) 2170 1150 y(RED) p 2377 1150 a(gatew) n(a) n(y) p 2695 1150 a(marks) p 2941 1150 a(eac) n(h) p 3125 1150 a(arriving) p 3435 1150 a(pac) n(k) n(et) p 3694 1150 a(based) p 3923 1150 a(on) p 4036 1150 a(the) 2170 1248 y(a) n(v) n(erage) p 2464 1248 a(queue) p 2697 1248 a(length.) p 2982 1248 a(Since) p 3195 1248 a(the) p 3334 1248 a(a) n(v) n(erage) p 3628 1248 a(queue) p 3861 1248 a(length) p 4111 1202 41 4 v Fj 4111 1248 a(q) p Fn 2170 1345 a(is) p 2256 1345 a(assumed) p 2591 1345 a(to) p 2695 1345 a(b) r(e) p 2810 1345 a(\014xed) p 3013 1345 a(within) p 3274 1345 a(a) p 3345 1345 a(slot,) p 3528 1345 a(the) p 3674 1345 a(pac) n(k) n(et) p 3936 1345 a(mark-) 2170 1443 y(ing) p 2314 1443 a(probabilit) n(y) p Fj 2745 1443 a(p) p Fi 2787 1455 a(b) p Fn 2820 1443 a(\() p Fj(k) p Fn 2898 1443 a(\)) p 2964 1443 a(at) p 3071 1443 a(slot) p Fj 3235 1443 a(k) p Fn 3314 1443 a(is) p 3404 1443 a(also) p 3576 1443 a(\014xed.) p 3827 1443 a(Pro) n(vided) 2170 1540 y(that) p 2352 1540 a(the) p 2497 1540 a(a) n(v) n(erage) p 2796 1540 a(queue) p 3036 1540 a(length) p 3291 1494 V Fj 3291 1540 a(q) p Fn 3361 1540 a(is) p 3446 1540 a(b) r(et) n(w) n(een) p Fj 3768 1540 a(min) p Fi 3920 1552 a(th) p Fn 4017 1540 a(and) p Fj 2170 1637 a(max) p Fi 2334 1649 a(th) p Fn 2402 1637 a(,) p Fj 2453 1637 a(p) p Fi 2495 1649 a(b) p Fn 2528 1637 a(\() p Fj(k) p Fn 2606 1637 a(\)) p 2666 1637 a(is) p 2750 1637 a(obtained) p 3091 1637 a(from) p 3287 1637 a(Eq.) p 3438 1637 a(\(2\)) p 3572 1637 a(as) p Fj 2335 1846 a(p) p Fi 2377 1858 a(b) p Fn 2411 1846 a(\() p Fj(k) p Fn 2489 1846 a(\)) p 2554 1846 a(=) p Fj 2652 1846 a(max) p Fi 2816 1858 a(p) p Fg 2882 1729 a(\022) p 2994 1744 V Fj 2994 1790 a(q) p Fn 3034 1790 a(\() p Fj(k) p Fn 3112 1790 a(\)) p Fh 3163 1790 a(\000) p Fj 3246 1790 a(min) p Fi 3398 1802 a(th) p 2953 1827 554 4 v Fj 2953 1903 a(max) p Fi 3117 1915 a(th) p Fh 3204 1903 a(\000) p Fj 3287 1903 a(min) p Fi 3439 1915 a(th) p Fg 3516 1729 a(\023) p Fn 4045 1846 a(\(3\)) 2335 2050 y(Ev) n(ery) p 2599 2050 a(arriving) p 2936 2050 a(pac) n(k) n(et) p 3222 2050 a(at) p 3348 2050 a(the) p 3516 2050 a(RED) p 3750 2050 a(gatew) n(a) n(y) p 4095 2050 a(is) 2170 2148 y(mark) n(ed) p 2465 2148 a(with) p 2655 2148 a(probabilit) n(y) p Fj 3079 2148 a(p) p Fi 3121 2160 a(a) p Fn 3161 2148 a(\() p Fj(k) p Fn 3239 2148 a(\)) p 3299 2148 a([4]:) p Fj 2335 2355 a(p) p Fi 2377 2367 a(a) p Fn 2417 2355 a(\() p Fj(k) p Fn 2495 2355 a(\)) p 2561 2355 a(=) p Fj 2872 2298 a(p) p Fi 2914 2310 a(b) p Fn 2947 2298 a(\() p Fj(k) p Fn 3025 2298 a(\)) p 2669 2336 592 4 v 2669 2412 a(1) p Fh 2729 2412 a(\000) p Fj 2812 2412 a(count) p Fh 3034 2412 a(\001) p Fj 3075 2412 a(p) p Fi 3117 2424 a(b) p Fn 3150 2412 a(\() p Fj(k) p Fn 3228 2412 a(\)) 2170 2558 y(The) p 2334 2558 a(n) n(um) n(b) r(er) p 2629 2558 a(of) p 2716 2558 a(unmark) n(ed) p 3097 2558 a(pac) n(k) n(ets) p 3383 2558 a(b) r(et) n(w) n(een) p 3697 2558 a(t) n(w) n(o) p 3846 2558 a(consecu-) 2170 2655 y(tiv) n(e) p 2329 2655 a(mark) n(ed) p 2621 2655 a(pac) n(k) n(ets,) p Fj 2936 2655 a(X) p Fn 3012 2655 a(,) p 3085 2655 a(can) p 3234 2655 a(b) r(e) p 3344 2655 a(represen) n(ted) p 3783 2655 a(b) n(y) p 3896 2655 a(an) p 4008 2655 a(uni-) 2170 2753 y(form) p 2366 2753 a(random) p 2671 2753 a(v) p 2710 2753 a(ariable) p 2983 2753 a(in) p Fh 3079 2753 a(f) p Fn(1) p Fj(;) p Fn 3200 2753 a(2) p Fj(;) p Fh 3279 2753 a(\001) p 3316 2753 a(\001) p 3353 2753 a(\001) p Fj 3388 2753 a(;) p Fn 3425 2753 a(1) p Fj(=p) p Fi 3551 2765 a(b) p Fn 3583 2753 a(\() p Fj(k) p Fn 3661 2753 a(\)) p Fh(g) p Fn(.) p 3795 2753 a(Namely) p 4065 2753 a(,) p Fj 2335 2961 a(P) p Fi 2388 2973 a(k) p Fn 2430 2961 a([) p Fj(X) p Fn 2551 2961 a(=) p Fj 2639 2961 a(n) p Fn(]) p 2745 2961 a(=) p Fg 2842 2844 a(\032) p Fj 2946 2911 a(p) p Fi 2988 2923 a(b) p Fn 3021 2911 a(\() p Fj(k) p Fn 3099 2911 a(\)) p 3215 2911 a(1) p Fh 3279 2911 a(\024) p Fj 3367 2911 a(n) p Fh 3440 2911 a(\024) p Fn 3528 2911 a(1) p Fj(=p) p Fi 3654 2923 a(b) p Fn 3686 2911 a(\() p Fj(k) p 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3537 a(b) p Fn 3440 3525 a(\() p Fj(k) p Fn 3518 3525 a(\)) p 3569 3525 a(+) p 3652 3525 a(1) p 3282 3562 412 4 v 3467 3638 a(2) 4045 3581 y(\(5\)) 2335 3811 y(W) p 2413 3811 a(e) p 2489 3811 a(next) p 2687 3811 a(deriv) n(e) p 2943 3811 a(state) p 3157 3811 a(transition) p 3547 3811 a(equations) p 3930 3811 a(of) p 4036 3811 a(the) 2170 3909 y(net) n(w) n(ork.) p 2544 3909 a(The) p 2723 3909 a(state) p 2935 3909 a(transition) p 3323 3909 a(equations) p 3703 3909 a(that) p 3891 3909 a(w) n(e) p 4022 3909 a(will) 2170 4006 y(deriv) n(e) p 2412 4006 a(hereafter) p 2757 4006 a(are) p 2893 4006 a(the) p 3032 4006 a(basis) p 3233 4006 a(of) p 3325 4006 a(our) p 3469 4006 a(steady) p 3727 4006 a(state) p 3927 4006 a(analy-) 2170 4104 y(sis.) p 2316 4104 a(If) p 2391 4104 a(all) p 2498 4104 a(pac) n(k) n(ets) p 2783 4104 a(sen) n(t) p 2949 4104 a(from) p 3137 4104 a(a) p 3198 4104 a(source) p 3444 4104 a(host) p 3617 4104 a(are) p Fm 3747 4104 a(not) p Fn 3883 4104 a(mark) n(ed) 2170 4201 y(at) p 2275 4201 a(the) p 2421 4201 a(RED) p 2633 4201 a(gatew) n(a) n(y) p 2921 4201 a(,) p 2973 4201 a(corresp) r(onding) p 3510 4201 a(A) n(CK) p 3725 4201 a(pac) n(k) n(ets) p 4022 4201 a(will) 2170 4298 y(b) r(e) p 2283 4298 a(returned) p 2620 4298 a(to) p 2722 4298 a(the) p 2865 4298 a(source) p 3119 4298 a(host) p 3299 4298 a(after) p 3496 4298 a(a) p 3565 4298 a(round-trip) p 3967 4298 a(time.) 2170 4396 y(In) p 2273 4396 a(this) p 2433 4396 a(case,) p 2631 4396 a(the) p 2773 4396 a(congestion) p 3178 4396 a(con) n(trol) p 3456 4396 a(mec) n(hanism) p 3881 4396 a(of) p 3975 4396 a(TCP) 2170 4493 y(increases) p 2521 4493 a(the) p 2667 4493 a(windo) n(w) p 2972 4493 a(size) p 3133 4493 a(b) n(y) p 3252 4493 a(one) p 3408 4493 a(pac) n(k) n(et.) p 3711 4493 a(On) p 3852 4493 a(the) p 3999 4493 a(con-) 2170 4591 y(trary) p 2347 4591 a(,) p 2395 4591 a(if) p 2469 4591 a(an) n(y) p 2623 4591 a(of) p 2716 4591 a(pac) n(k) n(ets) p 3007 4591 a(are) p 3143 4591 a(discarded) p 3511 4591 a(b) n(y) p 3624 4591 a(the) p 3765 4591 a(RED) p 3971 4591 a(gate-) 2170 4688 y(w) n(a) n(y) p 2305 4688 a(,) p 2360 4688 a(the) p 2507 4688 a(congestion) p 2917 4688 a(con) n(trol) p 3201 4688 a(mec) n(hanism) p 3632 4688 a(of) p 3730 4688 a(TCP) p 3939 4688 a(throt-) 2170 4786 y(tles) p 2320 4786 a(the) p 2459 4786 a(windo) n(w) p 2758 4786 a(size) p 2912 4786 a(to) p 3011 4786 a(half.) p 3206 4786 a(W) p 3284 4786 a(e) p 3346 4786 a(assume) p 3629 4786 a(that) p 3806 4786 a(all) p 3918 4786 a(pac) n(k) n(et) 2170 4883 y(losses) p 2399 4883 a(are) p 2540 4883 a(detectable) p 2938 4883 a(b) n(y) p 3055 4883 a(duplicate) p 3417 4883 a(A) n(CKs) p 3664 4883 a([16].) p 3858 4883 a(Namely) p 4128 4883 a(,) 2170 4981 y(the) p 2320 4981 a(n) n(um) n(b) r(er) p 2630 4981 a(of) p 2732 4981 a(discarded) p 3109 4981 a(pac) n(k) n(ets) p 3410 4981 a(in) p 3514 4981 a(a) p 3590 4981 a(slot) p 3755 4981 a(is) p 3846 4981 a(assumed) 2170 5078 y(to) p 2269 5078 a(b) r(e) p 2380 5078 a(less) p 2531 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a(deriv) n(e) p 3538 2909 a(the) p 3679 2909 a(a) n(v) n(erage) p 3975 2909 a(state) 2170 3007 y(transition) p 2556 3007 a(equations) p 2935 3007 a(from) p 3139 3007 a(slot) p Fj 3303 3007 a(k) p Fn 3384 3007 a(to) p Fj 3493 3007 a(k) p Fn 3562 3007 a(+) p 3650 2961 V Fj 3650 3007 a(s) p Fi 3689 3019 a(k) p Fn 3730 3007 a(.) p 3812 3007 a(Since) p 4036 3007 a(the) 2170 3104 y(RED) p 2377 3104 a(gatew) n(a) n(y) p 2695 3104 a(discards) p 3013 3104 a(one) p 3163 3104 a(or) p 3263 3104 a(more) p 3469 3104 a(pac) n(k) n(ets) p 3760 3104 a(during) p 4021 3104 a(slot) p Fj 2170 3201 a(k) p Fn 2222 3201 a(+) p 2293 3156 V Fj 2293 3201 a(s) p Fi 2332 3213 a(k) p Fh 2379 3201 a(\000) p Fn 2450 3201 a(1) p 2513 3201 a(\(see) p 2673 3201 a(Fig.) p 2837 3201 a(2\),) p 2956 3201 a(the) p 3093 3201 a(a) n(v) n(erage) p 3385 3201 a(state) p 3582 3201 a(transition) p 3955 3201 a(equa-) 2170 3299 y(tion) p 2346 3299 a(from) p Fj 2547 3299 a(w) p Fn 2608 3299 a(\() p Fj(k) p Fn 2686 3299 a(\)) p 2752 3299 a(to) p Fj 2859 3299 a(w) p Fn 2920 3299 a(\() p Fj(k) p Fn 3021 3299 a(+) p 3107 3253 V Fj 3107 3299 a(s) p Fi 3146 3311 a(k) p Fn 3187 3299 a(\)) p 3252 3299 a(is) p 3341 3299 a(obtained) p 3687 3299 a(from) p 3889 3299 a(Eq.) p 4045 3299 a(\(6\)) 2170 3396 y(as) p Fj 2335 3587 a(w) p Fn 2396 3587 a(\() p Fj(k) p Fn 2494 3587 a(+) p 2577 3542 V Fj 2577 3587 a(s) p Fi 2616 3599 a(k) p Fn 2656 3587 a(\)) p 2722 3587 a(=) p Fj 2830 3531 a(w) p Fn 2891 3531 a(\() p Fj(k) p Fn 2988 3531 a(+) p 3071 3485 V Fj 3071 3531 a(s) p Fi 3110 3543 a(k) p Fh 3169 3531 a(\000) p Fn 3252 3531 a(1\)) p 2830 3568 497 4 v 3057 3644 a(2) 3359 3587 y(=) p Fj 3457 3531 a(w) p Fn 3518 3531 a(\() p Fj(k) p Fn 3596 3531 a(\)) p 3647 3531 a(+) p 3730 3485 39 4 v Fj 3730 3531 a(s) p Fi 3769 3543 a(k) p Fh 3828 3531 a(\000) p Fn 3911 3531 a(1) p 3457 3568 497 4 v 3684 3644 a(2) 4004 3587 y(\(12\)) 2170 3774 y(Similarly) p 2489 3774 a(,) p 2556 3774 a(the) p 2711 3774 a(a) n(v) n(erage) p 3022 3774 a(state) p 3239 3774 a(transition) p 3631 3774 a(equation) p 3983 3774 a(from) p Fj 2170 3872 a(q) p Fn 2210 3872 a(\() p Fj(k) p Fn 2288 3872 a(\)) p 2348 3872 a(to) p Fj 2450 3872 a(q) p Fn 2490 3872 a(\() p Fj(k) p Fn 2586 3872 a(+) p 2669 3826 39 4 v Fj 2669 3872 a(s) p Fi 2708 3884 a(k) p Fn 2749 3872 a(\)) p 2809 3872 a(is) p 2892 3872 a(obtained) p 3234 3872 a(from) p 3430 3872 a(Eq.) p 3581 3872 a(\(7\)) p 3715 3872 a(as) p Fj 2335 4033 a(q) p Fn 2375 4033 a(\() p Fj(k) p Fn 2472 4033 a(+) p 2555 3988 V Fj 2555 4033 a(s) p Fi 2594 4045 a(k) p Fn 2635 4033 a(\)) p 2700 4033 a(=) p Fj 2798 4033 a(N) p 2888 4033 a(w) p Fn 2949 4033 a(\() p Fj(k) p Fn 3046 4033 a(+) p 3129 3988 V Fj 3129 4033 a(s) p Fi 3168 4045 a(k) p Fh 3227 4033 a(\000) p Fn 3310 4033 a(1\)) p Fh 3402 4033 a(\000) p Fj 3485 4033 a(B) p 3566 4033 a(\034) p Fn 2700 4156 a(=) p Fj 2798 4156 a(N) p Fn 2888 4156 a(\() p Fj(w) p Fn 2981 4156 a(\() p Fj(k) p Fn 3059 4156 a(\)) p 3110 4156 a(+) p 3193 4110 V Fj 3193 4156 a(s) p Fi 3232 4168 a(k) p Fh 3292 4156 a(\000) p Fn 3375 4156 a(1\)) p Fh 3467 4156 a(\000) p Fj 3550 4156 a(B) p 3631 4156 a(\034) p Fn 4004 4156 a(\(13\)) 2330 5233 y @beginspecial -1 @llx 184 @lly 577 @urx 621 @ury 1992 @rwi 998 @rhi @setspecial %%BeginDocument: figure/wk.eps %!PS-Adobe-3.0 EPSF-3.0 %%Creator: Adobe Illustrator(TM) 7.0 %%For: (mera yuuitirou) (osaka-u) %%Title: (wkfile.eps) %%CreationDate: (2/16/00) (8:18 PM) %%BoundingBox: -1 184 577 621 %%HiResBoundingBox: -0.4768 184.6631 576.3823 620.5983 %%DocumentProcessColors: Cyan Magenta Yellow Black %%DocumentFonts: Helvetica %%+ Helvetica-Oblique %%DocumentSuppliedResources: procset Adobe_level2_AI5 1.2 0 %%+ procset Adobe_typography_AI5 1.0 1 %%+ procset Adobe_ColorImage_AI6 1.1 0 %%+ procset Adobe_Illustrator_AI5 1.2 0 %%+ procset Adobe_cshow 2.0 8 %AI5_FileFormat 3 %AI3_ColorUsage: Color %AI3_IncludePlacedImages %AI7_ImageSettings: 1 %%CMYKCustomColor: 1 0 0.55 0 (Aqua) %%+ 1 0.5 0 0 (Blue) %%+ 0.5 0.4 0.3 0 (Blue Gray) %%+ 0.8 0.05 0 0 (Blue Sky) %%+ 0.5 0.85 1 0 (Brown) %%+ 1 0.9 0.1 0 (Dark Blue) %%+ 1 0.55 1 0 (Forest Green) %%+ 0.05 0.2 0.95 0 (Gold) %%+ 0.75 0.05 1 0 (Grass Green) %%+ 0 0.45 1 0 (Orange) %%+ 0.15 1 1 0 (Red) %%+ 0.45 0.9 0 0 (Violet) %%AI6_ColorSeparationSet: 1 1 (AI6 Default Color Separation Set) %%+ Options: 1 16 0 1 0 1 1 1 0 1 1 1 1 8.5 0 0 0 0 0 0 0 0 -1 -1 %%+ PPD: 1 21 0 0 60 45 2 2 1 0 0 1 0 0 0 0 0 0 0 0 0 0 () %AI3_TemplateBox: 306 396 306 396 %AI3_TileBox: 23 -10 588 800 %AI3_DocumentPreview: Header %AI5_ArtSize: 595.2756 841.8898 %AI5_RulerUnits: 2 %AI5_ArtFlags: 0 0 0 1 0 0 1 1 0 %AI5_TargetResolution: 800 %AI5_NumLayers: 1 %AI5_OpenToView: -342 864 -1.5 884 655 18 0 1 11 113 0 0 %AI5_OpenViewLayers: 7 %%PageOrigin:23 -10 %%AI3_PaperRect:-15 825 580 -17 %%AI3_Margin:15 -15 -15 17 %AI7_GridSettings: 72 8 72 8 1 0 0.8 0.8 0.8 0.9 0.9 0.9 %%EndComments %%BeginProlog %%BeginResource: procset Adobe_level2_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 5.0 Level 2 Emulation) %%Version: 1.2 0 %%CreationDate: (04/10/93) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) userdict /Adobe_level2_AI5 25 dict dup begin put /packedarray where not { userdict begin /packedarray { array astore readonly } bind def /setpacking /pop load def /currentpacking false def end 0 } if pop userdict /defaultpacking currentpacking put true setpacking /initialize { Adobe_level2_AI5 begin } bind def /terminate { currentdict Adobe_level2_AI5 eq { end } if } bind def mark /setcustomcolor where not { /findcmykcustomcolor { 0 6 packedarray } bind def /findrgbcustomcolor { 1 5 packedarray } bind def /setcustomcolor { exch aload pop 0 eq { pop 4 { 4 index mul 4 1 roll } repeat 5 -1 roll pop setcmykcolor } { pop 3 { 1 exch sub 3 index mul 1 exch sub 3 1 roll } repeat 4 -1 roll pop setrgbcolor } ifelse } def } if /gt38? mark {version cvr cvx exec} stopped {cleartomark true} {38 gt exch pop} ifelse def userdict /deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt put userdict /level2? systemdict /languagelevel known dup { pop systemdict /languagelevel get 2 ge } if put /level2ScreenFreq { begin 60 HalftoneType 1 eq { pop Frequency } if HalftoneType 2 eq { pop GrayFrequency } if HalftoneType 5 eq { pop Default level2ScreenFreq } if end } bind def userdict /currentScreenFreq level2? {currenthalftone level2ScreenFreq} {currentscreen pop pop} ifelse put level2? not { /setcmykcolor where not { /setcmykcolor { exch .11 mul add exch .59 mul add exch .3 mul add 1 exch sub setgray } def } if /currentcmykcolor where not { /currentcmykcolor { 0 0 0 1 currentgray sub } def } if /setoverprint where not { /setoverprint /pop load def } if /selectfont where not { /selectfont { exch findfont exch dup type /arraytype eq { makefont } { scalefont } ifelse setfont } bind def } if /cshow where not { /cshow { [ 0 0 5 -1 roll aload pop ] cvx bind forall } bind def } if } if cleartomark /anyColor? { add add add 0 ne } bind def /testColor { gsave setcmykcolor currentcmykcolor grestore } bind def /testCMYKColorThrough { testColor anyColor? } bind def userdict /composite? level2? { gsave 1 1 1 1 setcmykcolor currentcmykcolor grestore add add add 4 eq } { 1 0 0 0 testCMYKColorThrough 0 1 0 0 testCMYKColorThrough 0 0 1 0 testCMYKColorThrough 0 0 0 1 testCMYKColorThrough and and and } ifelse put composite? not { userdict begin gsave /cyan? 1 0 0 0 testCMYKColorThrough def /magenta? 0 1 0 0 testCMYKColorThrough def /yellow? 0 0 1 0 testCMYKColorThrough def /black? 0 0 0 1 testCMYKColorThrough def grestore /isCMYKSep? cyan? magenta? yellow? black? or or or def /customColor? isCMYKSep? not def end } if end defaultpacking setpacking %%EndResource %%BeginResource: procset Adobe_typography_AI5 1.0 1 %%Title: (Typography Operators) %%Version: 1.0 1 %%CreationDate:(6/10/1996) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_typography_AI5 68 dict dup begin put /initialize { begin begin Adobe_typography_AI5 begin Adobe_typography_AI5 { dup xcheck { bind } if pop pop } forall end end end Adobe_typography_AI5 begin } def /terminate { currentdict Adobe_typography_AI5 eq { end } if } def /modifyEncoding { /_tempEncode exch ddef /_pntr 0 ddef { counttomark -1 roll dup type dup /marktype eq { pop pop exit } { /nametype eq { _tempEncode /_pntr dup load dup 3 1 roll 1 add ddef 3 -1 roll put } { /_pntr exch ddef } ifelse } ifelse } loop _tempEncode } def /havefont { systemdict /languagelevel known { /Font resourcestatus dup { exch pop exch pop } if } { systemdict /FontDirectory get 1 index known { pop true } { systemdict /fileposition known { dup length 6 add exch Ss 6 250 getinterval cvs pop Ss exch 0 exch getinterval status { pop pop pop pop true } { false } ifelse } { pop false } ifelse } ifelse } ifelse } def /TE { StandardEncoding 256 array copy modifyEncoding /_nativeEncoding exch def } def /subststring { exch 2 index exch search { exch pop exch dup () eq { pop exch concatstring } { 3 -1 roll exch concatstring concatstring } ifelse exch pop true } { pop pop false } ifelse } def /concatstring { 1 index length 1 index length 1 index add string dup 0 5 index putinterval dup 2 index 4 index putinterval 4 1 roll pop pop pop } def % /TZ { dup type /arraytype eq { /_wv exch def } { /_wv 0 def } ifelse /_useNativeEncoding exch def 2 index havefont { 3 index 255 string cvs dup (_Symbol_) eq { pop 2 index findfont } { dup length 1 sub 1 exch getinterval cvn findfont } ifelse } { dup 1 eq { 2 index 64 string cvs dup (-90pv-RKSJ-) (-83pv-RKSJ-) subststring { exch pop dup havefont { findfont false } { pop true } ifelse } { pop dup (-90ms-RKSJ-) (-Ext-RKSJ-) subststring { exch pop dup havefont { findfont false } { pop true } ifelse } { pop pop true } ifelse } ifelse { /Ryumin-Light-83pv-RKSJ-H havefont {/Ryumin-Light-83pv-RKSJ-H} {/Courier} ifelse findfont [1 0 0.5 1 0 0] makefont } if } { /Courier findfont } ifelse } ifelse _wv type /arraytype eq { _wv makeblendedfont } if dup length 10 add dict begin mark exch { 1 index /FID ne { def } if cleartomark mark } forall pop /FontScript exch def /FontDirection exch def /FontRequest exch def /FontName exch def counttomark 0 eq { 1 _useNativeEncoding eq { /Encoding _nativeEncoding def } if cleartomark } { /Encoding load 256 array copy modifyEncoding /Encoding exch def } ifelse FontName currentdict end definefont pop } def /tr { _ax _ay 3 2 roll } def /trj { _cx _cy _sp _ax _ay 6 5 roll } def /a0 { /Tx { dup currentpoint 3 2 roll tr _psf newpath moveto tr _ctm _pss } ddef /Tj { dup currentpoint 3 2 roll trj _pjsf newpath moveto trj _ctm _pjss } ddef } def /a1 { W B } def /e0 { /Tx { tr _psf } ddef /Tj { trj _pjsf } ddef } def /e1 { W F } def /i0 { /Tx { tr sp } ddef /Tj { trj jsp } ddef } def /i1 { W N } def /o0 { /Tx { tr sw rmoveto } ddef /Tj { trj swj rmoveto } ddef } def /r0 { /Tx { tr _ctm _pss } ddef /Tj { trj _ctm _pjss } ddef } def /r1 { W S } def /To { pop _ctm currentmatrix pop } def /TO { iTe _ctm setmatrix newpath } def /Tp { pop _tm astore pop _ctm setmatrix _tDict begin /W { } def /h { } def } def /TP { end iTm 0 0 moveto } def /Tr { _render 3 le { currentpoint newpath moveto } if dup 8 eq { pop 0 } { dup 9 eq { pop 1 } if } ifelse dup /_render exch ddef _renderStart exch get load exec } def /iTm { _ctm setmatrix _tm concat _shift aload pop _lineorientation 1 eq { exch } if translate _scale aload pop _lineorientation 1 eq _yokoorientation 1 eq or { exch } if scale } def /Tm { _tm astore pop iTm 0 0 moveto } def /Td { _mtx translate _tm _tm concatmatrix pop iTm 0 0 moveto } def /iTe { _render -1 eq { } { _renderEnd _render get dup null ne { load exec } { pop } ifelse } ifelse /_render -1 ddef } def /Ta { pop } def /Tf { 1 index type /nametype eq { dup 0.75 mul 1 index 0.25 mul neg } if /_fontDescent exch ddef /_fontAscent exch ddef /_fontSize exch ddef /_fontRotateAdjust _fontAscent _fontDescent add 2 div neg ddef /_fontHeight _fontSize ddef findfont _fontSize scalefont setfont } def /Tl { pop neg 0 exch _leading astore pop } def /Tt { pop } def /TW { 3 npop } def /Tw { /_cx exch ddef } def /TC { 3 npop } def /Tc { /_ax exch ddef } def /Ts { 0 exch _shift astore pop currentpoint iTm moveto } def /Ti { 3 npop } def /Tz { count 1 eq { 100 } if 100 div exch 100 div exch _scale astore pop iTm } def /TA { pop } def /Tq { pop } def /Tg { pop } def /TG { pop } def /Tv { /_lineorientation exch ddef } def /TV { /_charorientation exch ddef } def /Ty { dup /_yokoorientation exch ddef 1 sub neg Tv } def /TY { pop } def /T~ { Tx } def /Th { pop pop pop pop pop } def /TX { pop } def /Tk { _fontSize mul 1000 div _lineorientation 0 eq { neg 0 } { 0 exch } ifelse rmoveto pop } def /TK { 2 npop } def /T* { _leading aload pop _lineorientation 0 ne { exch } if Td } def /T*- { _leading aload pop _lineorientation 0 ne { exch } if exch neg exch neg Td } def /T- { _ax neg 0 rmoveto _lineorientation 1 eq _charorientation 0 eq and { 1 TV _hyphen Tx 0 TV } { _hyphen Tx } ifelse } def /T+ { } def /TR { _ctm currentmatrix pop _tm astore pop iTm 0 0 moveto } def /TS { currentfont 3 1 roll /_Symbol_ findfont _fontSize scalefont setfont 0 eq { Tx } { Tj } ifelse setfont } def /Xb { pop pop } def /Tb /Xb load def /Xe { pop pop pop pop } def /Te /Xe load def /XB { } def /TB /XB load def currentdict readonly pop end setpacking % /X^ { currentfont 5 1 roll dup havefont { findfont _fontSize scalefont setfont } { pop exch } ifelse 2 index 0 eq { Tx } { Tj } ifelse pop pop setfont } def /T^ /X^ load def %%EndResource %%BeginProcSet: Adobe_ColorImage_AI6 1.1 0 userdict /Adobe_ColorImage_AI6 known not { userdict /Adobe_ColorImage_AI6 24 dict put } if userdict /Adobe_ColorImage_AI6 get begin /initialize { Adobe_ColorImage_AI6 begin Adobe_ColorImage_AI6 { dup type /arraytype eq { dup xcheck { bind } if } if pop pop } forall } def /terminate { end } def currentdict /Adobe_ColorImage_AI6_Vars known not { /Adobe_ColorImage_AI6_Vars 15 dict def } if Adobe_ColorImage_AI6_Vars begin /channelcount 0 def /sourcecount 0 def /sourcearray 4 array def /plateindex -1 def /XIMask 0 def /XIBinary 0 def /XIChannelCount 0 def /XIBitsPerPixel 0 def /XIImageHeight 0 def /XIImageWidth 0 def /XIImageMatrix null def /XIBuffer null def /XIDataProc null def /XIVersion 6 def end /WalkRGBString null def /WalkCMYKString null def /StuffRGBIntoGrayString null def /RGBToGrayImageProc null def /StuffCMYKIntoGrayString null def /CMYKToGrayImageProc null def /ColorImageCompositeEmulator null def /SeparateCMYKImageProc null def /FourEqual null def /TestPlateIndex null def currentdict /_colorimage known not { /colorimage where { /colorimage get /_colorimage exch def } { /_colorimage null def } ifelse } if /_currenttransfer systemdict /currenttransfer get def /colorimage null def /XI null def /WalkRGBString { 0 3 index dup length 1 sub 0 3 3 -1 roll { 3 getinterval { } forall 5 index exec 3 index } for 5 { pop } repeat } def /WalkCMYKString { 0 3 index dup length 1 sub 0 4 3 -1 roll { 4 getinterval { } forall 6 index exec 3 index } for 5 { pop } repeat } def /StuffRGBIntoGrayString { .11 mul exch .59 mul add exch .3 mul add cvi 3 copy put pop 1 add } def /RGBToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 3 idiv string dup 3 1 roll /StuffRGBIntoGrayString load exch WalkRGBString end } def /StuffCMYKIntoGrayString { exch .11 mul add exch .59 mul add exch .3 mul add dup 255 gt { pop 255 } if 255 exch sub cvi 3 copy put pop 1 add } def /CMYKToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 4 idiv string dup 3 1 roll /StuffCMYKIntoGrayString load exch WalkCMYKString end } def /ColorImageCompositeEmulator { pop true eq { Adobe_ColorImage_AI6_Vars /sourcecount get 5 add { pop } repeat } { Adobe_ColorImage_AI6_Vars /channelcount get 1 ne { Adobe_ColorImage_AI6_Vars begin sourcearray 0 3 -1 roll put channelcount 3 eq { /RGBToGrayImageProc } { /CMYKToGrayImageProc } ifelse load end } if image } ifelse } def /SeparateCMYKImageProc { Adobe_ColorImage_AI6_Vars begin sourcecount 0 ne { sourcearray plateindex get exec } { sourcearray 0 get exec dup length 4 idiv string 0 2 index plateindex 4 2 index length 1 sub { get 255 exch sub 3 copy put pop 1 add 2 index } for pop pop exch pop } ifelse end } def /FourEqual { 4 index ne { pop pop pop false } { 4 index ne { pop pop false } { 4 index ne { pop false } { 4 index eq } ifelse } ifelse } ifelse } def /TestPlateIndex { Adobe_ColorImage_AI6_Vars begin /plateindex -1 def /setcmykcolor where { pop gsave 1 0 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 1 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 1 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 0 1 setcmykcolor systemdict /currentgray get exec 1 exch sub grestore 1 0 0 0 FourEqual { /plateindex 0 def } { 0 1 0 0 FourEqual { /plateindex 1 def } { 0 0 1 0 FourEqual { /plateindex 2 def } { 0 0 0 1 FourEqual { /plateindex 3 def } { 0 0 0 0 FourEqual { /plateindex 5 def } if } ifelse } ifelse } ifelse } ifelse pop pop pop pop } if plateindex end } def /colorimage { Adobe_ColorImage_AI6_Vars begin /channelcount 1 index def /sourcecount 2 index 1 eq { channelcount 1 sub } { 0 } ifelse def 4 sourcecount add index dup 8 eq exch 1 eq or not end { /_colorimage load null ne { _colorimage } { Adobe_ColorImage_AI6_Vars /sourcecount get 7 add { pop } repeat } ifelse } { dup 3 eq TestPlateIndex dup -1 eq exch 5 eq or or { /_colorimage load null eq { ColorImageCompositeEmulator } { dup 1 eq { pop pop image } { Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { gsave 0 _currenttransfer exec 1 _currenttransfer exec eq { 0 _currenttransfer exec 0.5 lt } { 0 _currenttransfer exec 1 _currenttransfer exec gt } ifelse { { pop 0 } } { { pop 1 } } ifelse systemdict /settransfer get exec } if _colorimage Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { grestore } if } ifelse } ifelse } { dup 1 eq { pop pop image } { pop pop Adobe_ColorImage_AI6_Vars begin sourcecount -1 0 { exch sourcearray 3 1 roll put } for /SeparateCMYKImageProc load end systemdict /image get exec } ifelse } ifelse } ifelse } def /XG { pop pop } def /XF { 13 {pop} repeat } def /Xh { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIImageHeight exch def /XIImageWidth exch def /XIImageMatrix exch def 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if /XIVersion 7 def end } def /XH { Adobe_ColorImage_AI6_Vars begin /XIVersion 6 def grestore end } def /XI { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIBinary exch 0 ne def pop pop /XIChannelCount exch def /XIBitsPerPixel exch def /XIImageHeight exch def /XIImageWidth exch def pop pop pop pop /XIImageMatrix exch def XIBitsPerPixel 1 eq { XIImageWidth 8 div ceiling cvi } { XIImageWidth XIChannelCount mul } ifelse /XIBuffer exch string def XIBinary { /XIDataProc { currentfile XIBuffer readstring pop } def XIVersion 6 le { currentfile 128 string readline pop pop } if } { /XIDataProc { currentfile XIBuffer readhexstring pop } def } ifelse XIVersion 6 le { 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if } if XIMask { XIImageWidth XIImageHeight false [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load imagemask } { XIImageWidth XIImageHeight XIBitsPerPixel [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load XIChannelCount 1 eq { gsave 0 setgray image grestore } { false XIChannelCount colorimage } ifelse } ifelse grestore end } def end %%EndProcSet %%BeginResource: procset Adobe_Illustrator_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 7.0 Full Prolog) %%Version: 1.2 0 %%CreationDate: (3/7/1994) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_Illustrator_AI5_vars 107 dict dup begin put /_eo false def /_lp /none def /_pf { } def /_ps { } def /_psf { } def /_pss { } def /_pjsf { } def /_pjss { } def /_pola 0 def /_doClip 0 def /cf currentflat def /_lineorientation 0 def /_charorientation 0 def /_yokoorientation 0 def /_tm matrix def /_renderStart [ /e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0 ] def /_renderEnd [ null null null null /i1 /i1 /i1 /i1 ] def /_render -1 def /_shift [0 0] def /_ax 0 def /_ay 0 def /_cx 0 def /_cy 0 def /_leading [ 0 0 ] def /_ctm matrix def /_mtx matrix def /_sp 16#020 def /_hyphen (-) def /_fontSize 0 def /_fontAscent 0 def /_fontDescent 0 def /_fontHeight 0 def /_fontRotateAdjust 0 def /Ss 256 string def Ss 0 (fonts/) putinterval /_cnt 0 def /_scale [1 1] def /_nativeEncoding 0 def /_useNativeEncoding 0 def /_tempEncode 0 def /_pntr 0 def /_tDict 2 dict def /_hfname 100 string def /_hffound false def /Tx { } def /Tj { } def /CRender { } def /_AI3_savepage { } def /_gf null def /_cf 4 array def /_rgbf 3 array def /_if null def /_of false def /_fc { } def /_gs null def /_cs 4 array def /_rgbs 3 array def /_is null def /_os false def /_sc { } def /_pd 1 dict def /_ed 15 dict def /_pm matrix def /_fm null def /_fd null def /_fdd null def /_sm null def /_sd null def /_sdd null def /_i null def /_lobyte 0 def /_hibyte 0 def /_cproc null def /_cscript 0 def /_hvax 0 def /_hvay 0 def /_hvwb 0 def /_hvcx 0 def /_hvcy 0 def /_bitfont null def /_bitlobyte 0 def /_bithibyte 0 def /_bitkey null def /_bitdata null def /_bitindex 0 def /discardSave null def /buffer 256 string def /beginString null def /endString null def /endStringLength null def /layerCnt 1 def /layerCount 1 def /perCent (%) 0 get def /perCentSeen? false def /newBuff null def /newBuffButFirst null def /newBuffLast null def /clipForward? false def end userdict /Adobe_Illustrator_AI5 known not { userdict /Adobe_Illustrator_AI5 95 dict put } if userdict /Adobe_Illustrator_AI5 get begin /initialize { Adobe_Illustrator_AI5 dup begin Adobe_Illustrator_AI5_vars begin discardDict { bind pop pop } forall dup /nc get begin { dup xcheck 1 index type /operatortype ne and { bind } if pop pop } forall end newpath } def /terminate { end end } def /_ null def /ddef { Adobe_Illustrator_AI5_vars 3 1 roll put } def /xput { dup load dup length exch maxlength eq { dup dup load dup length 2 mul dict copy def } if load begin def end } def /npop { { pop } repeat } def /hswj { dup stringwidth 3 2 roll { _hvwb eq { exch _hvcx add exch _hvcy add } if exch _hvax add exch _hvay add } cforall } def /vswj { 0 0 3 -1 roll { dup 255 le _charorientation 1 eq and { dup cstring stringwidth 5 2 roll _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub 4 -1 roll sub exch 3 -1 roll sub exch } { _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub _fontHeight sub } ifelse } cforall } def /swj { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hswj } { vswj } ifelse } def /sw { 0 0 0 6 3 roll swj } def /vjss { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto gsave false charpath currentpoint 5 index setmatrix stroke grestore _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto gsave 2 index false charpath 6 index setmatrix stroke grestore moveto pop pop } ifelse } cforall 6 npop } def /hjss { 4 1 roll { dup cstring gsave false charpath currentpoint 5 index setmatrix stroke grestore moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jss { _lineorientation 0 eq { hjss } { vjss } ifelse } def /ss { 0 0 0 7 3 roll jss } def /vjsp { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto false charpath currentpoint _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto 2 index false charpath moveto pop pop } ifelse } cforall 6 npop } def /hjsp { 4 1 roll { dup cstring false charpath _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jsp { matrix currentmatrix _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /sp { matrix currentmatrix 0 0 0 7 3 roll _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /pl { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add exch itransform } def /setstrokeadjust where { pop true setstrokeadjust /c { curveto } def /C /c load def /v { currentpoint 6 2 roll curveto } def /V /v load def /y { 2 copy curveto } def /Y /y load def /l { lineto } def /L /l load def /m { moveto } def } { /c { pl curveto } def /C /c load def /v { currentpoint 6 2 roll pl curveto } def /V /v load def /y { pl 2 copy curveto } def /Y /y load def /l { pl lineto } def /L /l load def /m { pl moveto } def } ifelse /d { setdash } def /cf { } def /i { dup 0 eq { pop cf } if setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def /XR { 0 ne /_eo exch ddef } def /H { } def /h { closepath } def /N { _pola 0 eq { _doClip 1 eq { _eo {eoclip} {clip} ifelse /_doClip 0 ddef } if newpath } { /CRender { N } ddef } ifelse } def /n { N } def /F { _pola 0 eq { _doClip 1 eq { gsave _pf grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _fc /_doClip 0 ddef } { _pf } ifelse } { /CRender { F } ddef } ifelse } def /f { closepath F } def /S { _pola 0 eq { _doClip 1 eq { gsave _ps grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { _ps } ifelse } { /CRender { S } ddef } ifelse } def /s { closepath S } def /B { _pola 0 eq { _doClip 1 eq gsave F grestore { gsave S grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { S } ifelse } { /CRender { B } ddef } ifelse } def /b { closepath B } def /W { /_doClip 1 ddef } def /* { count 0 ne { dup type /stringtype eq { pop } if } if newpath } def /u { } def /U { } def /q { _pola 0 eq { gsave } if } def /Q { _pola 0 eq { grestore } if } def /*u { _pola 1 add /_pola exch ddef } def /*U { _pola 1 sub /_pola exch ddef _pola 0 eq { CRender } if } def /D { pop } def /*w { } def /*W { } def /` { /_i save ddef clipForward? { nulldevice } if 6 1 roll 4 npop concat pop userdict begin /showpage { } def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [] 0 setdash /setstrokeadjust where {pop false setstrokeadjust} if newpath 0 setgray false setoverprint } def /~ { end _i restore } def /O { 0 ne /_of exch ddef /_lp /none ddef } def /R { 0 ne /_os exch ddef /_lp /none ddef } def /g { /_gf exch ddef /_fc { _lp /fill ne { _of setoverprint _gf setgray /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /G { /_gs exch ddef /_sc { _lp /stroke ne { _os setoverprint _gs setgray /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /k { _cf astore pop /_fc { _lp /fill ne { _of setoverprint _cf aload pop setcmykcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /K { _cs astore pop /_sc { _lp /stroke ne { _os setoverprint _cs aload pop setcmykcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /Xa { _rgbf astore pop /_fc { _lp /fill ne { _of setoverprint _rgbf aload pop setrgbcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XA { _rgbs astore pop /_sc { _lp /stroke ne { _os setoverprint _rgbs aload pop setrgbcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /_rgbtocmyk { 3 { 1 exch sub 3 1 roll } repeat 3 copy 1 4 1 roll 3 { 3 index 2 copy gt { exch } if pop 4 1 roll } repeat pop pop pop 4 1 roll 3 { 3 index sub 3 1 roll } repeat 4 -1 roll } def /Xx { exch /_gf exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XX { exch /_gs exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /x { /_gf exch ddef findcmykcustomcolor /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /X { /_gs exch ddef findcmykcustomcolor /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /A { pop } def /annotatepage { userdict /annotatepage 2 copy known {get exec} {pop pop} ifelse } def /XT { pop pop } def /discard { save /discardSave exch store discardDict begin /endString exch store gt38? { 2 add } if load stopped pop end discardSave restore } bind def userdict /discardDict 7 dict dup begin put /pre38Initialize { /endStringLength endString length store /newBuff buffer 0 endStringLength getinterval store /newBuffButFirst newBuff 1 endStringLength 1 sub getinterval store /newBuffLast newBuff endStringLength 1 sub 1 getinterval store } def /shiftBuffer { newBuff 0 newBuffButFirst putinterval newBuffLast 0 currentfile read not { stop } if put } def 0 { pre38Initialize mark currentfile newBuff readstring exch pop { { newBuff endString eq { cleartomark stop } if shiftBuffer } loop } { stop } ifelse } def 1 { pre38Initialize /beginString exch store mark currentfile newBuff readstring exch pop { { newBuff beginString eq { /layerCount dup load 1 add store } { newBuff endString eq { /layerCount dup load 1 sub store layerCount 0 eq { cleartomark stop } if } if } ifelse shiftBuffer } loop } if } def 2 { mark { currentfile buffer readline not { stop } if endString eq { cleartomark stop } if } loop } def 3 { /beginString exch store /layerCnt 1 store mark { currentfile buffer readline not { stop } if dup beginString eq { pop /layerCnt dup load 1 add store } { endString eq { layerCnt 1 eq { cleartomark stop } { /layerCnt dup load 1 sub store } ifelse } if } ifelse } loop } def end userdict /clipRenderOff 15 dict dup begin put { /n /N /s /S /f /F /b /B } { { _doClip 1 eq { /_doClip 0 ddef _eo {eoclip} {clip} ifelse } if newpath } def } forall /Tr /pop load def /Bb {} def /BB /pop load def /Bg {12 npop} def /Bm {6 npop} def /Bc /Bm load def /Bh {4 npop} def end /Lb { 4 npop 6 1 roll pop 4 1 roll pop pop pop 0 eq { 0 eq { (%AI5_BeginLayer) 1 (%AI5_EndLayer--) discard } { /clipForward? true def /Tx /pop load def /Tj /pop load def currentdict end clipRenderOff begin begin } ifelse } { 0 eq { save /discardSave exch store } if } ifelse } bind def /LB { discardSave dup null ne { restore } { pop clipForward? { currentdict end end begin /clipForward? false ddef } if } ifelse } bind def /Pb { pop pop 0 (%AI5_EndPalette) discard } bind def /Np { 0 (%AI5_End_NonPrinting--) discard } bind def /Ln /pop load def /Ap /pop load def /Ar { 72 exch div 0 dtransform dup mul exch dup mul add sqrt dup 1 lt { pop 1 } if setflat } def /Mb { q } def /Md { } def /MB { Q } def /nc 4 dict def nc begin /setgray { pop } bind def /setcmykcolor { 4 npop } bind def /setrgbcolor { 3 npop } bind def /setcustomcolor { 2 npop } bind def currentdict readonly pop end end setpacking %%EndResource %%BeginResource: procset Adobe_cshow 2.0 8 %%Title: (Writing System Operators) %%Version: 2.0 8 %%CreationDate: (1/23/89) () %%Copyright: ((C) 1992-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_cshow 14 dict dup begin put /initialize { Adobe_cshow begin Adobe_cshow { dup xcheck { bind } if pop pop } forall end Adobe_cshow begin } def /terminate { currentdict Adobe_cshow eq { end } if } def /cforall { /_lobyte 0 ddef /_hibyte 0 ddef /_cproc exch ddef /_cscript currentfont /FontScript known { currentfont /FontScript get } { -1 } ifelse ddef { /_lobyte exch ddef _hibyte 0 eq _cscript 1 eq _lobyte 129 ge _lobyte 159 le and _lobyte 224 ge _lobyte 252 le and or and _cscript 2 eq _lobyte 161 ge _lobyte 254 le and and _cscript 3 eq _lobyte 161 ge _lobyte 254 le and and _cscript 25 eq _lobyte 161 ge _lobyte 254 le and and _cscript -1 eq or or or or and { /_hibyte _lobyte ddef } { _hibyte 256 mul _lobyte add _cproc /_hibyte 0 ddef } ifelse } forall } def /cstring { dup 256 lt { (s) dup 0 4 3 roll put } { dup 256 idiv exch 256 mod (hl) dup dup 0 6 5 roll put 1 4 3 roll put } ifelse } def /clength { 0 exch { 256 lt { 1 } { 2 } ifelse add } cforall } def /hawidthshow { { dup cstring show _hvax _hvay rmoveto _hvwb eq { _hvcx _hvcy rmoveto } if } cforall } def /vawidthshow { { dup 255 le _charorientation 1 eq and { -90 rotate 0 _fontRotateAdjust rmoveto cstring _hvcx _hvcy _hvwb _hvax _hvay 6 -1 roll awidthshow 0 _fontRotateAdjust neg rmoveto 90 rotate } { currentpoint _fontHeight sub exch _hvay sub exch _hvax sub 2 index _hvwb eq { exch _hvcy sub exch _hvcx sub } if 3 2 roll cstring dup stringwidth pop 2 div neg _fontAscent neg rmoveto show moveto } ifelse } cforall } def /hvawidthshow { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hawidthshow } { vawidthshow } ifelse } def /hvwidthshow { 0 0 3 -1 roll hvawidthshow } def /hvashow { 0 0 0 6 -3 roll hvawidthshow } def /hvshow { 0 0 0 0 0 6 -1 roll hvawidthshow } def currentdict readonly pop end setpacking %%EndResource %%EndProlog %%BeginSetup %%IncludeFont: Helvetica %%IncludeFont: Helvetica-Oblique Adobe_level2_AI5 /initialize get exec Adobe_cshow /initialize get exec Adobe_Illustrator_AI5_vars Adobe_Illustrator_AI5 Adobe_typography_AI5 /initialize get exec Adobe_ColorImage_AI6 /initialize get exec Adobe_Illustrator_AI5 /initialize get exec [ 39/quotesingle 96/grave 130/quotesinglbase/florin/quotedblbase/ellipsis /dagger/daggerdbl/circumflex/perthousand/Scaron/guilsinglleft/OE 145/quoteleft /quoteright/quotedblleft/quotedblright/bullet/endash/emdash/tilde/trademark /scaron/guilsinglright/oe/dotlessi 159/Ydieresis 164/currency 166/brokenbar 168/dieresis/copyright/ordfeminine 172/logicalnot 174/registered/macron/ring /plusminus/twosuperior/threesuperior/acute/mu 183/periodcentered/cedilla /onesuperior/ordmasculine 188/onequarter/onehalf/threequarters 192/Agrave /Aacute/Acircumflex/Atilde/Adieresis/Aring/AE/Ccedilla/Egrave/Eacute /Ecircumflex/Edieresis/Igrave/Iacute/Icircumflex/Idieresis/Eth/Ntilde /Ograve/Oacute/Ocircumflex/Otilde/Odieresis/multiply/Oslash/Ugrave /Uacute/Ucircumflex/Udieresis/Yacute/Thorn/germandbls/agrave/aacute /acircumflex/atilde/adieresis/aring/ae/ccedilla/egrave/eacute/ecircumflex /edieresis/igrave/iacute/icircumflex/idieresis/eth/ntilde/ograve/oacute /ocircumflex/otilde/odieresis/divide/oslash/ugrave/uacute/ucircumflex 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19.9995 L 27.5995 27.5995 L 19.9995 27.5995 L f 0 XR 12.3995 12.3995 m 19.9995 12.3995 L 19.9995 19.9995 L 12.3995 19.9995 L 12.3995 12.3995 L f 1 XR 12.3995 27.5995 m 4.8 27.5995 L 4.8 19.9995 L 12.3995 19.9995 L 12.3995 27.5995 L f 4.8 12.3995 m 4.8 4.8 L 12.3995 4.8 L 12.3995 12.3995 L 4.8 12.3995 L f 19.9995 27.5995 m 19.9995 31.3995 L 12.3995 31.3995 L 12.3995 27.5995 L 19.9995 27.5995 L f 12.3995 4.8 m 12.3995 1 L 19.9995 1 L 19.9995 4.8 L 12.3995 4.8 L f 4.8 19.9995 m 1 19.9995 L 1 12.3995 L 4.8 12.3995 L 4.8 19.9995 L f 27.5995 19.9995 m 27.5995 12.3995 L 31.3995 12.3995 L 31.3995 19.9995 L 27.5995 19.9995 L f 4.8 31.3995 m 1 31.3995 L 1 27.5995 L 4.8 27.5995 L 4.8 31.3995 L f 27.5995 1 m 31.3995 1 L 31.3995 4.8 L 27.5995 4.8 L 27.5995 1 L f 1 4.8 m 1 1 L 4.8 1 L 4.8 4.8 L 1 4.8 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.05 0.2 0 k 0 0.05 0.2 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 4.8 4.8 m 4.8 1 L 12.3995 1 L 12.3995 4.8 L 4.8 4.8 L f 4.8 12.3995 m 1 12.3995 L 1 4.8 L 4.8 4.8 L 4.8 12.3995 L f 19.9995 4.8 m 19.9995 1 L 27.5995 1 L 27.5995 4.8 L 19.9995 4.8 L f 12.3995 12.3995 m 12.3995 4.8 L 19.9995 4.8 L 19.9995 12.3995 L 12.3995 12.3995 L f 27.5995 4.8 m 31.3995 4.8 L 31.3995 12.3995 L 27.5995 12.3995 L 27.5995 4.8 L f 12.3995 19.9995 m 4.8 19.9995 L 4.8 12.3995 L 12.3995 12.3995 L 12.3995 19.9995 L f 4.8 27.5995 m 1 27.5995 L 1 19.9995 L 4.8 19.9995 L 4.8 27.5995 L f 19.9995 12.3995 m 27.5995 12.3995 L 27.5995 19.9995 L 19.9995 19.9995 L 19.9995 12.3995 L f 19.9995 19.9995 m 19.9995 27.5995 L 12.3995 27.5995 L 12.3995 19.9995 L 19.9995 19.9995 L f 27.5995 19.9995 m 31.3995 19.9995 L 31.3995 27.5995 L 27.5995 27.5995 L 27.5995 19.9995 L f 12.3995 27.5995 m 12.3995 31.3995 L 4.8 31.3995 L 4.8 27.5995 L 12.3995 27.5995 L f 27.5995 27.5995 m 27.5995 31.3995 L 19.9995 31.3995 L 19.9995 27.5995 L 27.5995 27.5995 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Confetti) (Confetti) 4.85 3.617 76.85 75.617 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.85 3.617 m 4.85 75.617 L 76.85 75.617 L 76.85 3.617 L 4.85 3.617 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.6 64.867 m 7.85 62.867 l S 9.1 8.617 m 6.85 6.867 l S 78.1 68.617 m 74.85 67.867 l S 76.85 56.867 m 74.35 55.117 l S 79.6 51.617 m 76.6 51.617 l S 76.35 44.117 m 73.6 45.867 l S 78.6 35.867 m 76.6 34.367 l S 76.1 23.867 m 73.35 26.117 l S 78.1 12.867 m 73.85 13.617 l S 68.35 14.617 m 66.1 12.867 l S 76.6 30.617 m 73.6 30.617 l S 62.85 58.117 m 60.956 60.941 l S 32.85 59.617 m 31.196 62.181 l S 47.891 64.061 m 49.744 66.742 l S 72.814 2.769 m 73.928 5.729 l S 67.976 2.633 m 67.35 5.909 l S 61.85 27.617 m 59.956 30.441 l S 53.504 56.053 m 51.85 58.617 l S 52.762 1.779 m 52.876 4.776 l S 45.391 5.311 m 47.244 7.992 l S 37.062 3.375 m 35.639 5.43 l S 55.165 34.828 m 57.518 37.491 l S 20.795 3.242 m 22.12 5.193 l S 14.097 4.747 m 15.008 8.965 l S 9.736 1.91 m 8.073 4.225 l S 31.891 5.573 m 32.005 8.571 l S 12.1 70.367 m 15.6 68.867 l S 9.35 54.867 m 9.6 58.117 l S 12.85 31.867 m 14.35 28.117 l S 10.1 37.367 m 12.35 41.117 l S 34.1 71.117 m 31.85 68.617 l S 38.35 71.117 m 41.6 68.367 l S 55.1 71.117 m 58.35 69.117 l S 57.35 65.117 m 55.35 61.867 l S 64.35 66.367 m 69.35 68.617 l S 71.85 62.867 m 69.35 61.117 l S 23.6 70.867 m 23.6 67.867 l S 20.6 65.867 m 17.35 65.367 l S 24.85 61.367 m 25.35 58.117 l S 25.85 65.867 m 29.35 66.617 l S 14.1 54.117 m 16.85 56.117 l S 12.35 11.617 m 12.6 15.617 l S 12.1 19.867 m 14.35 22.367 l S 26.1 9.867 m 23.6 13.367 l S 34.6 47.117 m 32.1 45.367 l S 62.6 41.867 m 59.85 43.367 l S 31.6 35.617 m 27.85 36.367 l S 36.35 26.117 m 34.35 24.617 l S 33.85 14.117 m 31.1 16.367 l S 37.1 9.867 m 35.1 11.117 l S 34.35 20.867 m 31.35 20.867 l S 44.6 56.617 m 42.1 54.867 l S 47.35 51.367 m 44.35 51.367 l S 44.1 43.867 m 41.35 45.617 l S 43.35 33.117 m 42.6 30.617 l S 43.85 23.617 m 41.1 25.867 l S 44.35 15.617 m 42.35 16.867 l S 67.823 31.1 m 64.823 31.1 l S 27.1 32.617 m 29.6 30.867 l S 31.85 55.117 m 34.85 55.117 l S 19.6 40.867 m 22.1 39.117 l S 16.85 35.617 m 19.85 35.617 l S 20.1 28.117 m 22.85 29.867 l S 52.1 42.617 m 54.484 44.178 l S 52.437 50.146 m 54.821 48.325 l S 59.572 54.133 m 59.35 51.117 l S 50.185 10.055 m 53.234 9.928 l S 51.187 15.896 m 53.571 14.075 l S 58.322 19.883 m 59.445 16.823 l S 53.1 32.117 m 50.6 30.367 l S 52.85 24.617 m 49.6 25.617 l S 61.85 9.117 m 59.1 10.867 l S 69.35 34.617 m 66.6 36.367 l S 67.1 23.617 m 65.1 22.117 l S 24.435 46.055 m 27.484 45.928 l S 25.437 51.896 m 27.821 50.075 l S 62.6 47.117 m 65.321 46.575 l S 19.85 19.867 m 20.35 16.617 l S 21.85 21.867 m 25.35 22.617 l S 37.6 62.867 m 41.6 62.117 l S 38.323 42.1 m 38.823 38.6 l S 69.35 52.617 m 66.85 53.867 l S 14.85 62.117 m 18.1 59.367 l S 9.6 46.117 m 7.1 44.367 l S 20.6 51.617 m 18.6 50.117 l S 46.141 70.811 m 47.994 73.492 l S 69.391 40.561 m 71.244 43.242 l S 38.641 49.311 m 39.35 52.117 l S 25.141 16.811 m 25.85 19.617 l S 36.6 32.867 m 34.6 31.367 l S 6.1 68.617 m 2.85 67.867 l S 4.85 56.867 m 2.35 55.117 l S 7.6 51.617 m 4.6 51.617 l S 6.6 35.867 m 4.6 34.367 l S 6.1 12.867 m 1.85 13.617 l S 4.6 30.617 m 1.6 30.617 l S 72.814 74.769 m 73.928 77.729 l S 67.976 74.633 m 67.35 77.909 l S 52.762 73.779 m 52.876 76.776 l S 37.062 75.375 m 35.639 77.43 l S 20.795 75.242 m 22.12 77.193 l S 9.736 73.91 m 8.073 76.225 l S 10.1 23.617 m 6.35 24.367 l S 73.217 18.276 m 71.323 21.1 l S 28.823 39.6 m 29.505 42.389 l S 49.6 38.617 m 47.6 37.117 l S 60.323 73.6 m 62.323 76.6 l S 60.323 1.6 m 62.323 4.6 l S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.inner) (DblLine1.2.inner) 1 1 39.2705 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2702 22.175 m 39.2702 13.6108 L 26.66 13.6108 L 26.66 1.0003 L 18.0958 1.0003 L 18.0948 22.175 L 18.0958 22.175 L 18.0958 22.1752 L 39.2702 22.175 L f 39.2708 24.6929 m 15.5779 24.6929 L 15.5779 1.0003 L 14.9037 1.0003 L 14.9032 25.3675 L 39.2708 25.3675 L 39.2708 24.6929 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.outer) (DblLine1.2.outer) 1 1.0003 39.2706 39.271 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2708 26.6602 m 13.6111 26.6602 L 13.6111 1.0005 L 22.1751 1 L 22.1751 18.096 L 39.2708 18.096 L 39.2708 26.6602 L f 39.2708 15.578 m 24.6928 15.578 L 24.6928 1 L 25.367 1 L 25.367 14.9038 L 39.2708 14.9038 L 39.2708 15.578 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.side) (DblLine1.2.side) 1 1 39.2706 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2704 18.0958 m 39.2704 26.6598 L 1.0001 26.6598 L 1.0001 18.0958 L 39.2704 18.0958 L f 39.2704 14.9037 m 39.2704 15.5776 L 1.0001 15.5776 L 1.0001 14.9037 L 39.2704 14.9037 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Diamonds) (Diamonds) 1 1 37.1865 41.9411 [ %AI3_Tile (0 O 0 R 0.2 0 1 0 k 0.2 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.0002 1.0004 m 1.0002 41.9411 L 37.1865 41.9411 L 37.1865 1.0004 L 1.0002 1.0004 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.0936 41.9408 m 19.0929 41.9408 L 19.0933 41.9402 L 19.0936 41.9408 L f 7.0311 41.9408 m 7.0304 41.9408 L 7.0308 41.9402 L 7.0311 41.9408 L f 31.1556 41.9408 m 31.1548 41.9408 L 31.1552 41.9402 L 31.1556 41.9408 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.75 0.9 0 0 k 0.75 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 1 XR 37.1865 1 m 37.1865 11.2349 L 31.1552 1 L 37.1865 1 L f 19.0933 1 m 31.1552 1 L 25.124 11.2349 L 19.0933 1 L f 7.0308 1 m 19.0933 1 L 13.062 11.2349 L 7.0308 1 L f 1 1 m 7.0308 1 L 1 11.2349 L 1 1 L f 37.1859 11.2349 m 37.1865 11.236 L 37.1865 31.7059 L 31.1552 21.4704 L 37.1859 11.2349 L f 19.0933 21.4704 m 25.124 11.2349 L 31.1552 21.4704 L 25.124 31.7059 L 19.0933 21.4704 L f 7.0308 21.4704 m 13.062 11.2349 L 19.0933 21.4704 L 13.062 31.7059 L 7.0308 21.4704 L f 1 31.7059 m 1 11.2349 L 7.0308 21.4704 L 1 31.7059 L f 37.1859 31.7059 m 37.1865 31.707 L 37.1865 41.9408 L 31.1556 41.9408 L 31.1552 41.9402 L 37.1859 31.7059 L f 25.124 31.7059 m 31.1552 41.9402 L 31.1548 41.9408 L 19.0936 41.9408 L 19.0933 41.9402 L 25.124 31.7059 L f 13.062 31.7059 m 19.0933 41.9402 L 19.0929 41.9408 L 7.0311 41.9408 L 7.0308 41.9402 L 13.062 31.7059 L f 7.0304 41.9408 m 1 41.9408 L 1 31.7059 L 7.0308 41.9402 L 7.0304 41.9408 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Hexagon) (Hexagon) 4 1.6 70.151 77.983 [ %AI3_Tile (0 O 0 R 0 1 0.35 0 k 0 1 0.35 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 70.151 77.983 m 70.151 1.6 L 4 1.6 L 4 77.983 L 70.151 77.983 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.9921 1 0 0 k 0.9921 1 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.538 30.244 m S 26.05 20.696 m 15.025 20.696 L 9.513 30.244 L 15.025 39.792 L 26.05 39.792 L 31.564 30.244 L 26.05 20.696 L s 20.537 11.148 m S 26.05 1.6 m 15.024 1.6 L 9.512 11.148 L 15.024 20.696 L 26.05 20.696 L 31.563 11.148 L 26.05 1.6 L s 53.614 30.244 m S 59.126 20.696 m 48.101 20.696 L 42.589 30.244 L 48.101 39.792 L 59.126 39.792 L 64.639 30.244 L 59.126 20.696 L s 53.614 11.148 m S 59.126 1.6 m 48.101 1.6 L 42.588 11.148 L 48.101 20.696 L 59.126 20.696 L 64.638 11.148 L 59.126 1.6 L s 20.538 68.436 m S 26.051 58.888 m 15.025 58.888 L 9.513 68.436 L 15.025 77.984 L 26.051 77.984 L 31.564 68.436 L 26.051 58.888 L s 20.538 49.34 m S 26.051 39.792 m 15.025 39.792 L 9.513 49.34 L 15.025 58.888 L 26.05 58.888 L 31.564 49.34 L 26.051 39.792 L s 53.614 68.436 m S 59.127 58.888 m 48.102 58.888 L 42.589 68.436 L 48.101 77.985 L 59.127 77.985 L 64.639 68.436 L 59.127 58.888 L s 53.614 49.34 m S 59.127 39.792 m 48.101 39.792 L 42.589 49.34 L 48.101 58.888 L 59.127 58.888 L 64.639 49.341 L 59.127 39.792 L s 4 20.696 m S 3.876 30.244 m 9.512 30.244 L 15.024 20.696 L 9.512 11.147 L 3.876 11.147 L S 37.075 20.696 m S 42.588 11.148 m 31.563 11.148 L 26.05 20.696 L 31.563 30.244 L 42.589 30.244 L 48.101 20.696 L 42.588 11.148 L s 37.076 58.888 m S 42.589 49.34 m 31.564 49.34 L 26.05 58.888 L 31.564 68.436 L 42.589 68.436 L 48.101 58.888 L 42.589 49.34 L s 70.151 20.696 m S 70.2094 11.147 m 64.639 11.147 L 59.127 20.696 L 64.639 30.244 L 70.2094 30.244 L S 70.152 58.888 m S 70.0427 49.34 m 64.639 49.34 L 59.127 58.888 L 64.639 68.436 L 70.0427 68.436 L S 4 58.888 m S 3.876 68.436 m 9.513 68.436 L 15.025 58.888 L 9.513 49.34 L 3.876 49.34 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.inner) (Laurel.inner) 1 1 28.5392 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 19.2768 15.3585 m 28.9144 15.3585 L 28.9144 14.2335 L 19.2768 14.2335 L 19.2768 15.3585 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.7461 18.9624 m 13.0264 17.8486 11.3273 14.4193 11.3273 10.0362 c 11.3273 5.6547 12.9768 2.1518 14.744 1.1112 C 14.7443 1.1112 L 16.4707 2.1518 18.1679 5.6547 18.1679 10.0362 c 18.1679 14.4143 16.432 17.8633 14.7461 18.9624 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.outer) (Laurel.outer) 1 1.3751 28.5393 28.9143 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.2395 10.6375 m 14.2395 1 L 15.3645 1 L 15.3645 10.6375 L 14.2395 10.6375 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.5769 15.124 m 11.6906 16.8438 15.1198 18.5429 19.503 18.5429 c 23.8844 18.5429 27.3874 16.8935 28.428 15.1262 C 28.428 15.1259 L 27.3874 13.3995 23.8844 11.7023 19.503 11.7023 c 15.1249 11.7023 11.676 13.4382 10.5769 15.124 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.side) (Laurel.side) 1.3972 1 28.9364 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.1571 15.2998 m 1 15.2998 L 1 14.1748 L 29.1571 14.1748 L 29.1571 15.2998 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 27.4787 m 1.5899 25.4751 2.8132 21.8488 5.9125 18.7494 c 9.0107 15.6513 12.654 14.3407 14.6395 14.8545 C 14.6398 14.8547 L 15.1246 16.8113 13.8478 20.4883 10.7496 23.5865 c 7.6538 26.6824 3.9876 27.8936 2.0183 27.4787 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 2.0091 m 1.5899 4.0126 2.8132 7.6389 5.9125 10.7382 c 9.0107 13.8365 12.654 15.147 14.6395 14.6332 C 14.6398 14.633 L 15.1246 12.6765 13.8478 8.9993 10.7496 5.9011 c 7.6538 2.8054 3.9876 1.5941 2.0183 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 2.0091 m 15.3925 4.0126 16.6159 7.6389 19.7152 10.7382 c 22.8134 13.8365 26.4567 15.147 28.4422 14.6332 C 28.4424 14.633 L 28.9273 12.6765 27.6505 8.9993 24.5523 5.9011 c 21.4565 2.8054 17.7903 1.5941 15.821 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 27.4787 m 15.3925 25.4751 16.6159 21.8488 19.7152 18.7494 c 22.8134 15.6513 26.4567 14.3407 28.4422 14.8545 C 28.4424 14.8547 L 28.9273 16.8113 27.6505 20.4883 24.5523 23.5865 c 21.4565 26.6824 17.7903 27.8936 15.821 27.4787 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Leaves-fall) (Leaves-fall) 1 1 52.733 89.816 [ %AI3_Tile (0 O 0 R 0.05 0.2 1 0 k 0.05 0.2 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 52.733 89.816 m 52.733 1 L 1 1 L 1 89.816 L 52.733 89.816 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.83 0 1 0 k 0.83 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 25.317 2.083 m 25.994 2.283 26.284 2.435 V 24.815 5.147 29.266 9.428 30.186 10.168 C 30.787 9.943 30.907 7.41 30.23 6.073 C 31.073 6.196 33.262 4.818 34.02 3.529 C 34.085 4.217 35.655 7.158 36.481 7.535 C 35.561 7.933 34.896 9.406 34.134 10.854 C 35.156 11.021 36.555 10.1 38.026 9.195 C 38.541 9.996 39.915 10.968 41.174 11.484 C 40.086 12.171 39.591 12.912 39.094 14.372 C 38.052 13.806 35.865 13.657 35.336 13.944 C 35.85 15.057 38.096 15.6 38.827 15.547 C 38.573 16.409 38.425 18.562 38.598 21.155 C 36.939 19.839 35.393 18.522 33.734 18.58 C 34.003 17.158 33.367 15.353 32.99 14.86 C 32.417 15.604 32.006 16.431 32.361 18.408 C 30.908 18.893 29.671 19.439 28.297 20.697 C 28.297 18.866 27.725 17.664 26.857 16.388 C 28.117 15.9 29.389 14.697 29.385 13.658 C 28.537 13.81 26.845 14.554 26.352 15.547 C 25.634 14.8 23.95 13.491 22.346 13.487 C 23.534 12.632 24.454 11.598 24.549 9.686 C 25.802 10.657 28.255 11.272 29.635 10.674 C 24.794 6.438 25.262 3.405 25.317 2.083 C f 12.412 33.743 m 11.887 33.272 11.691 33.01 V 14.182 31.192 11.928 25.366 11.415 24.303 C 10.776 24.247 9.369 26.988 9.405 28.486 C 8.273 27.73 6.608 27.851 5.006 28.137 C 5.578 27.049 5.177 25.104 4.376 24.303 C 5.378 24.339 6.729 23.624 8.038 22.643 C 7.203 21.823 5.376 21.984 3.46 22.643 C 3.46 21.27 2.638 19.533 1.801 18.351 C 3.117 18.408 4.262 17.722 5.12 16.691 C 5.785 18.26 7.819 19.373 8.725 19.324 C 8.742 17.959 7.169 15.869 6.147 15.47 C 6.747 14.801 7.766 13.27 8.725 10.854 C 9.524 12.78 10.694 14.022 11.927 14.955 C 10.785 16.517 10.959 17.388 11.358 18.866 C 12.101 18.325 13.132 17.893 13.303 15.89 C 15.02 16.176 16.156 16.104 17.653 15.203 C 17.198 16.865 17.195 18.466 17.515 20.166 C 15.665 20.026 14.105 20.239 13.075 21.728 C 13.905 21.955 16.165 22.014 17.039 21.082 C 17.366 22.064 18.261 23.47 19.707 24.164 C 18.267 24.424 17.282 25.523 16.373 27.209 C 15.66 25.793 13.433 24.128 11.93 24.073 C 13.933 28.137 13.933 31.055 12.412 33.743 C f 31.125 30.5 m 31.445 31.128 31.648 31.385 V 34.045 29.444 38.851 32.752 39.746 33.521 C 39.636 34.153 37.511 35.29 35.794 34.26 C 36.234 35.549 35.332 37.51 34.134 38.552 C 35.873 38.451 38.019 39.813 38.541 40.555 C 38.763 39.577 39.946 38.307 41.231 37.293 C 41.582 38.266 40.887 40.384 39.971 41.986 C 41.206 42.487 42.318 43.417 42.776 44.676 C 43.233 43.359 44.236 42.685 45.58 41.929 C 44.421 40.502 43.64 38.328 43.92 37.465 C 45.243 37.8 46.814 40.518 46.937 41.607 C 47.812 40.841 49.366 40.154 51.947 39.848 C 50.246 38.77 49.884 36.778 49.3 35.347 C 48.152 35.794 45.983 35.853 45.008 35.29 C 45.721 34.711 47.061 34.16 49.071 34.146 C 49.071 32.601 49.534 31.469 50.788 30.254 C 49.065 30.267 46.965 29.781 45.469 29.389 C 45.221 30.718 44.378 32.314 43.233 32.715 C 43.227 31.854 43.493 29.605 44.378 28.938 C 43.513 28.37 42.26 26.993 41.803 25.276 C 41.181 26.601 40.32 27.906 38.457 28.35 C 39.642 29.403 40.477 31.42 40.143 32.887 C 35.091 28.905 32.414 30.203 31.125 30.5 C f 25.317 46.491 m 25.994 46.691 26.284 46.843 V 24.815 49.556 29.266 53.837 30.186 54.576 C 30.787 54.351 30.907 51.818 30.23 50.482 C 31.073 50.605 33.262 49.227 34.02 47.938 C 34.085 48.625 35.655 51.566 36.481 51.944 C 35.561 52.341 34.896 53.814 34.134 55.263 C 35.156 55.43 36.555 54.508 38.026 53.603 C 38.541 54.404 39.915 55.377 41.174 55.892 C 40.086 56.579 39.591 57.321 39.094 58.78 C 38.052 58.215 35.865 58.065 35.336 58.353 C 35.85 59.465 38.096 60.008 38.827 59.955 C 38.573 60.817 38.425 62.97 38.598 65.563 C 36.939 64.247 35.393 62.931 33.734 62.988 C 34.003 61.567 33.367 59.761 32.99 59.268 C 32.417 60.012 32.006 60.839 32.361 62.817 C 30.908 63.302 29.671 63.847 28.297 65.106 C 28.297 63.274 27.725 62.073 26.857 60.796 C 28.117 60.308 29.389 59.106 29.385 58.067 C 28.537 58.219 26.845 58.963 26.352 59.955 C 25.634 59.209 23.95 57.899 22.346 57.895 C 23.534 57.041 24.454 56.006 24.549 54.094 C 25.802 55.065 28.255 55.68 29.635 55.083 C 24.794 50.846 25.262 47.814 25.317 46.491 C f 12.412 78.151 m 11.887 77.68 11.691 77.418 V 14.182 75.601 11.928 69.774 11.415 68.711 C 10.776 68.655 9.369 71.396 9.405 72.894 C 8.273 72.138 6.608 72.259 5.006 72.545 C 5.578 71.458 5.177 69.512 4.376 68.711 C 5.378 68.747 6.729 68.032 8.038 67.052 C 7.203 66.231 5.376 66.393 3.46 67.052 C 3.46 65.678 2.638 63.941 1.801 62.759 C 3.117 62.817 4.262 62.13 5.12 61.1 C 5.785 62.669 7.819 63.781 8.725 63.732 C 8.742 62.367 7.169 60.277 6.147 59.878 C 6.747 59.209 7.766 57.678 8.725 55.263 C 9.524 57.189 10.694 58.431 11.927 59.364 C 10.785 60.925 10.959 61.796 11.358 63.274 C 12.101 62.734 13.132 62.301 13.303 60.298 C 15.02 60.584 16.156 60.512 17.653 59.612 C 17.198 61.273 17.195 62.874 17.515 64.574 C 15.665 64.434 14.105 64.648 13.075 66.136 C 13.905 66.363 16.165 66.422 17.039 65.49 C 17.366 66.472 18.261 67.878 19.707 68.572 C 18.267 68.832 17.282 69.931 16.373 71.617 C 15.66 70.202 13.433 68.536 11.93 68.482 C 13.933 72.545 13.933 75.464 12.412 78.151 C f 31.125 74.908 m 31.445 75.537 31.648 75.794 V 34.045 73.853 38.851 77.161 39.746 77.929 C 39.636 78.562 37.511 79.698 35.794 78.668 C 36.234 79.957 35.332 81.918 34.134 82.96 C 35.873 82.86 38.019 84.221 38.541 84.963 C 38.763 83.986 39.946 82.716 41.231 81.701 C 41.582 82.675 40.887 84.792 39.971 86.394 C 41.206 86.895 42.318 87.825 42.776 89.084 C 43.233 87.768 44.236 87.093 45.58 86.337 C 44.421 84.91 43.64 82.736 43.92 81.873 C 45.243 82.208 46.814 84.926 46.937 86.016 C 47.812 85.249 49.366 84.563 51.947 84.257 C 50.246 83.179 49.884 81.187 49.3 79.756 C 48.152 80.203 45.983 80.262 45.008 79.698 C 45.721 79.119 47.061 78.569 49.071 78.554 C 49.071 77.009 49.534 75.877 50.788 74.663 C 49.065 74.675 46.965 74.189 45.469 73.798 C 45.221 75.126 44.378 76.723 43.233 77.123 C 43.227 76.262 43.493 74.013 44.378 73.347 C 43.513 72.779 42.26 71.401 41.803 69.684 C 41.181 71.009 40.32 72.314 38.457 72.759 C 39.642 73.812 40.477 75.829 40.143 77.295 C 35.091 73.313 32.414 74.611 31.125 74.908 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Polka dots) (Polka dots) 1 1 29.8 29.8 [ %AI3_Tile (0 O 0 R 0.45 0.9 0 0 k 0.45 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 29.8 L 29.8 29.8 L 29.8 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.09 0.18 0 0 k 0.09 0.18 0 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 11.08 8.2 m 11.08 9.791 9.79 11.08 8.2 11.08 c 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c f 11.08 22.6 m 11.08 24.191 9.79 25.48 8.2 25.48 c 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c f 18.28 15.4 m 18.28 16.991 16.99 18.28 15.4 18.28 c 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c f 25.48 8.2 m 25.48 9.791 24.19 11.08 22.6 11.08 c 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c f 25.48 22.6 m 25.48 24.191 24.19 25.48 22.6 25.48 c 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c f *U 26.92 1 m 29.8 1 L 29.8 3.88 L 28.209 3.88 26.92 2.591 26.92 1 C f 15.4 3.88 m 13.809 3.88 12.52 2.591 12.52 1 C 18.28 1 L 18.28 2.591 16.99 3.88 15.4 3.88 c f 1 3.88 m 1 1 L 3.88 1 L 3.88 2.591 2.59 3.88 1 3.88 C f 1 XR 26.92 15.4 m 26.92 13.81 28.209 12.52 29.8 12.52 C 29.8 18.28 L 28.209 18.28 26.92 16.991 26.92 15.4 c f 0 XR 15.4 18.28 m 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c 18.28 16.991 16.99 18.28 15.4 18.28 c f 1 XR 3.88 15.4 m 3.88 16.991 2.59 18.28 1 18.28 C 1 12.52 L 2.59 12.52 3.88 13.81 3.88 15.4 c f 0 XR 29.8 26.92 m 29.8 29.8 L 26.92 29.8 L 26.92 28.21 28.209 26.92 29.8 26.92 C f 15.4 26.92 m 16.99 26.92 18.28 28.21 18.28 29.8 C 12.52 29.8 L 12.52 28.21 13.809 26.92 15.4 26.92 c f 3.88 29.8 m 1 29.8 L 1 26.92 L 2.59 26.92 3.88 28.21 3.88 29.8 C f 1 XR 8.2 11.08 m 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c 11.08 9.791 9.79 11.08 8.2 11.08 c f 22.6 11.08 m 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c 25.48 9.791 24.19 11.08 22.6 11.08 c f 8.2 25.48 m 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c 11.08 24.191 9.79 25.48 8.2 25.48 c f 22.6 25.48 m 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c 25.48 24.191 24.19 25.48 22.6 25.48 c f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Random circles) (Random circles) 4.365 3.849 51.13 57.85 [ %AI3_Tile (0 O 0 R 0 0.1125 0.45 0 k 0 0.1125 0.45 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.365 3.849 m 4.365 57.85 L 51.13 57.85 L 51.13 3.849 L 4.365 3.849 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.4 0.7 1 0 k 0.4 0.7 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 45.429 36.274 m 45.843 36.991 45.598 37.908 44.88 38.323 c 44.163 38.737 43.245 38.491 42.831 37.774 c 42.417 37.056 42.663 36.139 43.38 35.725 c 44.098 35.31 45.015 35.556 45.429 36.274 c s 44.179 27.926 m 43.765 28.643 42.848 28.889 42.13 28.475 c 41.413 28.06 41.167 27.143 41.581 26.425 c 41.995 25.708 42.913 25.462 43.63 25.876 c 44.348 26.291 44.593 27.208 44.179 27.926 c s 35.929 41.024 m 35.515 41.741 34.598 41.987 33.88 41.573 c 33.163 41.158 32.917 40.241 33.331 39.524 c 33.745 38.806 34.663 38.56 35.38 38.975 c 36.098 39.389 36.343 40.306 35.929 41.024 c s 28.38 34.225 m 28.794 34.942 28.549 35.859 27.831 36.274 c 27.114 36.688 26.196 36.442 25.782 35.725 c 25.368 35.007 25.614 34.09 26.331 33.675 c 27.049 33.261 27.966 33.507 28.38 34.225 c s 31.179 28.024 m 30.765 28.741 29.848 28.987 29.13 28.573 c 28.413 28.158 28.167 27.241 28.581 26.524 c 28.995 25.806 29.913 25.56 30.63 25.975 c 31.348 26.389 31.593 27.306 31.179 28.024 c s 36.792 23.349 m 35.963 23.349 35.292 22.678 35.292 21.849 c 35.292 21.021 35.963 20.349 36.792 20.349 c 37.62 20.349 38.292 21.021 38.292 21.849 c 38.292 22.678 37.62 23.349 36.792 23.349 c s 10.888 34.175 m 10.474 34.893 10.72 35.81 11.437 36.225 c 12.155 36.639 13.072 36.393 13.486 35.675 c 13.901 34.958 13.655 34.041 12.937 33.626 c 12.22 33.212 11.303 33.458 10.888 34.175 c s 11.517 26.601 m 11.931 27.318 12.848 27.564 13.566 27.15 c 14.283 26.735 14.529 25.818 14.115 25.1 c 13.701 24.383 12.783 24.137 12.066 24.551 c 11.348 24.966 11.103 25.883 11.517 26.601 c s 16.782 41.426 m 17.196 42.143 18.114 42.389 18.831 41.975 c 19.549 41.56 19.794 40.643 19.38 39.926 c 18.966 39.208 18.049 38.962 17.331 39.377 c 16.614 39.791 16.368 40.708 16.782 41.426 c s 22.365 24.35 m 23.194 24.35 23.865 23.678 23.865 22.85 c 23.865 22.021 23.194 21.35 22.365 21.35 c 21.537 21.35 20.865 22.021 20.865 22.85 c 20.865 23.678 21.537 24.35 22.365 24.35 c s 45.385 7.849 m 44.971 7.132 44.053 6.886 43.336 7.3 c 42.619 7.714 42.373 8.632 42.787 9.349 c 43.201 10.067 44.119 10.312 44.836 9.898 c 45.553 9.484 45.799 8.567 45.385 7.849 c s 29.679 7.774 m 29.265 7.056 28.348 6.81 27.63 7.225 c 26.913 7.639 26.667 8.556 27.081 9.274 c 27.495 9.991 28.413 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s 29.728 54.725 m 30.143 54.007 29.897 53.09 29.179 52.675 c 28.462 52.261 27.544 52.507 27.13 53.225 c 26.716 53.942 26.962 54.859 27.679 55.274 c 28.397 55.688 29.314 55.442 29.728 54.725 c s 10.86 54.1 m 10.446 53.382 10.691 52.465 11.409 52.051 c 12.126 51.636 13.044 51.882 13.458 52.6 c 13.872 53.317 13.626 54.234 12.909 54.649 c 12.191 55.063 11.274 54.817 10.86 54.1 c s 19.154 49.1 m 19.568 48.382 20.486 48.136 21.203 48.551 c 21.92 48.965 22.166 49.882 21.752 50.6 c 21.338 51.317 20.42 51.563 19.703 51.149 c 18.986 50.734 18.74 49.817 19.154 49.1 c s 51.88 38.85 m 51.052 38.85 50.38 39.521 50.38 40.35 c 50.38 41.178 51.052 41.85 51.88 41.85 c 52.709 41.85 53.38 41.178 53.38 40.35 c 53.38 39.521 52.709 38.85 51.88 38.85 c s 51.865 11.349 m 52.693 11.349 53.365 12.021 53.365 12.849 c 53.365 13.678 52.693 14.349 51.865 14.349 c 51.036 14.349 50.365 13.678 50.365 12.849 c 50.365 12.021 51.036 11.349 51.865 11.349 c s 30.179 18.524 m 29.765 19.241 28.848 19.487 28.13 19.073 c 27.413 18.658 27.167 17.741 27.581 17.024 c 27.995 16.306 28.913 16.06 29.63 16.475 c 30.348 16.889 30.593 17.806 30.179 18.524 c s 21.679 31.524 m 21.265 32.241 20.348 32.487 19.63 32.073 c 18.913 31.658 18.667 30.741 19.081 30.024 c 19.495 29.306 20.413 29.06 21.13 29.475 c 21.848 29.889 22.093 30.806 21.679 31.524 c s 37.914 33.399 m 37.5 34.116 36.583 34.362 35.865 33.948 c 35.148 33.533 34.902 32.616 35.316 31.899 c 35.73 31.181 36.648 30.935 37.365 31.35 c 38.083 31.764 38.328 32.681 37.914 33.399 c s 28.929 45.024 m 28.515 45.741 27.598 45.987 26.88 45.573 c 26.163 45.158 25.917 44.241 26.331 43.524 c 26.745 42.806 27.663 42.56 28.38 42.975 c 29.098 43.389 29.343 44.306 28.929 45.024 c s 12.429 45.524 m 12.015 46.241 11.098 46.487 10.38 46.073 c 9.663 45.658 9.417 44.741 9.831 44.024 c 10.245 43.306 11.163 43.06 11.88 43.475 c 12.598 43.889 12.843 44.806 12.429 45.524 c s 44.49 45.6 m 44.075 46.317 43.158 46.563 42.441 46.149 c 41.723 45.734 41.477 44.817 41.891 44.1 c 42.306 43.382 43.223 43.136 43.941 43.55 c 44.658 43.965 44.904 44.882 44.49 45.6 c s 12.679 18.524 m 12.265 19.241 11.348 19.487 10.63 19.073 c 9.913 18.658 9.667 17.741 10.081 17.024 c 10.495 16.306 11.413 16.06 12.13 16.475 c 12.848 16.889 13.093 17.806 12.679 18.524 c s 21.179 5.774 m 20.765 6.491 19.848 6.737 19.13 6.323 c 18.413 5.908 18.167 4.991 18.581 4.274 c 18.995 3.557 19.913 3.311 20.63 3.725 c 21.348 4.139 21.593 5.056 21.179 5.774 c s 38.929 5.274 m 38.515 5.991 37.598 6.237 36.88 5.823 c 36.163 5.408 35.917 4.491 36.331 3.774 c 36.745 3.057 37.663 2.811 38.38 3.225 c 39.098 3.639 39.343 4.556 38.929 5.274 c s 43.865 18.1 m 44.694 18.1 45.365 17.429 45.365 16.6 c 45.365 15.772 44.694 15.1 43.865 15.1 c 43.037 15.1 42.365 15.772 42.365 16.6 c 42.365 17.429 43.037 18.1 43.865 18.1 c s 51.13 4.6 m 50.302 4.6 49.63 3.928 49.63 3.1 c 49.63 2.272 50.302 1.6 51.13 1.6 c 51.959 1.6 52.63 2.272 52.63 3.1 c 52.63 3.928 51.959 4.6 51.13 4.6 c s 52.163 31.649 m 51.748 32.366 50.831 32.612 50.114 32.198 c 49.396 31.783 49.15 30.866 49.565 30.149 c 49.979 29.431 50.896 29.185 51.614 29.6 c 52.331 30.014 52.577 30.931 52.163 31.649 c s 51.85 51.35 m 51.021 51.35 50.35 50.678 50.35 49.85 c 50.35 49.021 51.021 48.35 51.85 48.35 c 52.678 48.35 53.35 49.021 53.35 49.85 c 53.35 50.678 52.678 51.35 51.85 51.35 c s 49.85 23.1 m 50.679 23.1 51.35 22.428 51.35 21.6 c 51.35 20.771 50.679 20.1 49.85 20.1 c 49.022 20.1 48.35 20.771 48.35 21.6 c 48.35 22.428 49.022 23.1 49.85 23.1 c s 5.13 38.85 m 4.302 38.85 3.63 39.521 3.63 40.35 c 3.63 41.178 4.302 41.85 5.13 41.85 c 5.959 41.85 6.63 41.178 6.63 40.35 c 6.63 39.521 5.959 38.85 5.13 38.85 c s 5.115 11.349 m 5.943 11.349 6.615 12.021 6.615 12.849 c 6.615 13.678 5.943 14.349 5.115 14.349 c 4.286 14.349 3.615 13.678 3.615 12.849 c 3.615 12.021 4.286 11.349 5.115 11.349 c s 4.38 4.6 m 3.552 4.6 2.88 3.928 2.88 3.1 c 2.88 2.272 3.552 1.6 4.38 1.6 c 5.209 1.6 5.88 2.272 5.88 3.1 c 5.88 3.928 5.209 4.6 4.38 4.6 c s 5.413 31.649 m 4.998 32.366 4.081 32.612 3.364 32.198 c 2.646 31.783 2.4 30.866 2.815 30.149 c 3.229 29.431 4.146 29.185 4.864 29.6 c 5.581 30.014 5.827 30.931 5.413 31.649 c s 5.1 51.35 m 4.271 51.35 3.6 50.678 3.6 49.85 c 3.6 49.021 4.271 48.35 5.1 48.35 c 5.928 48.35 6.6 49.021 6.6 49.85 c 6.6 50.678 5.928 51.35 5.1 51.35 c s 3.1 23.1 m 3.929 23.1 4.6 22.428 4.6 21.6 c 4.6 20.771 3.929 20.1 3.1 20.1 c 2.272 20.1 1.6 20.771 1.6 21.6 c 1.6 22.428 2.272 23.1 3.1 23.1 c s 21.194 59.775 m 20.78 60.492 19.863 60.738 19.145 60.324 c 18.428 59.909 18.182 58.992 18.596 58.275 c 19.01 57.558 19.928 57.312 20.645 57.726 c 21.363 58.14 21.608 59.057 21.194 59.775 c s 38.944 59.275 m 38.53 59.992 37.613 60.238 36.895 59.824 c 36.178 59.409 35.932 58.492 36.346 57.775 c 36.76 57.058 37.678 56.812 38.395 57.226 c 39.113 57.64 39.358 58.557 38.944 59.275 c s 51.145 58.601 m 50.317 58.601 49.645 57.929 49.645 57.101 c 49.645 56.273 50.317 55.601 51.145 55.601 c 51.974 55.601 52.645 56.273 52.645 57.101 c 52.645 57.929 51.974 58.601 51.145 58.601 c s 4.395 58.601 m 3.567 58.601 2.895 57.929 2.895 57.101 c 2.895 56.273 3.567 55.601 4.395 55.601 c 5.224 55.601 5.895 56.273 5.895 57.101 c 5.895 57.929 5.224 58.601 4.395 58.601 c s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Rope.side) (Rope.side) 1 4.6 60.9998 33.3999 [ %AI3_Tile (0 O 0 R 0 0 0 1 k 0 0 0 1 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 1 j 0.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 24.9999 7 m 15.6521 4.663 8.125 8.6981 1 14.1407 C S 36.9999 7 m 22.3477 3.337 12.168 15.3276 1 23.859 C S 48.9999 7 m 29.3464 2.0866 17.7386 25.3332 1 30.6213 C S 1 30.9999 m 24.9999 36.9999 36.9999 1 60.9998 7 C S 13 30.9999 m 32.6534 35.9133 44.2611 12.6667 60.9998 7.3786 C S 24.9999 30.9999 m 39.652 34.6629 49.8317 22.6722 60.9998 14.1407 C S 36.9999 30.9999 m 46.3476 33.3369 53.8749 29.3018 60.9998 23.859 C S 48.9999 30.9999 m 53.3464 32.0865 57.2978 31.7908 60.9998 30.6213 C S 13 7 m 8.6535 5.9134 4.7019 6.2091 1 7.3786 C S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Scales) (Scales) 1.6 9.3475 48.088 55.8355 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 9.3475 m 1.6 55.8355 L 48.088 55.8355 L 48.088 9.3475 L 1.6 9.3475 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 17.0956 9.3475 m 12.8162 9.3475 9.3475 5.8787 9.3475 1.6 C 9.3475 5.8787 5.8787 9.3475 1.6 9.3475 C 1.6 13.6262 5.0687 17.095 9.3475 17.095 c 13.6268 17.095 17.0956 13.6262 17.0956 9.3475 C s 32.5918 9.3475 m 28.3125 9.3475 24.8437 5.8787 24.8437 1.6 C 24.8437 5.8787 21.3743 9.3475 17.0956 9.3475 C 17.0956 13.6262 20.5644 17.095 24.8437 17.095 c 29.1224 17.095 32.5918 13.6262 32.5918 9.3475 C s 48.088 9.3475 m 43.8087 9.3475 40.3399 5.8787 40.3399 1.6 C 40.3399 5.8787 36.8705 9.3475 32.5918 9.3475 C 32.5918 13.6262 36.0606 17.095 40.3399 17.095 c 44.6186 17.095 48.088 13.6262 48.088 9.3475 C s 17.0956 40.3393 m 12.8162 40.3393 9.3475 36.8699 9.3475 32.5912 C 9.3475 36.8699 5.8787 40.3393 1.6 40.3393 C 1.6 44.6181 5.0687 48.0874 9.3475 48.0874 c 13.6268 48.0874 17.0956 44.6181 17.0956 40.3393 C s 17.0956 24.8431 m 12.8162 24.8431 9.3475 21.3743 9.3475 17.095 C 9.3475 21.3743 5.8787 24.8431 1.6 24.8431 C 1.6 29.1218 5.0687 32.5912 9.3475 32.5912 c 13.6268 32.5912 17.0956 29.1218 17.0956 24.8431 C s 32.5918 24.8431 m 28.3125 24.8431 24.8437 21.3743 24.8437 17.095 C 24.8437 21.3743 21.3743 24.8431 17.0956 24.8431 C 17.0956 29.1218 20.5644 32.5912 24.8437 32.5912 c 29.1224 32.5912 32.5918 29.1218 32.5918 24.8431 C s 48.088 24.8431 m 43.8087 24.8431 40.3399 21.3743 40.3399 17.095 C 40.3399 21.3743 36.8705 24.8431 32.5918 24.8431 C 32.5918 29.1218 36.0606 32.5912 40.3399 32.5912 c 44.6186 32.5912 48.088 29.1218 48.088 24.8431 C s 32.5918 40.3393 m 28.3125 40.3393 24.8437 36.8699 24.8437 32.5912 C 24.8437 36.8699 21.3743 40.3393 17.0956 40.3393 C 17.0956 44.6181 20.5644 48.0874 24.8437 48.0874 c 29.1224 48.0874 32.5918 44.6181 32.5918 40.3393 C s 48.088 40.3393 m 43.8087 40.3393 40.3399 36.8699 40.3399 32.5912 C 40.3399 36.8699 36.8705 40.3393 32.5918 40.3393 C 32.5918 44.6181 36.0606 48.0874 40.3399 48.0874 c 44.6186 48.0874 48.088 44.6181 48.088 40.3393 C s 17.0956 55.8355 m 12.8162 55.8355 9.3475 52.3662 9.3475 48.0874 C 9.3475 52.3662 5.8787 55.8355 1.6 55.8355 C 1.6 60.1143 5.0687 63.5836 9.3475 63.5836 c 13.6268 63.5836 17.0956 60.1143 17.0956 55.8355 C s 32.5918 55.8355 m 28.3125 55.8355 24.8437 52.3662 24.8437 48.0874 C 24.8437 52.3662 21.3743 55.8355 17.0956 55.8355 C 17.0956 60.1143 20.5644 63.5836 24.8437 63.5836 c 29.1224 63.5836 32.5918 60.1143 32.5918 55.8355 C s 48.088 55.8355 m 43.8087 55.8355 40.3399 52.3662 40.3399 48.0874 C 40.3399 52.3662 36.8705 55.8355 32.5918 55.8355 C 32.5918 60.1143 36.0606 63.5836 40.3399 63.5836 c 44.6186 63.5836 48.088 60.1143 48.088 55.8355 C s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (SolidStar.side) (SolidStar.side) 1 1 33.0117 33.0117 [ %AI3_Tile (0 O 0 R 0.05 0.2 0.95 0 k 0.05 0.2 0.95 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 7.9689 26.0458 m 14.5331 22.9874 l 17.0095 29.7904 L 19.4859 22.9874 l 26.0473 26.0458 l 22.9889 19.4815 l 29.792 17.0052 l 22.9889 14.5288 l 26.0473 7.9674 l 19.4859 11.0257 l 17.0095 4.2226 l 14.5305 11.0257 l 7.9689 7.9674 l 11.0273 14.5288 l 4.2242 17.0052 l 11.0273 19.4843 L 7.9689 26.0458 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Stars) (Stars) 1 1 63.384 84.766 [ %AI3_Tile (0 O 0 R 1 0.9 0.1 0 k 1 0.9 0.1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 84.766 L 63.384 84.766 L 63.384 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.25 1 0 k 0 0.25 1 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 37.668 67.113 m 43.924 62.567 L 41.535 55.213 L 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L f 16.596 59.757 m 22.851 55.212 L 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L f 20.462 20.683 m 26.719 25.229 L 18.985 25.229 L 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L f 38.447 34.271 m 36.058 41.625 L 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L f 51.657 20.683 m 57.914 25.229 L 50.18 25.229 L 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L f *U 1 XR 34.581 4.288 m 32.192 11.643 L 29.803 4.289 L 22.069 4.289 L 26.5962 1 L 37.7885 1 L 42.315 4.288 L 34.581 4.288 L f 53.261 4.289 m 57.7882 1 L 63.384 1 L 63.384 11.643 L 60.995 4.289 L 53.261 4.289 L f 4.866 41.625 m 11.123 46.171 L 3.389 46.171 L 1 53.526 L 1 38.816 L 7.255 34.271 L 4.866 41.625 L f 36.058 41.625 m 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L 36.058 41.625 L f 53.261 46.172 m 59.517 41.626 L 57.128 34.272 L 63.384 38.816 L 63.384 53.526 L 60.995 46.172 L 53.261 46.172 L f 4.866 83.508 m 6.5974 84.766 L 1 84.766 L 1 80.699 L 7.255 76.154 L 4.866 83.508 L f 25.936 76.155 m 32.192 80.699 L 38.447 76.154 L 36.058 83.508 L 37.7895 84.766 L 26.5951 84.766 L 28.325 83.509 L 25.936 76.155 L f 22.851 55.212 m 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L 22.851 55.212 L f 41.535 55.213 m 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L 43.924 62.567 L 41.535 55.213 L f 50.18 25.229 m 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L 57.914 25.229 L 50.18 25.229 L f 18.985 25.229 m 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L 26.719 25.229 L 18.985 25.229 L f 3.388 4.289 m 1 11.643 L 1 1 L 6.5948 1 L 11.122 4.289 L 3.388 4.289 L f 57.128 76.154 m 63.384 80.699 L 63.384 84.766 L 57.7855 84.766 L 59.517 83.508 L 57.128 76.154 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Stripes) (Stripes) 8.45 4.6001 80.45 76.6001 [ %AI3_Tile (0 O 0 R 1 0.07 1 0 k 1 0.07 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 3.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 8.2 8.2 m 80.7 8.2 L S 8.2 22.6001 m 80.7 22.6001 L S 8.2 37.0002 m 80.7 37.0002 L S 8.2 51.4 m 80.7 51.4 L S 8.2 65.8001 m 80.7 65.8001 L S 8.2 15.4 m 80.7 15.4 L S 8.2 29.8001 m 80.7 29.8001 L S 8.2 44.2 m 80.7 44.2 L S 8.2 58.6001 m 80.7 58.6001 L S 8.2 73.0002 m 80.7 73.0002 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TriBevel.outer) (TriBevel.outer) 1 1.0004 31.6124 31.6127 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6118 5.4917 m 27.1221 5.4917 L 27.1205 1.0011 L 27.8031 1.0011 L 27.8031 4.8091 L 31.6118 4.8091 L 31.6118 5.4917 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 9.5062 m 23.1111 9.5062 L 23.1111 1.0015 L 27.1205 1.0015 L 27.1205 5.493 L 31.6144 5.493 L 31.6149 9.5062 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 10.485 m 22.1297 10.485 L 22.1292 1.0015 L 23.1084 1.0015 L 23.1084 9.5049 L 31.6124 9.5049 L 31.6124 10.485 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6129 17.2066 m 15.4064 17.2085 L 15.4064 1 L 22.1301 1 L 22.1301 10.4868 L 31.6129 10.4868 L 31.6129 17.2066 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 18.3658 m 14.2517 18.3658 L 14.2515 1.0009 L 15.4043 1.0009 L 15.4043 17.2093 L 31.6149 17.2093 L 31.6149 18.3658 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 30.4755 m 2.1395 30.4755 L 2.1395 1.0015 L 14.249 1 L 14.249 18.366 L 31.6149 18.366 L 31.6124 30.4755 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.6 k 0 0 0 0.6 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.4066 16.847 m 14.2778 18.3257 l 15.4066 17.2057 l 15.4066 16.847 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 23.1095 9.1906 m 22.1759 10.4392 l 23.1082 9.505 l 23.1095 9.1906 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 27.8039 4.6026 m 27.1619 5.4533 l 27.8029 4.8093 l 27.8039 4.6026 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TriBevel.side) (TriBevel.side) 1.0006 1 29.0006 31.6124 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29 4.8087 m 29 4.8087 L 29.0026 5.4927 L 1.0026 5.4927 L 1 4.8087 L 1 4.8087 L 29 4.8087 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0026 5.4927 m 29.0005 9.5045 L 1.0005 9.5045 L 1.0026 5.4927 L 29.0026 5.4927 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0005 9.5045 m 29.0011 10.4865 L 1.0011 10.4865 L 1.0005 9.5045 L 29.0005 9.5045 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0011 10.4865 m 29.003 17.209 L 1.003 17.209 L 1.0011 10.4865 L 29.0011 10.4865 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.003 17.209 m 29.0031 18.3656 L 1.0031 18.3656 L 1.003 17.209 L 29.003 17.209 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0031 18.3656 m 29.0006 30.4752 L 1.0006 30.4752 L 1.0031 18.3656 L 29.0031 18.3656 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Waves-scroll) (Waves-scroll) 17.926 10.516 68.663 69.012 [ %AI3_Tile (0 O 0 R 1 0 0.3 0 k 1 0 0.3 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 17.926 69.012 m 17.926 10.516 L 68.663 10.516 L 68.663 69.012 L 17.926 69.012 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.55 0 0 0 k 0.55 0 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.75 w 4 M []0 d %AI3_Note: 0 D 0 XR 65.335 70.465 m 65.881 68.746 67.444 68.168 68.663 69.012 C 67.538 69.668 68.011 71.255 69.686 70.933 c 72.124 70.464 71.894 67.213 70.53 65.589 c 68.561 63.245 64.565 60.995 53.241 71.117 C S 39.964 70.465 m 40.511 68.746 42.074 68.168 43.293 69.012 C 42.168 69.668 42.64 71.255 44.316 70.933 c 46.753 70.464 46.524 67.213 45.16 65.589 c 43.191 63.245 39.195 60.995 27.87 71.117 c S 14.594 70.465 m 15.141 68.746 16.704 68.168 17.923 69.012 C 16.798 69.668 17.27 71.255 18.945 70.933 c 21.382 70.464 21.153 67.213 19.789 65.589 c 17.821 63.245 13.825 60.995 2.5 71.117 c S 10.959 51.619 m 22.282 41.497 26.278 43.747 28.247 46.09 c 29.611 47.715 29.841 50.965 27.403 51.434 c 25.728 51.757 25.255 50.169 26.38 49.513 C 25.161 48.669 23.599 49.248 23.052 50.966 c 22.723 51.997 23.38 53.966 24.872 54.903 c 27.267 56.406 31.371 56.05 36.328 51.619 c 47.653 41.497 51.649 43.746 53.618 46.09 c 54.982 47.715 55.212 50.965 52.774 51.434 c 51.099 51.757 50.626 50.169 51.751 49.513 C 50.532 48.669 48.97 49.248 48.423 50.966 c 48.094 51.997 48.751 53.966 50.243 54.903 c 52.638 56.406 56.742 56.05 61.699 51.619 C 73.024 41.497 77.02 43.747 78.988 46.09 c S 70.156 32.12 m 65.199 36.551 61.095 36.907 58.7 35.404 c 57.208 34.468 56.552 32.499 56.88 31.468 c 57.427 29.749 58.99 29.171 60.208 30.015 C 59.083 30.671 59.556 32.258 61.231 31.936 c 63.669 31.467 63.439 28.216 62.075 26.592 c 60.106 24.248 56.11 21.998 44.786 32.12 C 39.829 36.551 35.725 36.907 33.33 35.404 c 31.838 34.468 31.182 32.499 31.51 31.468 c 32.056 29.749 33.619 29.171 34.838 30.015 C 33.713 30.671 34.186 32.258 35.861 31.936 c 38.299 31.467 38.069 28.216 36.705 26.592 c 34.737 24.248 30.74 21.998 19.415 32.12 c 14.458 36.551 10.354 36.907 7.96 35.404 c S 19.792 7.094 m 21.157 8.719 21.386 11.968 18.949 12.437 c 17.274 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411.0978 328.5449 L S 411.0978 327.3449 m 411.0978 327.1049 L S 411.0978 325.9049 m 411.0978 325.6649 L S 411.0978 324.4649 m 411.0978 324.2249 L S 411.0978 323.0249 m 411.0978 322.7849 L S 411.0978 321.5849 m 411.0978 321.3449 L S 411.0978 320.1449 m 411.0978 319.9049 L S 411.0978 318.7049 m 411.0978 318.4649 L S 411.0978 317.2649 m 411.0978 317.0249 L S 411.0978 315.8249 m 411.0978 315.5849 L S 411.0978 314.3849 m 411.0978 314.1449 L S 411.0978 312.9449 m 411.0978 312.7049 L S 411.0978 311.5049 m 411.0978 311.2649 L S 411.0978 310.0649 m 411.0978 309.8249 L S 411.0978 308.6249 m 411.0978 308.3849 L S 411.0978 307.1849 m 411.0978 306.9449 L S 411.0978 305.7449 m 411.0978 305.5049 L S 411.0978 304.3049 m 411.0978 304.0649 L S 411.0978 302.8649 m 411.0978 302.6249 L S 411.0978 301.4249 m 411.0978 301.1849 L S 411.0978 299.9849 m 411.0978 299.7449 L S 411.0978 298.5449 m 411.0978 298.3049 L S 411.0978 297.1049 m 411.0978 296.8649 L S 411.0978 295.6649 m 411.0978 295.4249 L S 411.0978 294.2249 m 411.0978 293.9849 L S 411.0978 292.7849 m 411.0978 292.5449 L S 411.0978 291.3449 m 411.0978 291.1049 L S 411.0978 289.9049 m 411.0978 289.6649 L S 411.0978 288.4649 m 411.0978 288.2249 L S 411.0978 287.0249 m 411.0978 286.7849 L S 411.0978 285.5849 m 411.0978 285.3449 L S 411.0978 284.1449 m 411.0978 283.9049 L S 411.0978 282.7049 m 411.0978 282.4649 L S 411.0978 281.2649 m 411.0978 281.0249 L S 411.0978 279.8249 m 411.0978 279.5849 L S 411.0978 278.3849 m 411.0978 278.1449 L S 411.0978 276.9449 m 411.0978 276.7049 L S 411.0978 275.5049 m 411.0978 275.3849 L S 467.7378 360.4649 m 467.7378 360.2249 L S 467.7378 359.0249 m 467.7378 358.7849 L S 467.7378 357.5849 m 467.7378 357.3449 L S 467.7378 356.1449 m 467.7378 355.9049 L S 467.7378 354.7049 m 467.7378 354.4649 L S 467.7378 353.2649 m 467.7378 353.0249 L S 467.7378 351.8249 m 467.7378 351.5849 L S 467.7378 350.3849 m 467.7378 350.1449 L S 467.7378 348.9449 m 467.7378 348.7049 L S 467.7378 347.5049 m 467.7378 347.2649 L S 467.7378 346.0649 m 467.7378 345.8249 L S 467.7378 344.6249 m 467.7378 344.3849 L S 467.7378 343.1849 m 467.7378 342.9449 L S 467.7378 341.7449 m 467.7378 341.5049 L S 467.7378 340.3049 m 467.7378 340.0649 L S 467.7378 338.8649 m 467.7378 338.6249 L S 467.7378 337.4249 m 467.7378 337.1849 L S 467.7378 335.9849 m 467.7378 335.7449 L S 467.7378 334.5449 m 467.7378 334.3049 L S 467.7378 333.1049 m 467.7378 332.8649 L S 467.7378 331.6649 m 467.7378 331.4249 L S 467.7378 330.2249 m 467.7378 329.9849 L S 467.7378 328.7849 m 467.7378 328.5449 L S 467.7378 327.3449 m 467.7378 327.1049 L S 467.7378 325.9049 m 467.7378 325.6649 L S 467.7378 324.4649 m 467.7378 324.2249 L S 467.7378 323.0249 m 467.7378 322.7849 L S 467.7378 321.5849 m 467.7378 321.3449 L S 467.7378 320.1449 m 467.7378 319.9049 L S 467.7378 318.7049 m 467.7378 318.4649 L S 467.7378 317.2649 m 467.7378 317.0249 L S 467.7378 315.8249 m 467.7378 315.5849 L S 467.7378 314.3849 m 467.7378 314.1449 L S 467.7378 312.9449 m 467.7378 312.7049 L S 467.7378 311.5049 m 467.7378 311.2649 L S 467.7378 310.0649 m 467.7378 309.8249 L S 467.7378 308.6249 m 467.7378 308.3849 L S 467.7378 307.1849 m 467.7378 306.9449 L S 467.7378 305.7449 m 467.7378 305.5049 L S 467.7378 304.3049 m 467.7378 304.0649 L S 467.7378 302.8649 m 467.7378 302.6249 L S 467.7378 301.4249 m 467.7378 301.1849 L S 467.7378 299.9849 m 467.7378 299.7449 L S 467.7378 298.5449 m 467.7378 298.3049 L S 467.7378 297.1049 m 467.7378 296.8649 L S 467.7378 295.6649 m 467.7378 295.4249 L S 467.7378 294.2249 m 467.7378 293.9849 L S 467.7378 292.7849 m 467.7378 292.5449 L S 467.7378 291.3449 m 467.7378 291.1049 L S 467.7378 289.9049 m 467.7378 289.6649 L S 467.7378 288.4649 m 467.7378 288.2249 L S 467.7378 287.0249 m 467.7378 286.7849 L S 467.7378 285.5849 m 467.7378 285.3449 L S 467.7378 284.1449 m 467.7378 283.9049 L S 467.7378 282.7049 m 467.7378 282.4649 L S 467.7378 281.2649 m 467.7378 281.0249 L S 467.7378 279.8249 m 467.7378 279.5849 L S 467.7378 278.3849 m 467.7378 278.1449 L S 467.7378 276.9449 m 467.7378 276.7049 L S 467.7378 275.5049 m 467.7378 275.3849 L S 524.3778 388.7849 m 524.3778 388.5449 L S 524.3778 387.3449 m 524.3778 387.1049 L S 524.3778 385.9049 m 524.3778 385.6649 L S 524.3778 384.4649 m 524.3778 384.2249 L S 524.3778 383.0249 m 524.3778 382.7849 L S 524.3778 381.5849 m 524.3778 381.3449 L S 524.3778 380.1449 m 524.3778 379.9049 L S 524.3778 378.7049 m 524.3778 378.4649 L S 524.3778 377.2649 m 524.3778 377.0249 L S 524.3778 375.8249 m 524.3778 375.5849 L S 524.3778 374.3849 m 524.3778 374.1449 L S 524.3778 372.9449 m 524.3778 372.7049 L S 524.3778 371.5049 m 524.3778 371.2649 L S 524.3778 370.0649 m 524.3778 369.8249 L S 524.3778 368.6249 m 524.3778 368.3849 L S 524.3778 367.1849 m 524.3778 366.9449 L S 524.3778 365.7449 m 524.3778 365.5049 L S 524.3778 364.3049 m 524.3778 364.0649 L S 524.3778 362.8649 m 524.3778 362.6249 L S 524.3778 361.4249 m 524.3778 361.1849 L S 524.3778 359.9849 m 524.3778 359.7449 L S 524.3778 358.5449 m 524.3778 358.3049 L S 524.3778 357.1049 m 524.3778 356.8649 L S 524.3778 355.6649 m 524.3778 355.4249 L S 524.3778 354.2249 m 524.3778 353.9849 L S 524.3778 352.7849 m 524.3778 352.5449 L S 524.3778 351.3449 m 524.3778 351.1049 L S 524.3778 349.9049 m 524.3778 349.6649 L S 524.3778 348.4649 m 524.3778 348.2249 L S 524.3778 347.0249 m 524.3778 346.7849 L S 524.3778 345.5849 m 524.3778 345.3449 L S 524.3778 344.1449 m 524.3778 343.9049 L S 524.3778 342.7049 m 524.3778 342.4649 L S 524.3778 341.2649 m 524.3778 341.0249 L S 524.3778 339.8249 m 524.3778 339.5849 L S 524.3778 338.3849 m 524.3778 338.1449 L S 524.3778 336.9449 m 524.3778 336.7049 L S 524.3778 335.5049 m 524.3778 335.2649 L S 524.3778 334.0649 m 524.3778 333.8249 L S 524.3778 332.6249 m 524.3778 332.3849 L S 524.3778 331.1849 m 524.3778 330.9449 L S 524.3778 329.7449 m 524.3778 329.5049 L S 524.3778 328.3049 m 524.3778 328.0649 L S 524.3778 326.8649 m 524.3778 326.6249 L S 524.3778 325.4249 m 524.3778 325.1849 L S 524.3778 323.9849 m 524.3778 323.7449 L S 524.3778 322.5449 m 524.3778 322.3049 L S 524.3778 321.1049 m 524.3778 320.8649 L S 524.3778 319.6649 m 524.3778 319.4249 L S 524.3778 318.2249 m 524.3778 317.9849 L S 524.3778 316.7849 m 524.3778 316.5449 L S 524.3778 315.3449 m 524.3778 315.1049 L S 524.3778 313.9049 m 524.3778 313.6649 L S 524.3778 312.4649 m 524.3778 312.2249 L S 524.3778 311.0249 m 524.3778 310.7849 L S 524.3778 309.5849 m 524.3778 309.3449 L S 524.3778 308.1449 m 524.3778 307.9049 L S 524.3778 306.7049 m 524.3778 306.4649 L S 524.3778 305.2649 m 524.3778 305.0249 L S 524.3778 303.8249 m 524.3778 303.5849 L S 524.3778 302.3849 m 524.3778 302.1449 L S 524.3778 300.9449 m 524.3778 300.7049 L S 524.3778 299.5049 m 524.3778 299.2649 L S 524.3778 298.0649 m 524.3778 297.8249 L S 524.3778 296.6249 m 524.3778 296.3849 L S 524.3778 295.1849 m 524.3778 294.9449 L S 524.3778 293.7449 m 524.3778 293.5049 L S 524.3778 292.3049 m 524.3778 292.0649 L S 524.3778 290.8649 m 524.3778 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3598 a(\(15\)) p 337 3598 a(b) n(y) p 452 3598 a(equating) p Fj 791 3598 a(w) p Fn 852 3598 a(\() p Fj(k) p Fn 930 3598 a(\)) p 986 3598 a(=) p Fj 1074 3598 a(w) p Fn 1135 3598 a(\() p Fj(k) p Fn 1232 3598 a(+) p 1315 3552 39 4 v Fj 1315 3598 a(s) p Fi 1354 3610 a(k) p Fn 1395 3598 a(\)) p 1455 3598 a(and) p 1616 3598 a(so) p 1718 3598 a(on.) p Fj 165 3845 a(w) p Fs 226 3810 a(\003) p Fn 298 3845 a(=) p Fg 396 3696 a(s) p 479 3696 1266 4 v Fn 489 3788 a(1) p 489 3826 42 4 v 489 3902 a(4) 559 3845 y(+) 690 3788 y(1) p 652 3826 118 4 v 652 3902 a(3) p Fj(N) p Fg 793 3728 a(\022) p Fj 921 3788 a(max) p Fi 1085 3800 a(th) p Fh 1172 3788 a(\000) p Fj 1255 3788 a(min) p Fi 1407 3800 a(th) p 864 3826 667 4 v Fj 864 3902 a(max) p Fi 1028 3914 a(p) p Fn 1067 3902 a(\() p 1099 3856 41 4 v Fj(q) p Fs 1139 3870 a(\003) p Fh 1196 3902 a(\000) p Fj 1279 3902 a(min) p Fi 1431 3914 a(th) p Fn 1498 3902 a(\)) 1559 3845 y(+) p 1642 3845 a(1) p Fg 1684 3728 a(\023) p Fh 396 4084 a(\000) p Fn 471 4028 a(1) p 471 4065 42 4 v 471 4141 a(2) 1833 4084 y(\(16\)) p Fj 187 4237 a(q) p Fs 227 4203 a(\003) p Fn 298 4237 a(=) p Fj 396 4237 a(N) p 486 4237 a(w) p Fs 547 4203 a(\003) p Fh 604 4237 a(\000) p Fj 687 4237 a(B) p 768 4237 a(\034) p Fn 1833 4237 a(\(17\)) p 187 4314 41 4 v Fj 187 4359 a(q) p Fs 227 4325 a(\003) p Fn 298 4359 a(=) p Fj 396 4359 a(q) p Fs 436 4325 a(\003) p Fn 1833 4359 a(\(18\)) 0 4519 y(Note) p 209 4519 a(that) p Fj 397 4519 a(w) p Fs 458 4489 a(\003) p Fn 532 4519 a(do) r(es) p 728 4519 a(not) p 883 4519 a(represen) n(t) p 1250 4519 a(the) p 1401 4519 a(a) n(v) n(erage) p 1707 4519 a(windo) n(w) 0 4617 y(size) p 154 4617 a(in) p 248 4617 a(steady) p 506 4617 a(state.) p 741 4617 a(Instead,) p 1055 4617 a(it) p 1135 4617 a(represen) n(ts) p 1523 4617 a(the) p 1663 4617 a(exp) r(ected) 0 4714 y(v) p 39 4714 a(alue) p 211 4714 a(of) p 301 4714 a(the) p Fm 440 4714 a(minimum) p Fn 810 4714 a(windo) n(w) p 1108 4714 a(size) p 1262 4714 a(since) p Fj 1461 4714 a(w) p Fs 1522 4684 a(\003) p Fn 1585 4714 a(is) p 1664 4714 a(the) p 1803 4714 a(equi-) 0 4812 y(librium) p 300 4812 a(v) p 339 4812 a(alue) p 525 4812 a(of) p 629 4812 a(the) p 781 4812 a(windo) n(w) p 1093 4812 a(size) p 1260 4812 a(at) p 1371 4812 a(the) p 1524 4812 a(b) r(eginning) p 1914 4812 a(of) 0 4909 y(a) p 78 4909 a(sequence) p 432 4909 a(\(see) p 607 4909 a(Fig.) p 786 4909 a(2\).) p 947 4909 a(The) p 1127 4909 a(a) n(v) n(erage) p 1434 4909 a(windo) n(w) p 1745 4909 a(size) p 1912 4909 a(in) 0 5006 y(steady) p 261 5006 a(state) p 464 5006 a(is) p 548 5006 a(obtained) p 889 5006 a(from) p Fj 1086 5006 a(w) p Fs 1147 4976 a(\003) p Fn 1213 5006 a(as) 74 5275 y(lim) p Fi 47 5330 a(k) p Fs 83 5330 a(!1) p Fg 240 5127 a(P) p 328 5112 36 4 v Fi 328 5147 a(s) 328 5214 y(i) p Fy(=0) p Fj 453 5189 a(w) p Fn 514 5189 a(\() p Fj(k) p Fn 612 5189 a(+) p Fj 695 5189 a(i) p Fn(\)) p Fg 770 5097 a(\020) p Fj 819 5189 a(\034) p Fn 883 5189 a(+) p Fi 976 5149 a(q) p Fy 1008 5149 a(\() p Fi(k) p Fy 1070 5149 a(+) p Fi(i) p Fy(\)) p 976 5170 196 4 v Fi 1047 5218 a(B) p Fg 1182 5097 a(\021) p 240 5256 991 4 v 398 5299 a(P) p 486 5285 36 4 v Fi 486 5320 a(s) 486 5387 y(i) p Fy(=0) p Fg 611 5270 a(\020) p Fj 661 5362 a(\034) p Fn 725 5362 a(+) p Fi 818 5321 a(q) p Fy 850 5321 a(\() p Fi(k) p Fy 912 5321 a(+) p Fi(i) p Fy(\)) p 818 5343 196 4 v Fi 889 5390 a(B) p Fg 1024 5270 a(\021) p Fh 1274 5275 a(') p Fn 1382 5219 a(3) p Fj(w) p Fs 1485 5189 a(\003) p 1382 5256 142 4 v Fn 1432 5332 a(2) p Fh 1552 5275 a(\000) p Fn 1635 5275 a(1) p 1833 5275 a(\(19\)) 0 5549 y(where) p Fj 243 5549 a(q) p Fn 283 5549 a(\() p Fj(k) p Fn 382 5549 a(+) p Fj 467 5549 a(i) p Fn(\)) p 559 5549 a(is) p 646 5549 a(appro) n(ximated) p 1175 5549 a(b) n(y) p Fj 1294 5549 a(q) p Fn 1334 5549 a(\() p Fj(k) p Fn 1412 5549 a(\)) p 1475 5549 a(for) p 1606 5549 a(0) p Fh 1676 5549 a(\024) p Fj 1769 5549 a(i) p Fh 1826 5549 a(\024) p 1919 5503 39 4 v Fj 1919 5549 a(s) p Fn(.) 0 5646 y(Note) p 202 5646 a(that) p 383 5646 a(solving) p 663 5646 a(Eqs.) p 848 5646 a(\(16\)) p 1024 5646 a(and) p 1187 5646 a(\(17\)) p 1363 5646 a(giv) n(es) p 1568 5646 a(closed-form) 0 5744 y(solutions) p 354 5744 a(for) p Fj 488 5744 a(w) p Fs 549 5714 a(\003) p Fn 622 5744 a(and) p Fj 791 5744 a(q) p Fs 831 5714 a(\003) p Fn 869 5744 a(.) p 950 5744 a(Ho) n(w) n(ev) n(er,) p 1317 5744 a(w) n(e) p 1446 5744 a(do) p 1568 5744 a(not) p 1723 5744 a(include) 0 5841 y(here) p 180 5841 a(b) r(ecause) p 487 5841 a(those) p 705 5841 a(are) p 843 5841 a(length) n(y) p 1104 5841 a(.) p Ft 2170 504 a(4.) p 2340 504 a(Stabilit) m(y) p 2726 504 a(and) p 2910 504 a(T) p 2968 504 a(ransien) m(t) p 3334 504 a(Beha) m(vior) p Fn 2170 727 a(In) p 2280 727 a(this) p 2448 727 a(section,) p 2755 727 a(w) n(e) p 2883 727 a(analyze) p 3187 727 a(stabilit) n(y) p 3516 727 a(and) p 3683 727 a(transien) n(t) p 4038 727 a(b) r(e-) 2170 825 y(ha) n(vior) p 2442 825 a(of) p 2555 825 a(the) p 2716 825 a(net) n(w) n(ork) p 3051 825 a(using) p 3286 825 a(a) p 3374 825 a(con) n(trol) p 3671 825 a(theoretic) p 4036 825 a(ap-) 2170 922 y(proac) n(h.) p 2513 922 a(Since) p 2743 922 a(incoming) p 3111 922 a(tra\016c) p 3365 922 a(at) p 3480 922 a(the) p 3636 922 a(RED) p 3858 922 a(gatew) n(a) n(y) 2170 1020 y(is) p 2253 1020 a(\015o) n(w-con) n (trolled) p 2810 1020 a(b) n(y) p 2925 1020 a(the) p 3067 1020 a(congestion) p 3473 1020 a(con) n(trol) p 3752 1020 a(mec) n(hanism) 2170 1117 y(of) p 2263 1117 a(TCP) p 2433 1117 a(,) p 2481 1117 a(the) p 2622 1117 a(windo) n(w) p 2922 1117 a(size) p 3077 1117 a(of) p 3170 1117 a(a) p 3237 1117 a(source) p 3489 1117 a(host) p 3668 1117 a(oscillates) p 4017 1117 a(and) 2170 1215 y(nev) n(er) p 2393 1215 a(con) n(v) n(erges) p 2767 1215 a(to) p 2870 1215 a(a) p 2941 1215 a(equilibrium) p 3383 1215 a(v) p 3422 1215 a(alue.) p 3635 1215 a(The) p 3807 1215 a(op) r(eration) 2170 1312 y(of) p 2269 1312 a(the) p 2416 1312 a(RED) p 2628 1312 a(gatew) n(a) n(y) p 2953 1312 a(c) n(hanges) p 3264 1312 a(b) n(y) p 3383 1312 a(a) p 3457 1312 a(probabilit) n(y) p 3848 1312 a(,) p 3902 1312 a(so) p 4008 1312 a(it) p 4095 1312 a(is) 2170 1410 y(di\016cult) p 2474 1410 a(to) p 2574 1410 a(analyze) p 2871 1410 a(its) p 2986 1410 a(stabilit) n(y) p 3308 1410 a(and) p 3468 1410 a(transien) n(t) p 3816 1410 a(b) r(eha) n(vior.) 2170 1507 y(W) p 2248 1507 a(e) p 2321 1507 a(therefore) p 2677 1507 a(fo) r(cus) p 2897 1507 a(on) p 3020 1507 a(their) p Fm 3226 1507 a(aver) l(age) p 3532 1507 a(b) l(ehaviors) p Fn 3899 1507 a(b) n(y) p 4022 1507 a(uti-) 2170 1604 y(lizing) p 2392 1604 a(the) p 2536 1604 a(a) n(v) n(erage) p 2834 1604 a(state) p 3038 1604 a(transition) p 3418 1604 a(equations) p 3790 1604 a(deriv) n(ed) p 4082 1604 a(in) 2170 1702 y(Section) p 2470 1702 a(3.) p 2599 1702 a(In) p 2711 1702 a(particular,) p 3129 1702 a(w) n(e) p 3261 1702 a(deriv) n(e) p 3514 1702 a(the) p 3666 1702 a(stabilit) n(y) p 3999 1702 a(con-) 2170 1799 y(dition) p 2411 1799 a(and) p 2573 1799 a(the) p 2717 1799 a(transien) n(t) p 3067 1799 a(p) r(erformance) p 3544 1799 a(index) p 3769 1799 a(of) p 3864 1799 a(the) p 4008 1799 a(net-) 2170 1897 y(w) n(ork) p 2373 1897 a(b) n(y) p 2489 1897 a(considering) p 2923 1897 a(the) p 3067 1897 a(a) n(v) n(erage) p 3365 1897 a(b) r(eha) n(viors) p 3737 1897 a(of) p 3831 1897 a(the) p 3975 1897 a(TCP) 2170 1994 y(connections) p 2618 1994 a(and) p 2779 1994 a(the) p 2922 1994 a(RED) p 3131 1994 a(gatew) n(a) n(y) p 3419 1994 a(.) 2335 2092 y(In) p 2434 2092 a(Section) p 2719 2092 a(2,) p 2806 2092 a(the) p 2944 2092 a(a) n(v) n(erage) p 3236 2092 a(state) p 3434 2092 a(transition) p 3807 2092 a(equations) 2170 2189 y(for) p 2290 2189 a(the) p 2426 2189 a(discrete-time) p 2913 2189 a(system) p 3181 2189 a(illustrated) p 3572 2189 a(b) n(y) p 3680 2189 a(Fig.) p 3842 2189 a(1) p 3904 2189 a(are) p 4036 2189 a(ob-) 2170 2287 y(tained) p 2427 2287 a(in) p 2527 2287 a(Eqs.) p 2714 2287 a(\(12\),) p 2916 2287 a(\(13\),) p 3118 2287 a(and) p 3282 2287 a(\(15\).) p 3499 2287 a(The) p 3673 2287 a(a) n(v) n(erage) p 3974 2287 a(equi-) 2170 2384 y(librium) p 2470 2384 a(v) p 2509 2384 a(alues) p 2727 2384 a(of) p 2831 2384 a(the) p 2983 2384 a(system) p 3268 2384 a(states) p 3514 2384 a(are) p 3662 2384 a(also) p 3837 2384 a(obtained) 2170 2481 y(in) p 2270 2481 a(Eqs.) p 2504 2481 a(\(16\){\(18\).) p 2911 2481 a(Let) p 3063 2481 a(us) p 3173 2481 a(in) n(tro) r(duce) p Fj 3545 2481 a(\016) p Ft 3585 2481 a(x) p Fn 3636 2481 a(\() p Fj(k) p Fn 3714 2481 a(\)) p 3777 2481 a(as) p 3883 2481 a(the) p 4029 2481 a(dif-) 2170 2579 y(ference) p 2452 2579 a(b) r(et) n(w) n(een) p 2776 2579 a(the) p 2921 2579 a(state) p 3128 2579 a(v) n(ector) p Ft 3380 2579 a(x) p Fn(\() p Fj(k) p Fn 3508 2579 a(\)) p 3571 2579 a(and) p 3735 2579 a(the) p 3881 2579 a(a) n(v) n(erage) 2170 2676 y(equilibrium) p 2611 2676 a(p) r(oin) n(t.) p Fj 2335 2869 a(\016) p Ft 2375 2869 a(x) p Fn 2426 2869 a(\() p Fj(k) p Fn 2504 2869 a(\)) p Fh 2569 2869 a(\021) p Fn 2667 2869 a([) p Fj(w) p Fn 2751 2869 a(\() p Fj(k) p Fn 2829 2869 a(\)) p Fh 2881 2869 a(\000) p Fj 2964 2869 a(w) p Fs 3025 2834 a(\003) p Fj 3064 2869 a(;) p 3101 2869 a(q) p Fn 3141 2869 a(\() p Fj(k) p Fn 3219 2869 a(\)) p Fh 3269 2869 a(\000) p Fj 3352 2869 a(q) p Fs 3392 2834 a(\003) p Fj 3431 2869 a(;) p 3468 2823 41 4 v 3468 2869 a(q) p Fn 3508 2869 a(\() p Fj(k) p Fn 3586 2869 a(\)) p Fh 3636 2869 a(\000) p 3720 2823 V Fj 3720 2869 a(q) p Fs 3760 2834 a(\003) p Fn 3798 2869 a(]) p Fi 3821 2827 a(T) p Fn 4004 2869 a(\(20\)) 2335 3052 y(By) p 2482 3052 a(lineally) p 2787 3052 a(appro) n(ximating) p Fj 3357 3052 a(w) p Fn 3418 3052 a(\() p Fj(k) p Fn 3496 3052 a(\),) p Fj 3601 3052 a(q) p Fn 3641 3052 a(\() p Fj(k) p Fn 3719 3052 a(\),) p 3823 3052 a(and) p 4001 3007 V Fj 4001 3052 a(q) p Fn 4041 3052 a(\() p Fj(k) p Fn 4119 3052 a(\)) 2170 3150 y(around) p 2451 3150 a(their) p 2650 3150 a(a) n(v) n(erage) p 2948 3150 a(equilibrium) p 3388 3150 a(v) p 3427 3150 a(alues,) p Fj 3658 3150 a(\016) p Ft 3698 3150 a(x) p Fn 3749 3150 a(\() p Fj(k) p Fn 3845 3150 a(+) p 3928 3104 39 4 v Fj 3928 3150 a(s) p Fn(\)) p 4027 3150 a(can) 2170 3247 y(b) r(e) p 2283 3247 a(written) p 2574 3247 a(as) p Fj 2335 3431 a(\016) p Ft 2375 3431 a(x) p Fn 2426 3431 a(\() p Fj(k) p Fn 2522 3431 a(+) p 2605 3385 V Fj 2605 3431 a(s) p Fn(\)) p 2710 3431 a(=) p Ft 2808 3431 a(A) p Fj 2894 3431 a(\016) p Ft 2934 3431 a(x) p Fn(\() p Fj(k) p Fn 3062 3431 a(\)) 2170 3615 y(where) p Ft 2411 3615 a(A) p Fn 2513 3615 a(is) p 2597 3615 a(a) p 2668 3615 a(state) p 2872 3615 a(transition) p 3253 3615 a(matrix.) p 3559 3615 a(It) p 3650 3615 a(is) p 3735 3615 a(kno) n(wn) p 3999 3615 a(that) 2170 3712 y(the) p 2308 3712 a(stabilit) n(y) p 2627 3712 a(and) p 2784 3712 a(transien) n(t) p 3128 3712 a(b) r(eha) n(vior) p 3463 3712 a(of) p 3553 3712 a(the) p 3691 3712 a(system) p 3962 3712 a(giv) n(en) 2170 3810 y(b) n(y) p 2302 3810 a(Eqs.) p 2502 3810 a(\(12\),) p 2720 3810 a(\(13\)) p 2912 3810 a(and) p 3089 3810 a(\(15\)) p 3281 3810 a(around) p 3579 3810 a(the) p 3738 3810 a(equilibrium) 2170 3907 y(p) r(oin) n(t) p 2395 3907 a(are) p 2542 3907 a(determined) p 2984 3907 a(b) n(y) p 3108 3907 a(the) p 3259 3907 a(ro) r(ots) p 3478 3907 a(of) p 3581 3907 a(the) p 3733 3907 a(c) n(haracteris-) 2170 4005 y(tic) p 2290 4005 a(equation) p 2629 4005 a([19].) p Fh 2335 4189 a(j) p Fj(s) p Ft(A) p Fh 2488 4189 a(\000) p Ft 2571 4189 a(I) p Fh(j) p Fn 2664 4189 a(=) p 2761 4189 a(0) p 4004 4189 a(\(21\)) 2170 4372 y(Let) p Fj 2317 4372 a(s) p Fi 2356 4384 a(i) p Fn 2383 4372 a(\(1) p Fh 2480 4372 a(\024) p Fj 2568 4372 a(i) p Fh 2619 4372 a(\024) p Fn 2707 4372 a(3\)) p 2806 4372 a(b) r(e) p 2917 4372 a(the) p 3058 4372 a(ro) r(ots) p 3266 4372 a(of) p 3359 4372 a(the) p 3500 4372 a(ab) r(o) n(v) n(e) p 3733 4372 a(c) n(haracteris-) 2170 4470 y(tic) p 2289 4470 a(equation.) p 2660 4470 a(The) p 2829 4470 a(system) p 3103 4470 a(is) p 3185 4470 a(stable) p 3424 4470 a(if) p 3499 4470 a(and) p 3659 4470 a(only) p 3840 4470 a(if) p 3915 4470 a(all) p Fj 4029 4470 a(s) p Fi 4068 4482 a(i) p Fn 4095 4470 a('s) 2170 4567 y(lie) p 2288 4567 a(in) p 2392 4567 a(the) p 2542 4567 a(unit) p 2725 4567 a(circle) p 2949 4567 a(\() p Fm(stability) p 3300 4567 a(c) l(ondition) p Fn(\).) p 3747 4567 a(The) p 3925 4567 a(stabil-) 2170 4665 y(it) n(y) p 2293 4665 a(condition) p 2657 4665 a(for) p 2782 4665 a(a) p 2850 4665 a(giv) n(en) p 3066 4665 a(state) p 3268 4665 a(transition) p 3646 4665 a(matrix) p 3915 4665 a(can) p 4066 4665 a(b) r(e) 2170 4762 y(easily) p 2399 4762 a(computed) p 2782 4762 a(b) n(y) p 2863 4762 a(,) p 2913 4762 a(for) p 3040 4762 a(example,) p 3388 4762 a(Jury's) p 3637 4762 a(criterion) p 3970 4762 a([19].) 2335 4860 y(Also) p 2530 4860 a(kno) n(wn) p 2801 4860 a(is) p 2892 4860 a(that) p 3080 4860 a(the) p 3230 4860 a(transien) n(t) p 3587 4860 a(b) r(eha) n(vior) p 3934 4860 a(of) p 4036 4860 a(the) 2170 4957 y(system) p 2454 4957 a(giv) n(en) p 2680 4957 a(b) n(y) p 2804 4957 a(Eqs.) p 2997 4957 a(\(12\),) p 3207 4957 a(\(13\)) p 3391 4957 a(and) p 3561 4957 a(\(15\)) p 3745 4957 a(around) p 4036 4957 a(the) 2170 5055 y(equilibrium) p 2615 5055 a(p) r(oin) n(t) p 2837 5055 a(is) p 2925 5055 a(determined) p 3364 5055 a(b) n(y) p Fj 3484 5055 a(s) p Fi 3523 5067 a(i) p Fn 3550 5055 a('s.) p 3680 5055 a(More) p 3899 5055 a(sp) r(eci\014-) 2170 5152 y(cally) p 2332 5152 a(,) p 2378 5152 a(the) p 2517 5152 a(transien) n(t) p 2861 5152 a(p) r(erformance) p 3331 5152 a(of) p 3421 5152 a(the) p 3559 5152 a(system) p 3830 5152 a(is) p 3908 5152 a(mostly) 2170 5249 y(determined) p 2620 5249 a(b) n(y) p 2752 5249 a(the) p 2912 5249 a(follo) n(wing) p 3279 5249 a(v) p 3318 5249 a(alue) p 3510 5249 a(\() p Fm(tr) l(ansient) p 3907 5249 a(p) l(erfor-) 2170 5347 y(manc) l(e) p 2429 5347 a(index) p Fn(\).) p Fj 2335 5531 a(s) p Fi 2374 5543 a(max) p Fn 2534 5531 a(=) p 2622 5531 a(max) p Fi 2687 5583 a(i) p Fn 2776 5531 a(\() p Fh(j) p Fj(s) p Fi 2870 5543 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n(w) n(een) p 1438 2321 a(1) p 1513 2321 a(and) p 1679 2321 a(20.) p 1838 2321 a(The) 0 2419 y(maxim) n(um) p 382 2419 a(pac) n(k) n(et) p 637 2419 a(marking) p 957 2419 a(probabilit) n(y) p Fj 1376 2419 a(max) p Fi 1540 2431 a(p) p Fn 1601 2419 a(is) p 1679 2419 a(also) p 1840 2419 a(v) p 1879 2419 a(ar-) 0 2516 y(ied) p 132 2516 a(b) r(et) n(w) n(een) p 450 2516 a(0.001) p 665 2516 a(and) p 824 2516 a(0.4,) p 979 2516 a(while) p 1194 2516 a(other) p 1409 2516 a(con) n(trol) p 1686 2516 a(parame-) 0 2614 y(ters) p 160 2614 a(of) p 251 2614 a(the) p 392 2614 a(RED) p 598 2614 a(gatew) n(a) n(y) p 916 2614 a(are) p 1052 2614 a(set) p 1179 2614 a(to) p 1278 2614 a(the) p 1418 2614 a(v) p 1457 2614 a(alues) p 1663 2614 a(sho) n(wn) p 1912 2614 a(in) 0 2711 y(T) p 53 2711 a(able) p 228 2711 a(1.) p 329 2711 a(These) p 569 2711 a(\014gures) p 832 2711 a(indicate) p 1145 2711 a(that) p 1324 2711 a(the) p 1467 2711 a(windo) n(w) p 1768 2711 a(size) p 1925 2711 a(is) 0 2808 y(hea) n(vily) p 286 2808 a(dep) r(enden) n(t) p 690 2808 a(on) p 807 2808 a(the) p 953 2808 a(n) n(um) n(b) r(er) p 1257 2808 a(of) p 1354 2808 a(TCP) p 1561 2808 a(connections) p Fj 0 2906 a(N) p Fn 76 2906 a(,) p 127 2906 a(and) p 289 2906 a(that) p 469 2906 a(the) p 613 2906 a(queue) p 851 2906 a(length) p 1105 2906 a(is) p 1189 2906 a(mostly) p 1459 2906 a(determined) p 1893 2906 a(b) n(y) 0 3003 y(the) p 143 3003 a(con) n(trol) p 422 3003 a(parameter) p Fj 819 3003 a(max) p Fi 983 3015 a(p) p Fn 1022 3003 a(.) 57 4012 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 998 @rhi @setspecial %%BeginDocument: figure/reno-2-nvc-1-5-15-maxp-cwnd.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.5 (pre 3.6) patchlevel beta 347 %%CreationDate: Wed Feb 16 18:04:33 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 120 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 816 720 M 63 0 V 6033 0 R -63 0 V stroke 672 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 816 1123 M 63 0 V 6033 0 R -63 0 V stroke 672 1123 M [ [(Helvetica) 240.0 0.0 true true (1)] ] -80.0 MRshow 816 1526 M 63 0 V 6033 0 R -63 0 V stroke 672 1526 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MRshow 816 1930 M 63 0 V 6033 0 R -63 0 V stroke 672 1930 M [ [(Helvetica) 240.0 0.0 true true (3)] ] -80.0 MRshow 816 2333 M 63 0 V 6033 0 R -63 0 V stroke 672 2333 M [ [(Helvetica) 240.0 0.0 true true (4)] ] -80.0 MRshow 816 2736 M 63 0 V 6033 0 R -63 0 V stroke 672 2736 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 816 3139 M 63 0 V 6033 0 R -63 0 V stroke 672 3139 M [ [(Helvetica) 240.0 0.0 true true (6)] ] -80.0 MRshow 816 3542 M 63 0 V 6033 0 R -63 0 V stroke 672 3542 M [ [(Helvetica) 240.0 0.0 true true (7)] ] -80.0 MRshow 816 3946 M 63 0 V 6033 0 R -63 0 V stroke 672 3946 M [ [(Helvetica) 240.0 0.0 true true (8)] ] -80.0 MRshow 816 4349 M 63 0 V 6033 0 R -63 0 V stroke 672 4349 M [ [(Helvetica) 240.0 0.0 true true (9)] ] -80.0 MRshow 816 4752 M 63 0 V 6033 0 R -63 0 V stroke 672 4752 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 816 720 M 0 63 V 0 3969 R 0 -63 V stroke 816 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 1426 720 M 0 63 V 0 3969 R 0 -63 V stroke 1426 480 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MCshow 2035 720 M 0 63 V 0 3969 R 0 -63 V stroke 2035 480 M [ [(Helvetica) 240.0 0.0 true true (4)] ] -80.0 MCshow 2645 720 M 0 63 V 0 3969 R 0 -63 V stroke 2645 480 M [ [(Helvetica) 240.0 0.0 true true (6)] ] -80.0 MCshow 3254 720 M 0 63 V 0 3969 R 0 -63 V stroke 3254 480 M [ [(Helvetica) 240.0 0.0 true true (8)] ] -80.0 MCshow 3864 720 M 0 63 V 0 3969 R 0 -63 V stroke 3864 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 4474 720 M 0 63 V 0 3969 R 0 -63 V stroke 4474 480 M [ [(Helvetica) 240.0 0.0 true true (12)] ] -80.0 MCshow 5083 720 M 0 63 V 0 3969 R 0 -63 V stroke 5083 480 M [ [(Helvetica) 240.0 0.0 true true (14)] ] -80.0 MCshow 5693 720 M 0 63 V 0 3969 R 0 -63 V stroke 5693 480 M [ [(Helvetica) 240.0 0.0 true true (16)] ] -80.0 MCshow 6302 720 M 0 63 V 0 3969 R 0 -63 V stroke 6302 480 M [ [(Helvetica) 240.0 0.0 true true (18)] ] -80.0 MCshow 6912 720 M 0 63 V 0 3969 R 0 -63 V stroke 6912 480 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MCshow 1.000 UL LTb 816 720 M 6096 0 V 0 4032 V -6096 0 V 816 720 L stroke 0 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Minimum Window Size \(packet\))] ] -80.0 MCshow grestore 3864 240 M [ [(Helvetica) 240.0 0.0 true true (Number of TCP Connections)] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5841 4569 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.01)] ] -56.0 MRshow 5985 4569 M 639 0 V 1121 4515 M 1426 2902 L 304 -599 V 305 -323 V 305 -204 V 305 -143 V 305 -107 V 304 -82 V 305 -66 V 305 -54 V 305 -45 V 305 -39 V 304 -33 V 305 -29 V 305 -25 V 305 -23 V 305 -20 V 304 -19 V 305 -16 V 305 -15 V 1121 4515 Pls 1426 2902 Pls 1730 2303 Pls 2035 1980 Pls 2340 1776 Pls 2645 1633 Pls 2950 1526 Pls 3254 1444 Pls 3559 1378 Pls 3864 1324 Pls 4169 1279 Pls 4474 1240 Pls 4778 1207 Pls 5083 1178 Pls 5388 1153 Pls 5693 1130 Pls 5998 1110 Pls 6302 1091 Pls 6607 1075 Pls 6912 1060 Pls 6304 4569 Pls 1.000 UP 1.000 UL LT1 5841 4329 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.05)] ] -56.0 MRshow 5985 4329 M 639 0 V 1121 3603 M 1426 2287 L 304 -465 V 305 -242 V 305 -151 V 305 -104 V 305 -76 V 304 -58 V 305 -46 V 305 -38 V 305 -31 V 305 -26 V 304 -23 V 305 -20 V 305 -17 V 305 -15 V 305 -14 V 304 -12 V 305 -11 V 305 -10 V 1121 3603 Crs 1426 2287 Crs 1730 1822 Crs 2035 1580 Crs 2340 1429 Crs 2645 1325 Crs 2950 1249 Crs 3254 1191 Crs 3559 1145 Crs 3864 1107 Crs 4169 1076 Crs 4474 1050 Crs 4778 1027 Crs 5083 1007 Crs 5388 990 Crs 5693 975 Crs 5998 961 Crs 6302 949 Crs 6607 938 Crs 6912 928 Crs 6304 4329 Crs 1.000 UP 1.000 UL LT2 5841 4089 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.1)] ] -56.0 MRshow 5985 4089 M 639 0 V 1121 3405 M 1426 2142 L 304 -436 V 305 -225 V 305 -138 V 305 -94 V 305 -69 V 304 -52 V 305 -41 V 305 -34 V 305 -28 V 305 -23 V 304 -20 V 305 -17 V 305 -15 V 305 -14 V 305 -11 V 304 -11 V 305 -9 V 305 -9 V 1121 3405 Star 1426 2142 Star 1730 1706 Star 2035 1481 Star 2340 1343 Star 2645 1249 Star 2950 1180 Star 3254 1128 Star 3559 1087 Star 3864 1053 Star 4169 1025 Star 4474 1002 Star 4778 982 Star 5083 965 Star 5388 950 Star 5693 936 Star 5998 925 Star 6302 914 Star 6607 905 Star 6912 896 Star 6304 4089 Star 1.000 UP 1.000 UL LT3 5841 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5985 3849 M 639 0 V 1121 3284 M 1426 2050 L 304 -420 V 305 -214 V 305 -131 V 305 -88 V 305 -64 V 304 -48 V 305 -38 V 305 -31 V 305 -25 V 305 -21 V 304 -19 V 305 -15 V 305 -14 V 305 -12 V 305 -10 V 304 -10 V 305 -8 V 305 -8 V 1121 3284 Box 1426 2050 Box 1730 1630 Box 2035 1416 Box 2340 1285 Box 2645 1197 Box 2950 1133 Box 3254 1085 Box 3559 1047 Box 3864 1016 Box 4169 991 Box 4474 970 Box 4778 951 Box 5083 936 Box 5388 922 Box 5693 910 Box 5998 900 Box 6302 890 Box 6607 882 Box 6912 874 Box 6304 3849 Box 1.000 UP 1.000 UL LT4 5841 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5985 3609 M 639 0 V 1121 3215 M 1426 1994 L 304 -411 V 305 -208 V 305 -126 V 305 -85 V 305 -60 V 304 -47 V 305 -36 V 305 -29 V 305 -23 V 305 -20 V 304 -17 V 305 -15 V 305 -13 V 305 -11 V 305 -10 V 304 -8 V 305 -8 V 305 -7 V 1121 3215 BoxF 1426 1994 BoxF 1730 1583 BoxF 2035 1375 BoxF 2340 1249 BoxF 2645 1164 BoxF 2950 1104 BoxF 3254 1057 BoxF 3559 1021 BoxF 3864 992 BoxF 4169 969 BoxF 4474 949 BoxF 4778 932 BoxF 5083 917 BoxF 5388 904 BoxF 5693 893 BoxF 5998 883 BoxF 6302 875 BoxF 6607 867 BoxF 6912 860 BoxF 6304 3609 BoxF stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial Fx 0 4175 a(Fig.) p 132 4175 a(3:) p 215 4175 a(Av) n(erage) p 485 4175 a(equilibrium) p 858 4175 a(v) l(alue) p 1039 4175 a(of) p 1117 4175 a(the) p 1237 4175 a(windo) n(w) p 1492 4175 a(size) p 1624 4175 a(for) p 1730 4175 a(di\013eren) n(t) 215 4255 y(n) n(um) n(b) r(ers) p 508 4255 a(of) p 597 4255 a(TCP) p 779 4255 a(connections) p 1169 4255 a(\() p Fe(B) p Fx 1287 4255 a(=) p 1376 4255 a(2) p 1444 4255 a([pac) n(k) n(et/ms],) p Fe 1857 4255 a(\034) p Fx 1930 4255 a(=) 215 4335 y(1) p 273 4335 a([ms]\).) p Fn 0 4674 a(5.2) p 189 4674 a(Discussion) p 595 4674 a(on) p 711 4674 a(Stabilit) n(y) p 1047 4674 a(and) p 1209 4674 a(T) p 1262 4674 a(ransien) n(t) p 1578 4674 a(Beha) n(vior) 0 4867 y(Figures) p 300 4867 a(5) p 375 4867 a(and) p 542 4867 a(6) p 616 4867 a(sho) n(w) p 828 4867 a(stabilit) n(y) p 1157 4867 a(regions) p 1444 4867 a(of) p 1544 4867 a(the) p 1693 4867 a(net) n(w) n(ork) 0 4964 y(in) p 100 4964 a(the) p Fj 246 4964 a(max) p Fi 410 4976 a(th) p Fn 479 4964 a({) p Fj(min) p Fi 673 4976 a(th) p Fn 771 4964 a(plane.) p 1034 4964 a(In) p 1141 4964 a(these) p 1357 4964 a(\014gures,) p 1648 4964 a(the) p 1794 4964 a(n) n(um-) 0 5062 y(b) r(er) p 142 5062 a(of) p 234 5062 a(TCP) p 435 5062 a(connections) p Fj 880 5062 a(N) p Fn 980 5062 a(is) p 1060 5062 a(set) p 1187 5062 a(to) p 1285 5062 a(1) p 1351 5062 a(or) p 1450 5062 a(5,) p 1540 5062 a(resp) r(ectiv) n(ely) p 1959 5062 a(.) 0 5159 y(Eac) n(h) p 204 5159 a(line) p 359 5159 a(in) p 454 5159 a(the) p 595 5159 a(\014gures) p 857 5159 a(sho) n(ws) p 1093 5159 a(a) p 1160 5159 a(b) r(oundary) p 1532 5159 a(line) p 1687 5159 a(of) p 1780 5159 a(a) p 1847 5159 a(sta-) 0 5256 y(bilit) n(y) p 227 5256 a(conditions) p 635 5256 a(for) p 773 5256 a(di\013eren) n(t) p 1111 5256 a(v) p 1150 5256 a(alues) p 1369 5256 a(of) p Fj 1474 5256 a(max) p Fi 1638 5268 a(p) p Fn 1677 5256 a(.) p 1768 5256 a(These) 0 5354 y(\014gures) p 267 5354 a(indicate) p 585 5354 a(that) p 768 5354 a(the) p 915 5354 a(net) n(w) n(ork) p 1235 5354 a(is) p 1322 5354 a(stable) p 1566 5354 a(if) p 1645 5354 a(the) p 1792 5354 a(p) r(oin) n(t) 0 5451 y(\() p Fj(min) p Fi 184 5463 a(th) p Fn 252 5451 a(,) p Fj 300 5451 a(max) p Fi 464 5463 a(th) p Fn 532 5451 a(\)) p 589 5451 a(resides) p 854 5451 a(a) p 919 5451 a(left-side) p 1228 5451 a(of) p 1319 5451 a(the) p 1458 5451 a(b) r(oundary) p 1829 5451 a(line.) 0 5549 y(F) p 47 5549 a(or) p 149 5549 a(other) p 366 5549 a(con) n(trol) p 645 5549 a(parameters,) p 1098 5549 a(w) n(e) p 1221 5549 a(used) p 1410 5549 a(the) p 1553 5549 a(same) p 1762 5549 a(v) p 1801 5549 a(alues) 0 5646 y(used) p 188 5646 a(in) p 282 5646 a(Fig.) p 450 5646 a(3:) p Fj 550 5646 a(B) p Fn 640 5646 a(=) p 728 5646 a(2) p 795 5646 a([pac) n(k) n(et/ms]) p 1243 5646 a(and) p Fj 1403 5646 a(\034) p Fn 1471 5646 a(=) p 1559 5646 a(1) p 1626 5646 a([ms].) p 1833 5646 a(One) 0 5744 y(can) p 154 5744 a(\014nd) p 322 5744 a(that) p 504 5744 a(the) p 649 5744 a(stabilit) n(y) p 974 5744 a(region) p 1225 5744 a(b) r(ecomes) p 1557 5744 a(large) p 1762 5744 a(as) p 1866 5744 a(the) 0 5841 y(maxim) n(um) p 387 5841 a(pac) n(k) n(et) p 647 5841 a(marking) p 971 5841 a(probabilit) n(y) p Fj 1395 5841 a(max) p Fi 1559 5853 a(p) p Fn 1625 5841 a(decreases.) 2227 1127 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 998 @rhi @setspecial %%BeginDocument: figure/reno-2-nvc-1-5-15-maxp-queue.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.5 (pre 3.6) patchlevel beta 347 %%CreationDate: Wed Feb 16 18:04:33 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 120 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict 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14 V 305 12 V 304 12 V 305 10 V 305 10 V 305 8 V 305 8 V 304 7 V 305 7 V 305 6 V 1121 1861 Star 1426 1941 Star 1730 1997 Star 2035 2041 Star 2340 2076 Star 2645 2104 Star 2950 2129 Star 3254 2150 Star 3559 2168 Star 3864 2184 Star 4169 2198 Star 4474 2210 Star 4778 2222 Star 5083 2232 Star 5388 2242 Star 5693 2250 Star 5998 2258 Star 6302 2265 Star 6607 2272 Star 6912 2278 Star 6304 4089 Star 1.000 UP 1.000 UL LT3 5841 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5985 3849 M 639 0 V 1121 1800 M 305 48 V 304 35 V 305 27 V 305 22 V 305 18 V 305 15 V 304 13 V 305 11 V 305 10 V 305 9 V 305 7 V 304 7 V 305 7 V 305 6 V 305 5 V 305 5 V 304 4 V 305 4 V 305 4 V 1121 1800 Box 1426 1848 Box 1730 1883 Box 2035 1910 Box 2340 1932 Box 2645 1950 Box 2950 1965 Box 3254 1978 Box 3559 1989 Box 3864 1999 Box 4169 2008 Box 4474 2015 Box 4778 2022 Box 5083 2029 Box 5388 2035 Box 5693 2040 Box 5998 2045 Box 6302 2049 Box 6607 2053 Box 6912 2057 Box 6304 3849 Box 1.000 UP 1.000 UL LT4 5841 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5985 3609 M 639 0 V 1121 1766 M 305 27 V 304 20 V 305 15 V 305 13 V 305 11 V 305 9 V 304 7 V 305 7 V 305 6 V 305 5 V 305 5 V 304 4 V 305 3 V 305 4 V 305 3 V 305 3 V 304 2 V 305 3 V 305 2 V 1121 1766 BoxF 1426 1793 BoxF 1730 1813 BoxF 2035 1828 BoxF 2340 1841 BoxF 2645 1852 BoxF 2950 1861 BoxF 3254 1868 BoxF 3559 1875 BoxF 3864 1881 BoxF 4169 1886 BoxF 4474 1891 BoxF 4778 1895 BoxF 5083 1898 BoxF 5388 1902 BoxF 5693 1905 BoxF 5998 1908 BoxF 6302 1910 BoxF 6607 1913 BoxF 6912 1915 BoxF 6304 3609 BoxF stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial Fx 2170 1290 a(Fig.) p 2302 1290 a(4:) p 2385 1290 a(Av) n(erage) p 2652 1290 a(equilibrium) p 3021 1290 a(v) l(alue) p 3198 1290 a(of) p 3274 1290 a(the) p 3390 1290 a(queue) p 3587 1290 a(length) p 3797 1290 a(for) p 3900 1290 a(di\013eren) n(t) 2385 1370 y(n) n(um) n(b) r(ers) p 2678 1370 a(of) p 2767 1370 a(TCP) p 2949 1370 a(connections) p 3339 1370 a(\() p Fe(B) p Fx 3457 1370 a(=) p 3546 1370 a(2) p 3614 1370 a([pac) n(k) n(et/ms],) p Fe 4027 1370 a(\034) p Fx 4100 1370 a(=) 2385 1449 y(1) p 2443 1449 a([ms]\).) p Fn 2170 1718 a(This) p 2365 1718 a(sho) n(ws) p 2609 1718 a(that) p 2794 1718 a(the) p 2943 1718 a(net) n(w) n(ork) p 3264 1718 a(can) p 3422 1718 a(b) r(e) p 3540 1718 a(stabilized) p 3915 1718 a(with) p 4110 1718 a(a) 2170 1815 y(large) p Fj 2375 1815 a(min) p Fi 2527 1827 a(th) p Fn 2624 1815 a(if) p 2702 1815 a(the) p 2847 1815 a(pac) n(k) n(et) p 3109 1815 a(marking) p 3437 1815 a(probabilit) n(y) p Fj 3863 1815 a(max) p Fi 4027 1827 a(p) p Fn 4095 1815 a(is) 2170 1913 y(set) p 2292 1913 a(to) p 2385 1913 a(a) p 2447 1913 a(small) p 2656 1913 a(v) p 2695 1913 a(alue.) p 2900 1913 a(This) p 3082 1913 a(phenomenon) p 3558 1913 a(can) p 3702 1913 a(b) r(e) p 3807 1913 a(explained) 2170 2010 y(from) p 2360 2010 a(a) p 2422 2010 a(con) n(trol) p 2695 2010 a(theoretical) p 3100 2010 a(viewp) r(oin) n(t.) p 3510 2010 a(Namely) p 3780 2010 a(,) p 3826 2010 a(when) p 4036 2010 a(the) 2170 2107 y(analytic) p 2487 2107 a(mo) r(del) p 2735 2107 a(in) p 2833 2107 a(Fig.) p 3003 2107 a(1) p 3074 2107 a(is) p 3158 2107 a(regarded) p 3501 2107 a(as) p 3604 2107 a(a) p 3674 2107 a(feedbac) n(k) p 4014 2107 a(sys-) 2170 2205 y(tem,) p 2353 2205 a(increasing) p 2733 2205 a(the) p 2868 2205 a(pac) n(k) n(et) p 3121 2205 a(marking) p 3438 2205 a(probabilit) n(y) p Fj 3855 2205 a(max) p Fi 4019 2217 a(p) p Fn 4077 2205 a(or) 2170 2302 y(the) p 2311 2302 a(minim) n(um) p 2681 2302 a(threshold) p Fj 3045 2302 a(min) p Fi 3197 2314 a(th) p Fn 3290 2302 a(implies) p 3571 2302 a(a) p 3638 2302 a(large) p 3840 2302 a(feedbac) n(k) 2170 2400 y(gain,) p 2375 2400 a(therefore) p 2725 2400 a(resulting) p 3069 2400 a(in) p 3168 2400 a(unstable) p 3502 2400 a(op) r(eration.) p 3953 2400 a(Com-) 2170 2497 y(parison) p 2453 2497 a(b) r(et) n(w) n(een) p 2765 2497 a(Figs.) p 2959 2497 a(5) p 3020 2497 a(and) p 3173 2497 a(6) p 3234 2497 a(suggests) p 3549 2497 a(that) p 3721 2497 a(the) p 3855 2497 a(stabilit) n(y) 2170 2595 y(region) p 2423 2595 a(b) r(ecomes) p 2757 2595 a(large) p 2964 2595 a(as) p 3070 2595 a(the) p 3217 2595 a(n) n(um) n(b) r(er) p 3523 2595 a(TCP) p 3731 2595 a(connections) p Fj 2170 2692 a(N) p Fn 2273 2692 a(increases.) 2227 3693 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 998 @rhi @setspecial %%BeginDocument: figure/stability-2-1-1.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 0 %%CreationDate: Thu Mar 2 19:16:54 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 1080 720 M 63 0 V 5649 0 R -63 0 V stroke 936 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 1080 1526 M 63 0 V 5649 0 R -63 0 V stroke 936 1526 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 1080 2333 M 63 0 V 5649 0 R -63 0 V stroke 936 2333 M [ [(Helvetica) 240.0 0.0 true true (40)] ] -80.0 MRshow 1080 3139 M 63 0 V 5649 0 R -63 0 V stroke 936 3139 M [ [(Helvetica) 240.0 0.0 true true (60)] ] -80.0 MRshow 1080 3946 M 63 0 V 5649 0 R -63 0 V stroke 936 3946 M [ [(Helvetica) 240.0 0.0 true true (80)] ] -80.0 MRshow 1080 4752 M 63 0 V 5649 0 R -63 0 V stroke 936 4752 M [ [(Helvetica) 240.0 0.0 true true (100)] ] -80.0 MRshow 1080 720 M 0 63 V 0 3969 R 0 -63 V stroke 1080 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2222 720 M 0 63 V 0 3969 R 0 -63 V stroke 2222 480 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MCshow 3365 720 M 0 63 V 0 3969 R 0 -63 V stroke 3365 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 4507 720 M 0 63 V 0 3969 R 0 -63 V stroke 4507 480 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MCshow 5650 720 M 0 63 V 0 3969 R 0 -63 V stroke 5650 480 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (25)] ] -80.0 MCshow 1.000 UL LTb 1080 720 M 5712 0 V 0 4032 V -5712 0 V 0 -4032 V stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Maximum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\))] ] -56.0 MCshow grestore 3936 120 M [ [(Helvetica) 240.0 0.0 true true (Minimum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (min)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\))] ] -56.0 MCshow 1.000 UL LT0 5721 4569 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.01)] ] -56.0 MRshow 5865 4569 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 41 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 0 V 23 41 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 41 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 0 V 22 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 0 V 22 40 V 23 40 V 23 41 V 23 0 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 41 V 23 80 V 23 41 V 23 40 V 23 80 V 22 41 V 23 80 V 23 81 V 23 40 V 23 81 V 23 81 V 23 80 V 22 81 V 23 81 V 23 80 V 23 81 V 23 81 V 23 120 V 22 81 V 23 121 V 23 81 V 23 121 V 23 121 V 23 80 V 23 121 V 22 121 V 23 121 V 23 121 V 23 121 V 23 161 V 1.000 UL LT1 5721 4329 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.05)] ] -56.0 MRshow 5865 4329 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 40 V 23 0 V 23 41 V 22 0 V 23 40 V 23 0 V 23 40 V 23 40 V 23 0 V 23 41 V 22 40 V 23 0 V 23 40 V 23 41 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 41 V 23 80 V 23 41 V 23 40 V 22 81 V 23 40 V 23 81 V 23 80 V 23 41 V 23 80 V 23 81 V 22 121 V 23 80 V 23 81 V 23 121 V 23 81 V 23 121 V 22 121 V 23 121 V 23 120 V 23 121 V 23 162 V 23 161 V 23 161 V 22 162 V 23 161 V 23 161 V 23 202 V 1.000 UL LT2 5721 4089 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.1)] ] -56.0 MRshow 5865 4089 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 41 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 41 V 22 0 V 23 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 0 V 22 40 V 23 0 V 23 40 V 23 40 V 23 41 V 23 40 V 22 0 V 23 40 V 23 41 V 23 40 V 23 81 V 23 40 V 23 40 V 22 41 V 23 80 V 23 41 V 23 80 V 23 81 V 23 40 V 23 81 V 22 81 V 23 120 V 23 81 V 23 81 V 23 121 V 23 80 V 22 121 V 23 121 V 23 162 V 23 121 V 23 120 V 23 162 V 23 161 V 22 161 V 23 202 V 23 161 V 23 202 V 23 201 V 1.000 UL LT3 5721 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5865 3849 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 41 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 40 V 23 40 V 23 0 V 23 41 V 22 40 V 23 0 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 41 V 23 40 V 23 81 V 23 40 V 23 81 V 23 40 V 22 81 V 23 80 V 23 41 V 23 121 V 23 80 V 23 81 V 23 80 V 22 121 V 23 121 V 23 121 V 23 121 V 23 121 V 23 162 V 23 121 V 22 161 V 23 201 V 23 162 V 23 201 V 23 202 V 23 201 V 22 242 V 23 202 V 1.000 UL LT4 5721 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5865 3609 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 40 V 23 0 V 23 41 V 23 40 V 23 0 V 23 40 V 23 41 V 22 40 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 41 V 23 80 V 23 41 V 23 80 V 23 81 V 23 81 V 23 80 V 22 81 V 23 81 V 23 121 V 23 80 V 23 121 V 23 121 V 22 121 V 23 161 V 23 162 V 23 161 V 23 161 V 23 161 V 23 202 V 22 202 V 23 242 V 23 201 V 23 282 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial Fx 2170 3855 a(Fig.) p 2302 3855 a(5:) p 2385 3855 a(Stabilit) n(y) p 2706 3855 a(region) p 2952 3855 a(in) p 3069 3855 a(the) p Fe 3225 3855 a(min) p Fd 3354 3867 a(th) p Fx 3419 3855 a({) p Fe(max) p Fd 3593 3867 a(th) p Fx 3716 3855 a(plane) p 3939 3855 a(\() p Fe(B) p Fx 4100 3855 a(=) 2385 3935 y(2) p 2443 3935 a([pac) n(k) n(et/ms],) p Fe 2846 3935 a(N) p Fx 2928 3935 a(=) p 3003 3935 a(1,) p Fe 3081 3935 a(\034) p Fx 3140 3935 a(=) p 3214 3935 a(1) p 3273 3935 a([ms]\).) 2227 5121 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 998 @rhi @setspecial %%BeginDocument: figure/stability-2-5-1.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 0 %%CreationDate: Thu Mar 2 19:17:29 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 1080 720 M 63 0 V 5649 0 R -63 0 V stroke 936 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 1080 1526 M 63 0 V 5649 0 R -63 0 V stroke 936 1526 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 1080 2333 M 63 0 V 5649 0 R -63 0 V stroke 936 2333 M [ [(Helvetica) 240.0 0.0 true true (40)] ] -80.0 MRshow 1080 3139 M 63 0 V 5649 0 R -63 0 V stroke 936 3139 M [ [(Helvetica) 240.0 0.0 true true (60)] ] -80.0 MRshow 1080 3946 M 63 0 V 5649 0 R -63 0 V stroke 936 3946 M [ [(Helvetica) 240.0 0.0 true true (80)] ] -80.0 MRshow 1080 4752 M 63 0 V 5649 0 R -63 0 V stroke 936 4752 M [ [(Helvetica) 240.0 0.0 true true (100)] ] -80.0 MRshow 1080 720 M 0 63 V 0 3969 R 0 -63 V stroke 1080 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2222 720 M 0 63 V 0 3969 R 0 -63 V stroke 2222 480 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MCshow 3365 720 M 0 63 V 0 3969 R 0 -63 V stroke 3365 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 4507 720 M 0 63 V 0 3969 R 0 -63 V stroke 4507 480 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MCshow 5650 720 M 0 63 V 0 3969 R 0 -63 V stroke 5650 480 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (25)] ] -80.0 MCshow 1.000 UL LTb 1080 720 M 5712 0 V 0 4032 V -5712 0 V 0 -4032 V stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Maximum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\))] ] -56.0 MCshow grestore 3936 120 M [ [(Helvetica) 240.0 0.0 true true (Minimum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (min)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\))] ] -56.0 MCshow 1.000 UL LT0 5721 4569 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.01)] ] -56.0 MRshow 5865 4569 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 0 V 23 41 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 0 V 23 41 V 23 0 V 23 40 V 23 0 V 23 40 V 22 0 V 23 41 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 41 V 23 0 V 23 40 V 23 40 V 23 0 V 23 40 V 23 0 V 22 41 V 23 40 V 23 0 V 23 40 V 23 41 V 23 40 V 22 0 V 23 40 V 23 41 V 23 0 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 0 V 23 41 V 23 40 V 23 40 V 22 41 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 40 V 23 41 V 23 80 V 23 41 V 22 40 V 23 40 V 23 81 V 23 40 V 23 41 V 23 40 V 23 81 V 22 40 V 23 81 V 23 40 V 23 40 V 23 81 V 23 40 V 23 81 V 22 40 V 23 81 V 23 80 V 23 41 V 23 80 V 23 81 V 22 40 V 23 81 V 1.000 UL LT1 5721 4329 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.05)] ] -56.0 MRshow 5865 4329 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 41 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 0 V 23 41 V 23 0 V 23 40 V 23 0 V 23 40 V 22 0 V 23 0 V 23 41 V 23 0 V 23 40 V 23 40 V 23 0 V 22 41 V 23 0 V 23 40 V 23 0 V 23 40 V 23 41 V 22 0 V 23 40 V 23 40 V 23 0 V 23 41 V 23 40 V 23 40 V 22 0 V 23 41 V 23 40 V 23 40 V 23 40 V 23 41 V 23 0 V 22 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 81 V 23 40 V 23 41 V 23 40 V 23 40 V 22 81 V 23 40 V 23 41 V 23 80 V 23 41 V 23 40 V 22 80 V 23 41 V 23 80 V 23 81 V 23 40 V 23 81 V 23 81 V 22 40 V 23 81 V 23 80 V 23 81 V 23 81 V 23 80 V 22 81 V 23 80 V 23 81 V 23 81 V 23 80 V 23 121 V 23 81 V 1.000 UL LT2 5721 4089 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.1)] ] -56.0 MRshow 5865 4089 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 41 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 41 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 0 V 23 41 V 23 0 V 23 40 V 23 0 V 23 40 V 22 0 V 23 41 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 41 V 23 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 40 V 22 40 V 23 0 V 23 41 V 23 40 V 23 40 V 23 0 V 22 41 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 40 V 22 41 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 81 V 23 40 V 23 41 V 23 40 V 23 81 V 23 40 V 23 81 V 22 40 V 23 40 V 23 81 V 23 81 V 23 40 V 23 80 V 23 81 V 22 40 V 23 81 V 23 81 V 23 80 V 23 81 V 23 81 V 22 80 V 23 81 V 23 81 V 23 80 V 23 81 V 23 121 V 23 80 V 22 121 V 23 81 V 23 121 V 1.000 UL LT3 5721 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5865 3849 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 0 V 23 41 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 40 V 23 0 V 23 41 V 23 0 V 23 40 V 23 0 V 23 0 V 22 40 V 23 0 V 23 41 V 23 0 V 23 40 V 23 40 V 22 0 V 23 41 V 23 0 V 23 40 V 23 40 V 23 0 V 23 41 V 22 40 V 23 40 V 23 0 V 23 41 V 23 40 V 23 40 V 22 41 V 23 40 V 23 0 V 23 40 V 23 41 V 23 40 V 23 40 V 22 81 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 81 V 22 40 V 23 41 V 23 80 V 23 41 V 23 80 V 23 41 V 22 80 V 23 81 V 23 40 V 23 81 V 23 81 V 23 80 V 23 40 V 22 81 V 23 81 V 23 80 V 23 121 V 23 81 V 23 81 V 22 80 V 23 121 V 23 81 V 23 121 V 23 80 V 23 121 V 23 81 V 22 121 V 23 121 V 1.000 UL LT4 5721 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5865 3609 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 41 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 0 V 22 40 V 23 0 V 23 40 V 23 41 V 23 0 V 23 40 V 22 40 V 23 0 V 23 41 V 23 40 V 23 40 V 23 0 V 23 41 V 22 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 41 V 23 40 V 23 81 V 23 40 V 23 40 V 22 40 V 23 81 V 23 40 V 23 81 V 23 40 V 23 81 V 22 81 V 23 40 V 23 81 V 23 80 V 23 81 V 23 81 V 23 80 V 22 81 V 23 80 V 23 81 V 23 81 V 23 121 V 23 80 V 23 81 V 22 121 V 23 121 V 23 81 V 23 121 V 23 120 V 23 121 V 22 121 V 23 121 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial 2170 5284 a(Fig.) p 2302 5284 a(6:) p 2385 5284 a(Stabilit) n(y) p 2706 5284 a(region) p 2952 5284 a(in) p 3069 5284 a(the) p Fe 3225 5284 a(min) p Fd 3354 5296 a(th) p Fx 3419 5284 a({) p Fe(max) p Fd 3593 5296 a(th) p Fx 3716 5284 a(plane) p 3939 5284 a(\() p Fe(B) p Fx 4100 5284 a(=) 2385 5363 y(2) p 2443 5363 a([pac) n(k) n(et/ms],) p Fe 2846 5363 a(N) p Fx 2928 5363 a(=) p 3003 5363 a(5,) p Fe 3081 5363 a(\034) p Fx 3140 5363 a(=) p 3214 5363 a(1) p 3273 5363 a([ms]\).) p Fn 2335 5646 a(W) p 2413 5646 a(e) p 2514 5646 a(next) p 2736 5646 a(in) n(v) n(estigate) p 3184 5646 a(ho) n(w) p 3393 5646 a(the) p 3571 5646 a(stabilit) n(y) p 3929 5646 a(region) 2170 5744 y(c) n(hanges) p 2485 5744 a(when) p 2709 5744 a(the) p 2859 5744 a(pro) r(cessing) p 3267 5744 a(sp) r(eed) p 3503 5744 a(of) p 3605 5744 a(the) p 3755 5744 a(RED) p 3971 5744 a(gate-) 2170 5841 y(w) n(a) n(y) p Fj 2348 5841 a(B) p Fn 2452 5841 a(or) p 2563 5841 a(the) p 2716 5841 a(propagation) p 3187 5841 a(dela) n(y) p 3413 5841 a(of) p 3517 5841 a(TCP) p 3731 5841 a(connections) p 90 rotate dyy eop %%Page: 7 7 7 6 bop Fy 0 71 a(OHSAKI) p 283 71 a(and) p 412 71 a(MURA) p 613 71 a(T) p 655 71 a(A:) p 744 71 a(STEAD) n(Y) p 1042 71 a(ST) p 1121 71 a(A) p 1165 71 a(TE) p 1278 71 a(ANAL) p 1461 71 a(YSIS) p 1630 71 a(OF) p 1746 71 a(THE) p 1909 71 a(RED) p 2075 71 a(GA) p 2170 71 a(TEW) p 2322 71 a(A) p 2366 71 a(Y) p Fx 4116 142 a(7) p Fj 0 378 a(\034) p Fn 78 378 a(is) p 166 378 a(increased.) p 571 378 a(Figure) p 838 378 a(7) p 911 378 a(is) p 999 378 a(the) p 1146 378 a(case) p 1326 378 a(with) p 1520 378 a(a) p 1593 378 a(larger) p 1833 378 a(pro-) 0 476 y(cessing) p 277 476 a(sp) r(eed) p Fj 506 476 a(B) p Fn 596 476 a(=) p 684 476 a(10) p 794 476 a([pac) n(k) n(et/ms].) p 1276 476 a(Figure) p 1538 476 a(8) p 1607 476 a(is) p 1690 476 a(the) p 1833 476 a(case) 0 573 y(with) p 191 573 a(a) p 261 573 a(larger) p 498 573 a(propagation) p 961 573 a(dela) n(y) p Fj 1180 573 a(\034) p Fn 1251 573 a(=) p 1341 573 a(5) p 1412 573 a([ms].) p 1624 573 a(Other) p 1866 573 a(pa-) 0 671 y(rameters) p 341 671 a(are) p 479 671 a(iden) n(tical) p 812 671 a(to) p 912 671 a(those) p 1129 671 a(used) p 1317 671 a(in) p 1413 671 a(Fig.) p 1581 671 a(5.) p 1682 671 a(One) p 1857 671 a(can) 0 768 y(\014nd) p 171 768 a(that) p 355 768 a(the) 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a(indicates) p 925 1255 a(that) p 1109 1255 a(for) p 1241 1255 a(system) p 1521 1255 a(stabilit) n(y) p 1810 1255 a(,) p 1866 1255 a(the) 0 1353 y(e\013ect) p 215 1353 a(of) p 305 1353 a(increasing) p 688 1353 a(the) p 827 1353 a(pro) r(cessing) p 1222 1353 a(sp) r(eed) p Fj 1447 1353 a(B) p Fn 1537 1353 a(is) p 1616 1353 a(same) p 1820 1353 a(with) 0 1450 y(the) p 148 1450 a(e\013ect) p 372 1450 a(of) p 471 1450 a(increasing) p 864 1450 a(the) p 1012 1450 a(propagation) p 1478 1450 a(dela) n(y) p Fj 1699 1450 a(\034) p Fn 1744 1450 a(.) p 1819 1450 a(This) 0 1548 y(phenomenon) p 488 1548 a(can) p 644 1548 a(b) r(e) p 761 1548 a(explained) p 1136 1548 a(from) p 1336 1548 a(Eq.) p 1491 1548 a(\(13\)) p 1670 1548 a(where) p Fj 1914 1548 a(B) p Fn 0 1645 a(and) p Fj 161 1645 a(\034) p Fn 235 1645 a(are) p 373 1645 a(sho) n(wn) p 625 1645 a(in) p 722 1645 a(the) p 865 1645 a(pro) r(duct) p 1177 1645 a(form) p 1373 1645 a(of) p Fj 1467 1645 a(B) p Fh 1553 1645 a(\002) p Fj 1636 1645 a(\034) p Fn 1681 1645 a(.) 57 2656 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 998 @rhi @setspecial %%BeginDocument: figure/stability-10-1-1.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 0 %%CreationDate: Thu Mar 2 19:16:33 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 1080 720 M 63 0 V 5649 0 R -63 0 V stroke 936 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 1080 1526 M 63 0 V 5649 0 R -63 0 V stroke 936 1526 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 1080 2333 M 63 0 V 5649 0 R -63 0 V stroke 936 2333 M [ [(Helvetica) 240.0 0.0 true true (40)] ] -80.0 MRshow 1080 3139 M 63 0 V 5649 0 R -63 0 V stroke 936 3139 M [ [(Helvetica) 240.0 0.0 true true (60)] ] -80.0 MRshow 1080 3946 M 63 0 V 5649 0 R -63 0 V stroke 936 3946 M [ [(Helvetica) 240.0 0.0 true true (80)] ] -80.0 MRshow 1080 4752 M 63 0 V 5649 0 R -63 0 V stroke 936 4752 M [ [(Helvetica) 240.0 0.0 true true (100)] ] -80.0 MRshow 1080 720 M 0 63 V 0 3969 R 0 -63 V stroke 1080 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2222 720 M 0 63 V 0 3969 R 0 -63 V stroke 2222 480 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MCshow 3365 720 M 0 63 V 0 3969 R 0 -63 V stroke 3365 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 4507 720 M 0 63 V 0 3969 R 0 -63 V stroke 4507 480 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MCshow 5650 720 M 0 63 V 0 3969 R 0 -63 V stroke 5650 480 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (25)] ] -80.0 MCshow 1.000 UL LTb 1080 720 M 5712 0 V 0 4032 V -5712 0 V 0 -4032 V stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Maximum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\))] ] -56.0 MCshow grestore 3936 120 M [ [(Helvetica) 240.0 0.0 true true (Minimum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (min)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\) )] ] -56.0 MCshow 1.000 UL LT0 5721 4569 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.01)] ] -56.0 MRshow 5865 4569 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 41 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 0 V 22 40 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 23 41 V 22 40 V 23 40 V 23 0 V 23 41 V 23 40 V 23 40 V 22 41 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 81 V 23 40 V 23 41 V 23 80 V 23 41 V 22 80 V 23 81 V 23 40 V 23 81 V 23 80 V 23 81 V 22 81 V 23 80 V 23 81 V 23 81 V 23 80 V 23 121 V 23 81 V 22 121 V 23 80 V 23 121 V 23 121 V 23 81 V 23 121 V 22 121 V 23 121 V 23 121 V 23 121 V 23 161 V 23 121 V 23 121 V 1.000 UL LT1 5721 4329 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.05)] ] -56.0 MRshow 5865 4329 M 639 0 V 1080 720 M 0 81 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 41 V 23 0 V 23 40 V 23 40 V 23 0 V 23 41 V 23 40 V 22 0 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 41 V 23 40 V 23 40 V 23 81 V 23 40 V 23 41 V 23 80 V 22 41 V 23 80 V 23 81 V 23 40 V 23 81 V 23 81 V 22 120 V 23 81 V 23 81 V 23 121 V 23 80 V 23 121 V 23 121 V 22 121 V 23 121 V 23 121 V 23 161 V 23 162 V 23 161 V 22 161 V 23 162 V 23 161 V 23 201 V 23 202 V 1.000 UL LT2 5721 4089 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.1)] ] -56.0 MRshow 5865 4089 M 639 0 V 1080 720 M 0 121 V 23 0 V 23 40 V 23 0 V 22 41 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 41 V 23 0 V 23 40 V 23 40 V 23 41 V 23 40 V 23 0 V 22 40 V 23 40 V 23 41 V 23 80 V 23 41 V 23 40 V 23 40 V 22 81 V 23 40 V 23 81 V 23 81 V 23 40 V 23 81 V 22 80 V 23 121 V 23 81 V 23 80 V 23 121 V 23 81 V 23 121 V 22 121 V 23 161 V 23 121 V 23 121 V 23 161 V 23 162 V 22 161 V 23 202 V 23 161 V 23 202 V 23 201 V 23 242 V 1.000 UL LT3 5721 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5865 3849 M 639 0 V 1080 720 M 0 242 V 23 0 V 23 40 V 23 41 V 22 0 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 40 V 23 41 V 23 80 V 23 41 V 23 80 V 23 41 V 23 80 V 22 81 V 23 40 V 23 121 V 23 81 V 23 81 V 23 80 V 23 121 V 22 121 V 23 121 V 23 121 V 23 121 V 23 161 V 23 121 V 22 162 V 23 201 V 23 161 V 23 202 V 23 202 V 23 201 V 23 242 V 22 202 V 1.000 UL LT4 5721 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5865 3609 M 639 0 V 1080 720 M 0 444 V 23 40 V 23 40 V 23 40 V 22 81 V 23 40 V 23 81 V 23 81 V 23 80 V 23 81 V 22 81 V 23 80 V 23 121 V 23 81 V 23 121 V 23 121 V 23 121 V 22 161 V 23 161 V 23 162 V 23 161 V 23 161 V 23 202 V 23 201 V 22 242 V 23 202 V 23 282 V 23 242 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial Fx 0 2818 a(Fig.) p 132 2818 a(7:) p 215 2818 a(Stabilit) n(y) p 519 2818 a(region) p 749 2818 a(with) p 929 2818 a(a) p 1006 2818 a(larger) p 1224 2818 a(pro) r(cessing) p 1583 2818 a(sp) r(eed) p 1796 2818 a(\() p Fe(B) p Fx 1930 2818 a(=) 215 2898 y(10) p 309 2898 a([pac) n(k) n(et/ms],) p Fe 711 2898 a(N) p Fx 794 2898 a(=) p 868 2898 a(1,) p Fe 947 2898 a(\034) p Fx 1005 2898 a(=) p 1080 2898 a(1) p 1138 2898 a([ms]\).) 57 4072 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 998 @rhi @setspecial %%BeginDocument: figure/stability-2-1-5.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 0 %%CreationDate: Thu Mar 2 19:17:12 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 1080 720 M 63 0 V 5649 0 R -63 0 V stroke 936 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 1080 1526 M 63 0 V 5649 0 R -63 0 V stroke 936 1526 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 1080 2333 M 63 0 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a(th) p Fn 1958 5062 a(.) 0 5159 y(These) p 252 5159 a(\014gures) p 527 5159 a(corresp) r(ond) p 962 5159 a(to) p 1075 5159 a(the) p 1229 5159 a(case) p 1417 5159 a(of) p Fj 1523 5159 a(max) p Fi 1687 5171 a(p) p Fn 1768 5159 a(=) p 1875 5159 a(0) p Fj(:) p Fn(1) 0 5256 y(in) p 95 5256 a(Figs.) p 295 5256 a(5) p 363 5256 a(and) p 522 5256 a(6,) p 613 5256 a(resp) r(ectiv) n(ely) p 1032 5256 a(.) p 1090 5256 a(Three) p 1329 5256 a(axes) p 1509 5256 a(represen) n(t) p 1866 5256 a(the) 0 5354 y(minim) n(um) p 366 5354 a(threshold) p Fj 726 5354 a(min) p Fi 878 5366 a(th) p Fn 968 5354 a(\(x\),) p 1123 5354 a(the) p 1261 5354 a(maxim) n(um) p 1644 5354 a(threshold) p Fj 0 5451 a(max) p Fi 164 5463 a(th) p Fn 265 5451 a(\(y\),) p 430 5451 a(and) p 596 5451 a(the) p 743 5451 a(transien) n(t) p 1097 5451 a(p) r(erformance) p 1577 5451 a(index) p Fj 1805 5451 a(s) p Fi 1844 5463 a(max) p Fn 0 5549 a(\(z\).) p 160 5549 a(These) p 395 5549 a(\014gures) p 654 5549 a(indicates) p 995 5549 a(that) p 1170 5549 a(the) p 1308 5549 a(net) n(w) n(ork) p 1619 5549 a(is) p 1697 5549 a(stable) p 1933 5549 a(if) p Fj 0 5646 a(s) p Fi 39 5658 a(max) p Fn 200 5646 a(is) p 281 5646 a(less) p 431 5646 a(than) p 622 5646 a(1,) p 712 5646 a(and) p 870 5646 a(that) p 1047 5646 a(the) p 1187 5646 a(transien) n(t) p 1533 5646 a(p) r(erformance) 0 5744 y(is) p 81 5744 a(b) r(etter) p 325 5744 a(\(e.g.,) p 530 5744 a(faster) p 757 5744 a(con) n(v) n(ergence\)) p 1246 5744 a(with) p 1432 5744 a(a) p 1498 5744 a(smaller) p Fj 1782 5744 a(s) p Fi 1821 5756 a(max) p Fn 1958 5744 a(.) 0 5841 y(One) p 188 5841 a(can) p 353 5841 a(\014nd) p 532 5841 a(that) p 725 5841 a(the) p 881 5841 a(optimal) p 1198 5841 a(p) r(oin) n(t) p 1428 5841 a(\() p Fj(min) p Fi 1612 5853 a(th) p Fj 1680 5841 a(;) p 1717 5841 a(max) p Fi 1881 5853 a(th) p Fn 1949 5841 a(\)) 2170 378 y(is) p 2261 378 a(almost) p 2536 378 a(indep) r(enden) n(t) p 3014 378 a(of) p Fj 3116 378 a(max) p Fi 3280 390 a(th) p Fn 3348 378 a(.) p 3430 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0000000000000000000000000000000000000000000000000000000000009000000000000000000000000000000000000000000000000000000000 % 0000000000000000000000000000000000000000000000000000000000006000000000000000000000000000000000000000000000000000000000 % 0000000000000000000000000000000000000000000000000000000000006000000000000000000000000000000000000000000000000000000000 % 0000000000000000000000000000000000000000000000000000000000009000000000000000000000000000000000000000000000000000000000 % 0000000000000000000000000000000000000000000000000000000000019800000000000000000000000000000000000000000000000000000000 %%EndImage %%EndPreview save countdictstack mark newpath /showpage {} def %%EndProlog %%Page 1 1 % Start of procedure set userdict /Mathdict 100 dict dup begin put % The externally visible functions are: % MathPictureStart- start page. % MathPictureEnd - finish off page. % MathSubStart - start a sub-page. % MathSubEnd - finish off a sub-page. % Mdot - draw a dot. % Mtetra - draw a filled tetragon. % Metetra - draw a filled tetragon with black edges. % Mistroke - intermediate stroke of multi-stroke line/curve. % Mfstroke - final stroke of multi-stroke line/curve. % Msboxa - compute coordinates of text bounding box. % Mshowa - plot characters. % MathScale - compute scaling info to contain array of points. %start of ISOLatin1 stuff /ISOLatin1Encoding dup where { pop pop } { [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /minus /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /asciitilde /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /dotlessi /grave /acute /circumflex /tilde /macron /breve /dotaccent /dieresis /.notdef /ring /cedilla /.notdef /hungarumlaut /ogonek /caron /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis ] def } ifelse /MFontDict 50 dict def /MStrCat { exch dup length 2 index length add string dup 3 1 roll copy length exch dup 4 2 roll exch putinterval } bind def /MCreateEncoding { 1 index 255 string cvs (-) MStrCat 1 index MStrCat cvn exch (Encoding) MStrCat cvn dup where { exch get } { pop StandardEncoding } ifelse 3 1 roll dup MFontDict exch known not { 1 index findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding 3 index def currentdict end 1 index exch definefont pop MFontDict 1 index null put } if exch pop exch pop } bind def /ISOLatin1 { (ISOLatin1) MCreateEncoding } bind def %end of ISOLatin1 stuff % Set up for the start of a page. /MathPictureStart { /Msaveobj save def /findresource where { pop /WRI-Mathematica-prolog /ProcSet findresource begin } { Mathdict begin } ifelse userdict begin /MathPictureStartHook where { /MathPictureStartHook get exec } if Mtransform Mlmarg Mbmarg translate Mwidth Mlmarg Mrmarg add sub /Mwidth exch def Mheight Mbmarg Mtmarg add sub /Mheight exch def /Mtmatrix matrix currentmatrix def /Mgmatrix matrix currentmatrix def /MathDPSFlag where { pop clientsync } if } def % Finish off a page. /MathPictureEnd { end end Msaveobj restore /MathDPSFlag where { pop } { showpage } ifelse } def %MFill fills the drawing area with the current color. /MFill { 0 0 moveto Mwidth 0 lineto Mwidth Mheight lineto 0 Mheight lineto fill } def %New device-specific optimizing operators /Mfill /.devicefill where { pop /.devicefill load def } { /fill load def } ifelse /Mstroke /.devicestroke where { pop /.devicestroke load def } { /stroke load def } ifelse % xmin xmax ymin ymax MPlotRegion alters the origin, Mwidth and Mheight % so that the picture fills the altered region /MPlotRegion { 3 index Mwidth mul 2 index Mheight mul translate exch sub Mheight mul /Mheight exch def exch sub Mwidth mul /Mwidth exch def } def % Given a rectangle, set it up as a sub-picture. /MathSubStart { Momatrix Mgmatrix Mtmatrix Mwidth Mheight 7 -2 roll moveto Mtmatrix setmatrix currentpoint Mgmatrix setmatrix 9 -2 roll moveto Mtmatrix setmatrix currentpoint 2 copy translate /Mtmatrix matrix currentmatrix def 3 -1 roll exch sub /Mheight exch def sub /Mwidth exch def } def % Restore the saved state left by the matching MathSubStart. % Note, we also leave with the new Mgmatrix as the current matrix. /MathSubEnd { /Mheight exch def /Mwidth exch def /Mtmatrix exch def dup setmatrix /Mgmatrix exch def /Momatrix exch def } def % Given a point, draw a dot. /Mdot { newpath currentlinewidth 2 div 0 360 arc fill } bind def % Given 4 points, draw the corresponding filled tetragon. /Mtetra { moveto lineto lineto lineto Mfill } bind def % Given 4 points, draw the corresponding filled tetragon with black edges. % Note, this leaves the gray level at 0 (for compatibility with the old % C code. /Metetra { moveto lineto lineto lineto closepath gsave Mfill grestore 0 setgray Mstroke } bind def % Mistroke is called to stroke intermediate parts of a path. It makes % sure to resynchronize the dashing pattern and to leave the current point % as the final point of the path. /Mistroke { flattenpath 0 0 0 { 4 2 roll pop pop } { 4 -1 roll 2 index sub dup mul 4 -1 roll 2 index sub dup mul add sqrt 4 -1 roll add 3 1 roll } { stop } { stop } pathforall pop pop currentpoint Mstroke moveto currentdash 3 -1 roll add setdash } bind def % Mfstroke is called to stroke the final parts of a path. It resets % the dashing pattern to compensate for any adjustments made by Mistroke. /Mfstroke { Mstroke currentdash pop 0 setdash } bind def % Mrotsboxa is the same as Msboxa except that it takes an angle % from the stack and the box is calculated for text rendered at this angle. % It gsaves in case we are starting a MathSubStart % save Mrot so that Msboxa can convert bouding box back to the non-rotated % coordinate system % call Mrotcheck to alter the offsets into the rotated system % converts Mtmatrix to render in the rotated system % the calls Msboxa which does all the work % at the end Mtmatrix is restored and Mrot is reset to 0 /Mrotsboxa { gsave dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix matrix currentmatrix def grestore Msboxa 3 -1 roll /Mtmatrix exch def /Mrot 0 def } bind def % Given an array of strings ([str...]), which represent consecutive lines % of text, a position in graphics coordinates (gx,gy) and a position in % the bounding box coordinates (sx,sy), compute the low and high coordinates % of the resulting text, in the [gx gy tx ty] form, which corresponds to % the point (gx,gy) (in graphics coordinates) plus the offset (tx,ty) (in % text coordinates). % Note, Msboxa assumes that the current matrix is the text matrix. % Mboxout is called in case we are in Mouter to make the box bigger % Mboxrot adjusts the box to account for a rotation to convert the box % into a nonrotated coordinate system % /Msboxa { newpath 5 -1 roll Mvboxa pop Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Msboxa1 5 -3 roll Msboxa1 Mboxrot [ 7 -2 roll 2 copy [ 3 1 roll 10 -1 roll 9 -1 roll ] 6 1 roll 5 -2 roll ] } bind def % Msboxa1 is an internal function which, given a bounding box coordinate % (sz), and the bounding box limits (blz and bhz), computes the actual % offsets (tlz = (blz-bhz)(sz+1)/2, thz = (blz-bhz)(sz-1)/2). /Msboxa1 { sub 2 div dup 2 index 1 add mul 3 -1 roll -1 add 3 -1 roll mul } bind def % Given a (non-empty) array of strings ([str...]) which represent consecutive % lines of text, compute the total bounding box assuming that we start at % (0,0) and the array of y offsets to place the lines correctly. % Note, Mvboxa assumes that the current matrix is the text matrix. % Note, Mvboxa does not alter the current path. % The vertical spacing is set so that the bounding boxes of adjacent lines % are .3 times the width of an `m' apart. /Mvboxa { gsave newpath [ true 3 -1 roll { Mbbox 5 -1 roll { 0 5 1 roll } { 7 -1 roll exch sub (m) stringwidth pop .3 mul sub 7 1 roll 6 -1 roll 4 -1 roll Mmin 3 -1 roll 5 index add 5 -1 roll 4 -1 roll Mmax 4 -1 roll } ifelse false } forall { stop } if counttomark 1 add 4 roll ] grestore } bind def % Given a string, compute the bounding box assuming that we start at (0,0). % Note, the path is assumed to be empty, and we are assumed to be in text % coordinates. Allows for long strings. /Mbbox { 1 dict begin 0 0 moveto /temp (T) def { gsave currentpoint newpath moveto temp 0 3 -1 roll put temp false charpath flattenpath currentpoint pathbbox grestore moveto lineto moveto} forall pathbbox newpath end } bind def % Compute the minimum of two numbers. /Mmin { 2 copy gt { exch } if pop } bind def % Compute the maximum of two numbers. /Mmax { 2 copy lt { exch } if pop } bind def % % Mrotwork saves Mrot (not really needed but saved anyway) % calls Mrotcheck to adjust the offsets into the rotated coordinate system % converts Mtmatrix to render in the rotated system % /Mrotwork { dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix matrix currentmatrix def Mgmatrix setmatrix } def % % Mrotshowa is the same as Mshowa except that it takes an angle % from the stack and the text is rendered at this angle. % It call Mrotwork to do all the rotation work. % Then it calls Mshowa which does all the drawing work. % At the end Mtmatrix is restored and Mrot is reset to zero. % /Mrotshowa { Mrotwork Mshowa /Mtmatrix exch def /Mrot 0 def } def % % Draws rotated text with a background. % /Mrotback { 7 1 roll dup 8 1 roll Mrotwork 8 -2 roll Mshowback /Mtmatrix exch def /Mrot 0 def } def % % Given an array of strings ([str...]), which represent consecutive lines % of text, a position in graphics coordinates (gx,gy) and a position in % the bounding box coordinates (sx,sy), display the strings. % Mboxout is called in case we are in Mouter % /Mshowa { 4 -2 roll moveto 2 index Mtmatrix setmatrix Mvboxa 7 1 roll Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Mshowa1 4 1 roll Mshowa1 rmoveto currentpoint Mshowax pop pop pop pop Mgmatrix setmatrix } def % % The background box of text is increased by the % size of an "m" % /Madjust { (m) stringwidth pop mul dup 4 -1 roll add 3 1 roll add } def % % % /Mbuildcoord { 7 index 7 index 4 -1 roll 4 -1 roll index exch index Mabsadd } def % % If the text is rotated then translate to the drawing point. % Rotate then translate back. Do not do this if the angle % of rotation is 0. % /Mrotate { 8 index 0 ne { 13 copy 4 -2 roll pop pop 6 -2 roll pop pop 4 -1 roll 3 -1 roll sub 6 -1 roll mul 3 1 roll sub 4 -1 roll mul 3 -1 roll 5 1 roll Mabsadd 2 copy translate 3 -1 roll rotate exch -1 mul exch -1 mul translate } if 9 -1 roll pop } def % % Draw text but into a box with a certain color. % Uses Msboxa to build the box. % /Mshowback { gsave exec 6 copy pop Msboxa aload pop 0.5 Madjust 5 -1 roll aload pop Mrotate -0.5 Madjust 4 -1 roll pop 3 -1 roll pop 3 4 Mbuildcoord moveto 3 4 Mbuildcoord lineto 3 6 Mbuildcoord lineto 5 6 Mbuildcoord lineto 5 4 Mbuildcoord lineto pop pop pop pop pop pop fill grestore Mshowa } def % This is used for fixedwidth fonts % It simply shows each string and advances the y direction by the offset % /Mshowax { 0 1 4 index length -1 add { 2 index 4 index 2 index get 3 index add moveto 4 index exch get Mfixdash { Mfixdashp } if show } for } def % Fix if all dashes and length > 1 /Mfixdashp { dup length 1 gt 1 index true exch { 45 eq and } forall and { gsave (--) stringwidth pop (-) stringwidth pop sub 2 div 0 rmoveto dup length 1 sub { (-) show } repeat grestore } if } bind def % Mshowa1 is an internal routine which, given a bounding box coordinate % (sz), and the bounding box limits if we started drawing at 0 (tlz and thz), % computes the offset at which to start drawing % (relz = (sz-1)tlz/2 - (sz+1)thz/2 = sz(tlz-thz)/2-(tlz+thz)/2). /Mshowa1 { 2 copy add 4 1 roll sub mul sub -2 div } bind def % Given the x and y scaling to user coordinates and an array of points to % fit (xbias xscale ybias yscale [pnts]), set up the scaling. The array % must contain atleast two points, and the last two must be of the form % [gxlow gylow 0 0] and [gxhigh gyhigh 0 0]. % Note, MathScale assumes that we are already scaled so that the active area % is the rectangle [0,Mwidth-Mlmarg-Mrmarg]x[0,Mheight-Mbmarg-Mtmarg]. % also keep bias and scale info for PostScript commands /MathScale { Mwidth Mheight Mlp /MathScaleHook where { /MathScaleHook get exec } if translate scale pop pop pop pop pop pop pop pop /yscale exch def /ybias exch def /xscale exch def /xbias exch def /Momatrix xscale yscale matrix scale xbias ybias matrix translate matrix concatmatrix def /Mgmatrix matrix currentmatrix def } def % Given a non-empty array of points to fit ([p]) and a maximum width (sx) % and height (sy) find the largest scale (Ax and Ay) and offsets (Bx and By) % such that the transformation % [gx gy tx ty] -> (Ax gx + tx + bx, Ay gy + ty + By) % maps the points into the rectangle [0,sx]x[0,sy] /Mlp { 3 copy Mlpfirst { Mnodistort { Mmin dup } if 4 index 2 index 2 index Mlprun 16 -8 roll 21 8 roll 11 index 11 -1 roll 10 -4 roll Mlp1 8 index 9 -5 roll Mlp1 4 -1 roll and { exit } if 15 -8 roll pop pop pop pop pop pop pop pop 3 -1 roll pop pop } loop exch 3 1 roll 7 -3 roll pop pop pop } def % Given an array of points in the [gx gy tx ty] form, with the last two % being [gxlow gylow 0 0] and [gxhigh gyhigh 0 0], and the width and height % (sx and sy) in which to fit them, compute the maximum scaling (Ax and Ay). /Mlpfirst { 3 -1 roll dup length 2 copy -2 add get aload pop pop pop 4 -2 roll -1 add get aload pop pop pop 6 -1 roll 3 -1 roll 5 -1 roll sub div 4 1 roll exch sub div } bind def % Given a non-empty array of points to fit ([pnts]) and scale factors % for graphics->text (Ax and Ay), compute the limiting points. /Mlprun { 2 copy 4 index 0 get dup 4 1 roll Mlprun1 3 copy 8 -2 roll 9 -1 roll { 3 copy Mlprun1 3 copy 11 -3 roll /gt Mlpminmax 8 3 roll 11 -3 roll /lt Mlpminmax 8 3 roll } forall pop pop pop pop 3 1 roll pop pop aload pop 5 -1 roll aload pop 8 copy exch 6 -1 roll Mlprun2 8 2 roll 4 -1 roll Mlprun2 6 2 roll 3 -1 roll Mlprun2 4 2 roll exch Mlprun2 6 2 roll } bind def % Given scale factors for graphics->text (Ax and Ay) and a point in the % [gx gy tx ty] form, return the text x and y coordinate that results. /Mlprun1 { aload pop exch 6 -1 roll 5 -1 roll mul add 4 -2 roll mul 3 -1 roll add } bind def % Given a low and high coordinate, compute the center and width. /Mlprun2 { 2 copy add 2 div 3 1 roll exch sub } bind def % Given two points stored as [gx gy tx ty] followed by the scaled % result (rx, ry), and a comparison function (lt or gt) leave the % point which is the minimum (or maximum) in each dimension. /Mlpminmax { cvx 2 index 6 index 2 index exec { 7 -3 roll 4 -1 roll } if 1 index 5 index 3 -1 roll exec { 4 1 roll pop 5 -1 roll aload pop pop 4 -1 roll aload pop [ 8 -2 roll pop 5 -2 roll pop 6 -2 roll pop 5 -1 roll ] 4 1 roll pop } { pop pop pop } ifelse } bind def % Given a size (s), graphics->text scale (A), text center (ct), text % width (wt), graphics center (cg) and graphics width (wg), compute % a new graphics->text scale (Anew) and offset (B) and whether or not % we are done. % Note, the mysterious .99999 is magic juju which is supposed to ward % off the possibility that floating point errors would cause this % routine to return the old A and yet claim not-done. /Mlp1 { 5 index 3 index sub 5 index 2 index mul 1 index le 1 index 0 le or dup not { 1 index 3 index div .99999 mul 8 -1 roll pop 7 1 roll } if 8 -1 roll 2 div 7 -2 roll pop sub 5 index 6 -3 roll pop pop mul sub exch } bind def % The following are the workings of the tick, axes and plot labels. % NOTE a possible source of confusion is that for xticks ie tickmarks on % the x axis we keep y information and vice versa for yticks % % When Minner is found then % % assumes that box starts at zero on the left lower side % % 0) if outflag = 1 then intop = 0, inrht = 0 outflag = 0 % 1) Save intop largest top of box % 2) Save inrht largest rht of box % 3) set inflag notifies that inner marks are present % % When Mouter is found then % % if inflag is set then % 1) get vecx and vecy off the stack (points in direcn to move) % 2) vecx < 1 xadrht = inrht*abs(vecx) % 3) vecx > 1 xadlft = inrht*abs(vecx) % 4) vecy < 1 yadtop = intop*abs(vecy) % 5) vecy > 1 yadbot = intop*abs(vecy) % 6) set outflag = 1 % 7) clear inflag, inrht, intop % guaranteed to be zero if no inner is present?? % % % These all have effects in Mrotsboxa and Mrotshowa % check inflag and if set % % 1) increase top of bbox by yadtop % 2) decrease bot of bbox by yadbot % 3) increase rht of bbox by xadrht % 4) increase lft of bbox by xadlft % 5) clear outflag, yadtop, yadbot, % xadrht, xadlft % % % This saves the top right corner of the bounding box as a side effect % This is to allow the adjustment of text placed with Mouter so that % it misses the Minner text. It is assumed that the ang is 0 % in the same way it is assumed that the text of Mouter is 0 or 90 % /Minner { outflag 1 eq { /outflag 0 def /intop 0 def /inrht 0 def } if 5 index gsave Mtmatrix setmatrix Mvboxa pop grestore 3 -1 roll pop dup intop gt { /intop exch def } { pop } ifelse dup inrht gt { /inrht exch def } { pop } ifelse pop /inflag 1 def } def % This takes two number off the stack and uses them as a vector in graphics % coordinates which points in the direction in which the Mouter text is to move % it calculates the bouding box adjustments yadtop yadbot xadrht and xadlft % these are in Mboxout to adjust the bounding box to compensate. /Mouter { /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def inflag 1 eq { dup 0 lt { dup intop mul neg /yadtop exch def } if dup 0 gt { dup intop mul /yadbot exch def } if pop dup 0 lt { dup inrht mul neg /xadrht exch def } if dup 0 gt { dup inrht mul /xadlft exch def } if pop /outflag 1 def } { pop pop} ifelse /inflag 0 def /inrht 0 def /intop 0 def } def % % This adjusts the bounding box to account for adjacent text % This allows the two text strings to avoid each other % current matrix is the text matrix /Mboxout { outflag 1 eq { 4 -1 roll xadlft leadjust add sub 4 1 roll 3 -1 roll yadbot leadjust add sub 3 1 roll exch xadrht leadjust add add exch yadtop leadjust add add /outflag 0 def /xadlft 0 def /yadbot 0 def /xadrht 0 def /yadtop 0 def } if } def /leadjust { (m) stringwidth pop .5 mul } bind def % The offsets sx and sy refer to the graphics coordinate system % thus they must be altered if a rotation has taken place. % We must also change the bounding box computations for Minner % /Mrotcheck { dup 90 eq { % % Mouter only applies to strings which are either at 0 or 90 % sort out the box adjust factors % % xadrht -> yadbot % xadlft -> yadtop % yadtop -> xadrht % yadbot -> xadlft yadbot /yadbot xadrht def /xadrht yadtop def /yadtop xadlft def /xadlft exch def } if dup cos 1 index sin Checkaux dup cos 1 index sin neg exch Checkaux 3 1 roll pop pop } def % % Checkaux is an auxilliary function for Mrotcheck it multiplies a % row vector by a column vector % /Checkaux { 4 index exch 4 index mul 3 1 roll mul add 4 1 roll } bind def % % Mboxrot converts the bounding box back from the rotated coordinate % system to the Mgmatrix system to compensate for a rotation % It has the opposite functionality of Mrotcheck % This is not the most neatest or most efficient implementation but it works % /Mboxrot { Mrot 90 eq { % old tlx thx tly thy % new -thy -tly tlx thx % brotaux 4 2 roll } if Mrot 180 eq { % old tlx thx tly thy % new -thx -tlx -thx -tly % 4 2 roll brotaux 4 2 roll brotaux } if Mrot 270 eq { % old tlx thx tly thy % new tly thy -thx -tlx % 4 2 roll brotaux } if } def % % auxilliary function negate and reverse /brotaux { neg exch neg } bind def % % Mabsproc takes a measurement in the default user units and converts % it to the present units. This allows absolute thickness and dashing % to work. It works by using a {0, x} vector and using the RMS of the result. /Mabsproc { 0 matrix defaultmatrix dtransform idtransform dup mul exch dup mul add sqrt } bind def % % Mabswid allows the linewidth to be specified in absolute coordinates % It does this by recording the graphics transformation matrix at the % begining of the plot. % This will break if the scaling in the x and y directions is % different. This is the case if Mnodistort is false % /Mabswid { Mabsproc setlinewidth } bind def % Mabsdash allows the dashing pattern to be specified in absolute coordinates % It does this by recording the graphics transformation matrix at the % begining of the plot. % This will break if the scaling in the x and y directions is % different. This is the case if Mnodistort is false % /Mabsdash { exch [ exch { Mabsproc } forall ] exch setdash } bind def % % Mabs takes a pair of coordinates in points % and converts them into a pair of coordinates in % the current drawing scheme % /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def % % Mabs takes a pair of numbers in drawing coordinates % and a pair in points. It converts the points to % drawing coordinates and adds them to the first pair. % /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def % % These two procedures are for using Offset coordinates % with MathScale computations % /Mabsfix1 { 3 -1 roll /ar exch def ar 2 get 3 -1 roll add exch ar 3 get add ar 3 3 -1 roll put ar 2 3 -1 roll put ar } bind def /Mabsfix { 2 copy 6 -1 roll 3 1 roll Mabsfix1 4 1 roll Mabsfix1 } bind def %MBeginOrig start coordinates in user coordinates /MBeginOrig { Momatrix concat} bind def %MEndOrig start coordinates in user coordinates /MEndOrig { Mgmatrix setmatrix} bind def /sampledsound where { pop } { /MathDPSFlag where { pop /sampledsound { clientsync } def } { /sampledsound { exch pop exch 5 1 roll mul 4 idiv mul 2 idiv exch pop exch /Mtempproc exch def { Mtempproc pop } repeat } def } ifelse } ifelse % Define setrgbcolor for those ancient PostScript devices lacking it /setrgbcolor dup where { pop pop } { { .114 mul exch .587 mul add exch .299 mul add setgray } bind def } ifelse % % now simple conversion of cmykcolor to rgbcolor % subtract k and then take complements /setcmykcolor where { pop} { /setcmykcolor { 4 1 roll [ 4 1 roll ] { 1 index sub 1 sub neg dup 0 lt { pop 0 } if dup 1 gt { pop 1 } if exch } forall pop setrgbcolor } bind def } ifelse % Here are the short operators /g /setgray load def /k /setcmykcolor load def /m /moveto load def /p /gsave load def /r /setrgbcolor load def /w /setlinewidth load def /C /curveto load def /F /Mfill load def /L /lineto load def /P /grestore load def /s /Mstroke load def /Mcharproc { currentfile (x) readhexstring pop 0 get exch div } bind def /Mshadeproc { dup 3 1 roll { dup Mcharproc 3 1 roll } repeat 1 eq { setgray } { 3 eq { setrgbcolor } { setcmykcolor } ifelse } ifelse } bind def /Mrectproc { 3 index 2 index moveto 2 index 3 -1 roll lineto dup 3 1 roll lineto lineto Mfill } bind def /Mcolorimage { 7 1 roll pop pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index 9 index Mshadeproc Mrectproc } for pop } for pop pop pop pop } bind def /Mimage { pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index Mcharproc setgray Mrectproc } for pop } for pop pop pop } bind def % Default values for variables /Mlmarg 1.0 72 mul def /Mrmarg 1.0 72 mul def /Mbmarg 1.0 72 mul def /Mtmarg 1.0 72 mul def /Mwidth 8.5 72 mul def /Mheight 11 72 mul def /Mtransform { } bind def /Mnodistort true def /Mfixdash false def /Mrot 0 def /intop 0 def /inrht 0 def /inflag 0 def /outflag 0 def /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def /defineresource where { pop /WRI-Mathematica-prolog currentdict /ProcSet defineresource pop } if end %KLUDGE until Mathematica output uses resources directly userdict /MathPictureStart { /findresource where { pop /WRI-Mathematica-prolog /ProcSet findresource } { Mathdict } ifelse /MathPictureStart get exec } put MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% SurfaceGraphics /Helvetica findfont 14 scalefont setfont % Scaling calculations -2.57498e-17 1 -0.159884 1 [ [.04364 -0.01241 -2.62861 -9 ] [.04364 -0.01241 3.37139 0 ] [.27182 -0.01248 -2.8143 -9 ] [.27182 -0.01248 3.1857 0 ] [.5 -0.0125 -6 -9 ] [.5 -0.0125 6 0 ] [.72818 -0.01248 -6.37139 -9 ] [.72818 -0.01248 5.62861 0 ] [.95636 -0.01241 -6.74278 -9 ] [.95636 -0.01241 5.25722 0 ] [.5 -0.075 -5 -9.8125 ] [.5 -0.075 5 0 ] [1.0125 .34012 0 -4.5 ] [1.0125 .34012 6 4.5 ] [.96095 .40674 0 -4.5 ] [.96095 .40674 12 4.5 ] [.91904 .4609 0 -4.5 ] [.91904 .4609 12 4.5 ] [.88429 .50581 0 -4.5 ] [.88429 .50581 12 4.5 ] [.85502 .54365 0 -4.5 ] [.85502 .54365 12 4.5 ] [.83002 .57596 0 -4.5 ] [.83002 .57596 18 4.5 ] [.96339 .48436 0 -4.90625 ] [.96339 .48436 10 4.90625 ] [.02961 0 -6 -4.5 ] [.02961 0 0 4.5 ] [.02222 .05968 -18 -4.5 ] [.02222 .05968 0 4.5 ] [.01459 .12132 -18 -4.5 ] [.01459 .12132 0 4.5 ] [.0067 .18502 -18 -4.5 ] [.0067 .18502 0 4.5 ] [-0.00145 .25088 -18 -4.5 ] [-0.00145 .25088 0 4.5 ] [-0.05302 .16258 -10 -4.90625 ] [-0.05302 .16258 0 4.90625 ] [ 0 0 0 0 ] [ 1 .57596 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .04211 0 m .95789 0 L s .04211 0 m .04134 .0062 L s [(0)] .04364 -0.01241 -0.1238 1 Mshowa .27105 0 m .27067 .00624 L s [(5)] .27182 -0.01248 -0.0619 1 Mshowa .5 0 m .5 .00625 L s [(10)] .5 -0.0125 0 1 Mshowa .72895 0 m .72933 .00624 L s [(15)] .72818 -0.01248 .0619 1 Mshowa .95789 0 m .95866 .0062 L s [(20)] .95636 -0.01241 .1238 1 Mshowa .125 Mabswid .08789 0 m .08748 .00373 L s .13368 0 m .13331 .00373 L s .17947 0 m .17915 .00374 L s .22526 0 m .22499 .00374 L s .31684 0 m .31666 .00375 L s .36263 0 m .36249 .00375 L s .40842 0 m .40833 .00375 L s .45421 0 m .45416 .00375 L s .54579 0 m .54584 .00375 L s .59158 0 m .59167 .00375 L s .63737 0 m .63751 .00375 L s .68316 0 m .68334 .00375 L s .77474 0 m .77501 .00374 L s .82053 0 m .82085 .00374 L s .86632 0 m .86669 .00373 L s .91211 0 m .91252 .00373 L s gsave .5 -0.075 -66 -13.8125 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (X) show 1.000 setlinewidth grestore .25 Mabswid 1 .34012 m .81752 .57596 L s 1 .34012 m .99375 .34012 L s [(0)] 1.0125 .34012 -1 0 Mshowa .94845 .40674 m .9422 .40674 L s [(20)] .96095 .40674 -1 0 Mshowa .90654 .4609 m .90029 .4609 L s [(40)] .91904 .4609 -1 0 Mshowa .87179 .50581 m .86554 .50581 L s [(60)] .88429 .50581 -1 0 Mshowa .84252 .54365 m .83627 .54365 L s [(80)] .85502 .54365 -1 0 Mshowa .81752 .57596 m .81127 .57596 L s [(100)] .83002 .57596 -1 0 Mshowa .125 Mabswid .98603 .35817 m .98228 .35817 L s .97283 .37524 m .96908 .37524 L s .96032 .3914 m .95657 .3914 L s .93719 .4213 m .93344 .4213 L s .92647 .43515 m .92272 .43515 L s .91627 .44833 m .91252 .44833 L s .89726 .4729 m .89351 .4729 L s .88839 .48436 m .88464 .48436 L s .87991 .49532 m .87616 .49532 L s .86402 .51587 m .86027 .51587 L s .85656 .52551 m .85281 .52551 L s .8494 .53476 m .84565 .53476 L s .83591 .5522 m .83216 .5522 L s .82955 .56042 m .8258 .56042 L s .82342 .56833 m .81967 .56833 L s gsave .96339 .48436 -61 -8.90625 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Y) show 1.000 setlinewidth grestore .25 Mabswid .04211 0 m 0 .34012 L s .04211 0 m .04836 0 L s [(1)] .02961 0 1 0 Mshowa .03472 .05968 m .04097 .05968 L s [(0.9)] .02222 .05968 1 0 Mshowa .02709 .12132 m .03334 .12132 L s [(0.8)] .01459 .12132 1 0 Mshowa .0192 .18502 m .02545 .18502 L s [(0.7)] .0067 .18502 1 0 Mshowa .01105 .25088 m .0173 .25088 L s [(0.6)] -0.00145 .25088 1 0 Mshowa gsave -0.05302 .16258 -71 -8.90625 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Z) show 1.000 setlinewidth grestore .04211 0 m 0 .34012 L s 0 .34012 m .18248 .57596 L s .18248 .57596 m .2 .34012 L s .2 .34012 m .04211 0 L s .95789 0 m .8 .34012 L s .8 .34012 m .81752 .57596 L s .81752 .57596 m 1 .34012 L s 1 .34012 m .95789 0 L s .04211 0 m 0 .34012 L s 0 .34012 m 1 .34012 L s 1 .34012 m .95789 0 L s .95789 0 m .04211 0 L s .2 .34012 m .8 .34012 L s .8 .34012 m .81752 .57596 L s .81752 .57596 m .18248 .57596 L s .18248 .57596 m .2 .34012 L s 0 0 m 1 0 L 1 .57596 L 0 .57596 L closepath clip newpath 0 0 .566 r .18771 .4713 .1898 .4774 .20118 .4954 .1992 .48871 Mtetra 0 0 .287 r .1992 .48871 .20118 .4954 .21162 .52882 .20995 .51854 Mtetra 0 .018 .586 r .20995 .51854 .21162 .52882 .22339 .54491 .22131 .54183 Mtetra .625 .94 .956 r .22131 .54183 .22339 .54491 .23652 .54057 .23455 .53745 Mtetra .647 .95 .949 r .23455 .53745 .23652 .54057 .24966 .53573 .24779 .53256 Mtetra .67 .96 .941 r .24779 .53256 .24966 .53573 .2628 .53036 .26103 .52712 Mtetra .693 .968 .931 r .26103 .52712 .2628 .53036 .27594 .52438 .27427 .52107 Mtetra .716 .977 .919 r .27427 .52107 .27594 .52438 .28907 .51776 .28751 .51437 Mtetra .739 .984 .906 r .28751 .51437 .28907 .51776 .3022 .51044 .30074 .50695 Mtetra .762 .989 .892 r .30074 .50695 .3022 .51044 .31532 .50236 .31396 .49875 Mtetra .783 .994 .876 r .31396 .49875 .31532 .50236 .32842 .49348 .32716 .48973 Mtetra .804 .997 .858 r .32716 .48973 .32842 .49348 .3415 .48373 .34034 .47983 Mtetra .824 .998 .84 r .34034 .47983 .3415 .48373 .35455 .47307 .35349 .469 Mtetra .842 .998 .821 r .35349 .469 .35455 .47307 .36757 .46147 .36661 .4572 Mtetra .858 .997 .801 r .36661 .4572 .36757 .46147 .38054 .44887 .37969 .44439 Mtetra .873 .994 .781 r .37969 .44439 .38054 .44887 .39347 .43524 .39271 .43053 Mtetra .886 .991 .761 r .39271 .43053 .39347 .43524 .40633 .42057 .40568 .41559 Mtetra .898 .987 .742 r .40568 .41559 .40633 .42057 .41913 .40482 .41857 .39956 Mtetra .908 .982 .723 r .41857 .39956 .41913 .40482 .43185 .38799 .43139 .38243 Mtetra .917 .976 .705 r .43139 .38243 .43185 .38799 .44449 .37008 .44411 .36418 Mtetra .925 .97 .688 r .44411 .36418 .44449 .37008 .45703 .35107 .45674 .34483 Mtetra .851 .967 .875 r .45674 .34483 .45703 .35107 .46939 .34012 .46917 .33554 Mtetra .518 .816 .999 r .46917 .33554 .46939 .34012 .48163 .34012 .4815 .33554 Mtetra .4815 .33554 .48163 .34012 .49388 .34012 .49383 .33554 Mtetra .49383 .33554 .49388 .34012 .50612 .34012 .50617 .33554 Mtetra .78979 .33554 .78776 .34012 .8 .34012 .80213 .33554 Mtetra .77746 .33554 .77551 .34012 .78776 .34012 .78979 .33554 Mtetra .76513 .33554 .76327 .34012 .77551 .34012 .77746 .33554 Mtetra .7528 .33554 .75102 .34012 .76327 .34012 .76513 .33554 Mtetra .74047 .33554 .73878 .34012 .75102 .34012 .7528 .33554 Mtetra .72814 .33554 .72653 .34012 .73878 .34012 .74047 .33554 Mtetra .7158 .33554 .71429 .34012 .72653 .34012 .72814 .33554 Mtetra .70347 .33554 .70204 .34012 .71429 .34012 .7158 .33554 Mtetra .69114 .33554 .6898 .34012 .70204 .34012 .70347 .33554 Mtetra .67881 .33554 .67755 .34012 .6898 .34012 .69114 .33554 Mtetra .66648 .33554 .66531 .34012 .67755 .34012 .67881 .33554 Mtetra .65415 .33554 .65306 .34012 .66531 .34012 .66648 .33554 Mtetra .64181 .33554 .64082 .34012 .65306 .34012 .65415 .33554 Mtetra .62948 .33554 .62857 .34012 .64082 .34012 .64181 .33554 Mtetra .61715 .33554 .61633 .34012 .62857 .34012 .62948 .33554 Mtetra .60482 .33554 .60408 .34012 .61633 .34012 .61715 .33554 Mtetra .59249 .33554 .59184 .34012 .60408 .34012 .60482 .33554 Mtetra .58016 .33554 .57959 .34012 .59184 .34012 .59249 .33554 Mtetra .56782 .33554 .56735 .34012 .57959 .34012 .58016 .33554 Mtetra .55549 .33554 .5551 .34012 .56735 .34012 .56782 .33554 Mtetra .54316 .33554 .54286 .34012 .5551 .34012 .55549 .33554 Mtetra .53083 .33554 .53061 .34012 .54286 .34012 .54316 .33554 Mtetra .5185 .33554 .51837 .34012 .53061 .34012 .53083 .33554 Mtetra .50617 .33554 .50612 .34012 .51837 .34012 .5185 .33554 Mtetra 0 .015 .585 r .18558 .46514 .18771 .4713 .1992 .48871 .19719 .48203 Mtetra 0 0 .335 r .19719 .48203 .1992 .48871 .20995 .51854 .20818 .50941 Mtetra 0 0 .415 r .20818 .50941 .20995 .51854 .22131 .54183 .21921 .5387 Mtetra .626 .941 .956 r .21921 .5387 .22131 .54183 .23455 .53745 .23255 .53427 Mtetra .648 .95 .949 r .23255 .53427 .23455 .53745 .24779 .53256 .24589 .52934 Mtetra .67 .96 .94 r .24589 .52934 .24779 .53256 .26103 .52712 .25923 .52383 Mtetra .694 .969 .93 r .25923 .52383 .26103 .52712 .27427 .52107 .27258 .51771 Mtetra .717 .977 .919 r .27258 .51771 .27427 .52107 .28751 .51437 .28592 .51092 Mtetra .74 .984 .905 r .28592 .51092 .28751 .51437 .30074 .50695 .29925 .5034 Mtetra .763 .99 .89 r .29925 .5034 .30074 .50695 .31396 .49875 .31258 .49508 Mtetra .785 .994 .874 r .31258 .49508 .31396 .49875 .32716 .48973 .32588 .48593 Mtetra .806 .997 .856 r .32588 .48593 .32716 .48973 .34034 .47983 .33917 .47587 Mtetra .826 .998 .838 r .33917 .47587 .34034 .47983 .35349 .469 .35242 .46486 Mtetra .844 .998 .818 r .35242 .46486 .35349 .469 .36661 .4572 .36565 .45286 Mtetra .86 .997 .798 r .36565 .45286 .36661 .4572 .37969 .44439 .37882 .43982 Mtetra .875 .994 .778 r .37882 .43982 .37969 .44439 .39271 .43053 .39195 .42571 Mtetra .888 .99 .759 r .39195 .42571 .39271 .43053 .40568 .41559 .40501 .41051 Mtetra .9 .986 .739 r .40501 .41051 .40568 .41559 .41857 .39956 .418 .39419 Mtetra .91 .981 .72 r .418 .39419 .41857 .39956 .43139 .38243 .43091 .37673 Mtetra .919 .975 .702 r .43091 .37673 .43139 .38243 .44411 .36418 .44373 .35815 Mtetra .927 .969 .685 r .44373 .35815 .44411 .36418 .45674 .34483 .45645 .33843 Mtetra .82 .95 .905 r .45645 .33843 .45674 .34483 .46917 .33554 .46895 .33089 Mtetra .518 .816 .999 r .46895 .33089 .46917 .33554 .4815 .33554 .48137 .33089 Mtetra .48137 .33089 .4815 .33554 .49383 .33554 .49379 .33089 Mtetra .49379 .33089 .49383 .33554 .50617 .33554 .50621 .33089 Mtetra .79186 .33089 .78979 .33554 .80213 .33554 .80428 .33089 Mtetra .77944 .33089 .77746 .33554 .78979 .33554 .79186 .33089 Mtetra .76702 .33089 .76513 .33554 .77746 .33554 .77944 .33089 Mtetra .7546 .33089 .7528 .33554 .76513 .33554 .76702 .33089 Mtetra .74218 .33089 .74047 .33554 .7528 .33554 .7546 .33089 Mtetra .72976 .33089 .72814 .33554 .74047 .33554 .74218 .33089 Mtetra .71734 .33089 .7158 .33554 .72814 .33554 .72976 .33089 Mtetra .70493 .33089 .70347 .33554 .7158 .33554 .71734 .33089 Mtetra .69251 .33089 .69114 .33554 .70347 .33554 .70493 .33089 Mtetra .68009 .33089 .67881 .33554 .69114 .33554 .69251 .33089 Mtetra .66767 .33089 .66648 .33554 .67881 .33554 .68009 .33089 Mtetra .65525 .33089 .65415 .33554 .66648 .33554 .66767 .33089 Mtetra .64283 .33089 .64181 .33554 .65415 .33554 .65525 .33089 Mtetra .63041 .33089 .62948 .33554 .64181 .33554 .64283 .33089 Mtetra .61799 .33089 .61715 .33554 .62948 .33554 .63041 .33089 Mtetra .60557 .33089 .60482 .33554 .61715 .33554 .61799 .33089 Mtetra .59315 .33089 .59249 .33554 .60482 .33554 .60557 .33089 Mtetra .58073 .33089 .58016 .33554 .59249 .33554 .59315 .33089 Mtetra .56831 .33089 .56782 .33554 .58016 .33554 .58073 .33089 Mtetra .55589 .33089 .55549 .33554 .56782 .33554 .56831 .33089 Mtetra .54347 .33089 .54316 .33554 .55549 .33554 .55589 .33089 Mtetra .53105 .33089 .53083 .33554 .54316 .33554 .54347 .33089 Mtetra .51863 .33089 .5185 .33554 .53083 .33554 .53105 .33089 Mtetra .50621 .33089 .50617 .33554 .5185 .33554 .51863 .33089 Mtetra 0 .037 .603 r .18342 .45893 .18558 .46514 .19719 .48203 .19514 .47535 Mtetra 0 0 .374 r .19514 .47535 .19719 .48203 .20818 .50941 .20633 .50089 Mtetra 0 0 .294 r .20633 .50089 .20818 .50941 .21921 .5387 .21707 .53553 Mtetra .626 .941 .956 r .21707 .53553 .21921 .5387 .23255 .53427 .23051 .53106 Mtetra .648 .951 .948 r .23051 .53106 .23255 .53427 .24589 .52934 .24396 .52607 Mtetra .671 .96 .94 r .24396 .52607 .24589 .52934 .25923 .52383 .25741 .5205 Mtetra .695 .969 .93 r .25741 .5205 .25923 .52383 .27258 .51771 .27086 .51431 Mtetra .718 .977 .918 r .27086 .51431 .27258 .51771 .28592 .51092 .28431 .50742 Mtetra .742 .984 .904 r .28431 .50742 .28592 .51092 .29925 .5034 .29775 .49979 Mtetra .765 .99 .889 r .29775 .49979 .29925 .5034 .31258 .49508 .31118 .49135 Mtetra .787 .994 .873 r .31118 .49135 .31258 .49508 .32588 .48593 .32459 .48205 Mtetra .808 .997 .855 r .32459 .48205 .32588 .48593 .33917 .47587 .33798 .47183 Mtetra .828 .998 .836 r .33798 .47183 .33917 .47587 .35242 .46486 .35134 .46064 Mtetra .846 .998 .816 r .35134 .46064 .35242 .46486 .36565 .45286 .36467 .44843 Mtetra .862 .996 .796 r .36467 .44843 .36565 .45286 .37882 .43982 .37795 .43516 Mtetra .877 .993 .776 r .37795 .43516 .37882 .43982 .39195 .42571 .39117 .4208 Mtetra .89 .99 .756 r .39117 .4208 .39195 .42571 .40501 .41051 .40434 .40531 Mtetra .902 .985 .736 r .40434 .40531 .40501 .41051 .418 .39419 .41743 .38868 Mtetra .912 .979 .717 r .41743 .38868 .418 .39419 .43091 .37673 .43044 .3709 Mtetra .921 .974 .699 r .43044 .3709 .43091 .37673 .44373 .35815 .44335 .35196 Mtetra .929 .968 .681 r .44335 .35196 .44373 .35815 .45645 .33843 .45616 .33187 Mtetra .779 .924 .932 r .45616 .33187 .45645 .33843 .46895 .33089 .46873 .32618 Mtetra .518 .816 .999 r .46873 .32618 .46895 .33089 .48137 .33089 .48124 .32618 Mtetra .48124 .32618 .48137 .33089 .49379 .33089 .49375 .32618 Mtetra .49375 .32618 .49379 .33089 .50621 .33089 .50625 .32618 Mtetra .79396 .32618 .79186 .33089 .80428 .33089 .80647 .32618 Mtetra .78145 .32618 .77944 .33089 .79186 .33089 .79396 .32618 Mtetra .76894 .32618 .76702 .33089 .77944 .33089 .78145 .32618 Mtetra .75643 .32618 .7546 .33089 .76702 .33089 .76894 .32618 Mtetra .74393 .32618 .74218 .33089 .7546 .33089 .75643 .32618 Mtetra .73142 .32618 .72976 .33089 .74218 .33089 .74393 .32618 Mtetra .71891 .32618 .71734 .33089 .72976 .33089 .73142 .32618 Mtetra .7064 .32618 .70493 .33089 .71734 .33089 .71891 .32618 Mtetra .69389 .32618 .69251 .33089 .70493 .33089 .7064 .32618 Mtetra .68138 .32618 .68009 .33089 .69251 .33089 .69389 .32618 Mtetra .66887 .32618 .66767 .33089 .68009 .33089 .68138 .32618 Mtetra .65636 .32618 .65525 .33089 .66767 .33089 .66887 .32618 Mtetra .64385 .32618 .64283 .33089 .65525 .33089 .65636 .32618 Mtetra .63134 .32618 .63041 .33089 .64283 .33089 .64385 .32618 Mtetra .61884 .32618 .61799 .33089 .63041 .33089 .63134 .32618 Mtetra .60633 .32618 .60557 .33089 .61799 .33089 .61884 .32618 Mtetra .59382 .32618 .59315 .33089 .60557 .33089 .60633 .32618 Mtetra .58131 .32618 .58073 .33089 .59315 .33089 .59382 .32618 Mtetra .5688 .32618 .56831 .33089 .58073 .33089 .58131 .32618 Mtetra .55629 .32618 .55589 .33089 .56831 .33089 .5688 .32618 Mtetra .54378 .32618 .54347 .33089 .55589 .33089 .55629 .32618 Mtetra .53127 .32618 .53105 .33089 .54347 .33089 .54378 .32618 Mtetra .51876 .32618 .51863 .33089 .53105 .33089 .53127 .32618 Mtetra .50625 .32618 .50621 .33089 .51863 .33089 .51876 .32618 Mtetra 0 .058 .62 r .18123 .45266 .18342 .45893 .19514 .47535 .19307 .46864 Mtetra 0 0 .409 r .19307 .46864 .19514 .47535 .20633 .50089 .20443 .49272 Mtetra 0 0 .208 r .20443 .49272 .20633 .50089 .21707 .53553 .2149 .53232 Mtetra .626 .941 .955 r .2149 .53232 .21707 .53553 .23051 .53106 .22845 .5278 Mtetra .649 .951 .948 r .22845 .5278 .23051 .53106 .24396 .52607 .242 .52275 Mtetra .672 .961 .939 r .242 .52275 .24396 .52607 .25741 .5205 .25556 .51712 Mtetra .696 .97 .929 r .25556 .51712 .25741 .5205 .27086 .51431 .26912 .51084 Mtetra .72 .978 .917 r .26912 .51084 .27086 .51431 .28431 .50742 .28267 .50387 Mtetra .744 .985 .903 r .28267 .50387 .28431 .50742 .29775 .49979 .29622 .49613 Mtetra .767 .991 .888 r .29622 .49613 .29775 .49979 .31118 .49135 .30976 .48756 Mtetra .789 .995 .871 r .30976 .48756 .31118 .49135 .32459 .48205 .32328 .47811 Mtetra .81 .997 .853 r .32328 .47811 .32459 .48205 .33798 .47183 .33677 .46772 Mtetra .83 .998 .834 r .33677 .46772 .33798 .47183 .35134 .46064 .35024 .45634 Mtetra .848 .998 .814 r .35024 .45634 .35134 .46064 .36467 .44843 .36367 .44391 Mtetra .864 .996 .793 r .36367 .44391 .36467 .44843 .37795 .43516 .37706 .4304 Mtetra .879 .993 .773 r .37706 .4304 .37795 .43516 .39117 .4208 .39039 .41577 Mtetra .892 .989 .753 r .39039 .41577 .39117 .4208 .40434 .40531 .40366 .4 Mtetra .904 .984 .733 r .40366 .4 .40434 .40531 .41743 .38868 .41685 .38305 Mtetra .914 .978 .714 r .41685 .38305 .41743 .38868 .43044 .3709 .42995 .36492 Mtetra .923 .972 .696 r .42995 .36492 .43044 .3709 .44335 .35196 .44296 .34562 Mtetra .93 .966 .678 r .44296 .34562 .44335 .35196 .45616 .33187 .45586 .32514 Mtetra .727 .888 .954 r .45586 .32514 .45616 .33187 .46873 .32618 .4685 .3214 Mtetra .518 .816 .999 r .4685 .3214 .46873 .32618 .48124 .32618 .4811 .3214 Mtetra .4811 .3214 .48124 .32618 .49375 .32618 .4937 .3214 Mtetra .4937 .3214 .49375 .32618 .50625 .32618 .5063 .3214 Mtetra .79609 .3214 .79396 .32618 .80647 .32618 .80869 .3214 Mtetra .78349 .3214 .78145 .32618 .79396 .32618 .79609 .3214 Mtetra .77089 .3214 .76894 .32618 .78145 .32618 .78349 .3214 Mtetra .75829 .3214 .75643 .32618 .76894 .32618 .77089 .3214 Mtetra .74569 .3214 .74393 .32618 .75643 .32618 .75829 .3214 Mtetra .73309 .3214 .73142 .32618 .74393 .32618 .74569 .3214 Mtetra .72049 .3214 .71891 .32618 .73142 .32618 .73309 .3214 Mtetra .70789 .3214 .7064 .32618 .71891 .32618 .72049 .3214 Mtetra .69529 .3214 .69389 .32618 .7064 .32618 .70789 .3214 Mtetra .68269 .3214 .68138 .32618 .69389 .32618 .69529 .3214 Mtetra .67009 .3214 .66887 .32618 .68138 .32618 .68269 .3214 Mtetra .65749 .3214 .65636 .32618 .66887 .32618 .67009 .3214 Mtetra .6449 .3214 .64385 .32618 .65636 .32618 .65749 .3214 Mtetra .6323 .3214 .63134 .32618 .64385 .32618 .6449 .3214 Mtetra .6197 .3214 .61884 .32618 .63134 .32618 .6323 .3214 Mtetra .6071 .3214 .60633 .32618 .61884 .32618 .6197 .3214 Mtetra .5945 .3214 .59382 .32618 .60633 .32618 .6071 .3214 Mtetra .5819 .3214 .58131 .32618 .59382 .32618 .5945 .3214 Mtetra .5693 .3214 .5688 .32618 .58131 .32618 .5819 .3214 Mtetra .5567 .3214 .55629 .32618 .5688 .32618 .5693 .3214 Mtetra .5441 .3214 .54378 .32618 .55629 .32618 .5567 .3214 Mtetra .5315 .3214 .53127 .32618 .54378 .32618 .5441 .3214 Mtetra .5189 .3214 .51876 .32618 .53127 .32618 .5315 .3214 Mtetra .5063 .3214 .50625 .32618 .51876 .32618 .5189 .3214 Mtetra 0 .078 .636 r .17901 .44632 .18123 .45266 .19307 .46864 .19095 .46191 Mtetra 0 0 .44 r .19095 .46191 .19307 .46864 .20443 .49272 .20248 .48478 Mtetra .703 .443 0 r .20248 .48478 .20443 .49272 .2149 .53232 .21269 .52905 Mtetra .627 .941 .955 r .21269 .52905 .2149 .53232 .22845 .5278 .22635 .52449 Mtetra .649 .952 .948 r .22635 .52449 .22845 .5278 .242 .52275 .24001 .51939 Mtetra .673 .961 .939 r .24001 .51939 .242 .52275 .25556 .51712 .25368 .51369 Mtetra .697 .97 .928 r .25368 .51369 .25556 .51712 .26912 .51084 .26735 .50733 Mtetra .721 .978 .916 r .26735 .50733 .26912 .51084 .28267 .50387 .28101 .50026 Mtetra .745 .985 .902 r .28101 .50026 .28267 .50387 .29622 .49613 .29467 .4924 Mtetra .769 .991 .886 r .29467 .4924 .29622 .49613 .30976 .48756 .30831 .4837 Mtetra .791 .995 .869 r .30831 .4837 .30976 .48756 .32328 .47811 .32194 .4741 Mtetra .812 .997 .851 r .32194 .4741 .32328 .47811 .33677 .46772 .33555 .46354 Mtetra .832 .998 .831 r .33555 .46354 .33677 .46772 .35024 .45634 .34913 .45195 Mtetra .85 .998 .811 r .34913 .45195 .35024 .45634 .36367 .44391 .36267 .4393 Mtetra .867 .996 .791 r .36267 .4393 .36367 .44391 .37706 .4304 .37616 .42554 Mtetra .881 .992 .77 r .37616 .42554 .37706 .4304 .39039 .41577 .38959 .41064 Mtetra .894 .988 .75 r .38959 .41064 .39039 .41577 .40366 .4 .40296 .39456 Mtetra .906 .983 .73 r .40296 .39456 .40366 .4 .41685 .38305 .41626 .37728 Mtetra .916 .977 .711 r .41626 .37728 .41685 .38305 .42995 .36492 .42946 .3588 Mtetra .925 .971 .692 r .42946 .3588 .42995 .36492 .44296 .34562 .44257 .33911 Mtetra .932 .965 .675 r .44257 .33911 .44296 .34562 .45586 .32514 .45556 .31822 Mtetra .664 .839 .967 r .45556 .31822 .45586 .32514 .4685 .3214 .46827 .31655 Mtetra .518 .816 .999 r .46827 .31655 .4685 .3214 .4811 .3214 .48096 .31655 Mtetra .48096 .31655 .4811 .3214 .4937 .3214 .49365 .31655 Mtetra .49365 .31655 .4937 .3214 .5063 .3214 .50635 .31655 Mtetra .79825 .31655 .79609 .3214 .80869 .3214 .81094 .31655 Mtetra .78556 .31655 .78349 .3214 .79609 .3214 .79825 .31655 Mtetra .77287 .31655 .77089 .3214 .78349 .3214 .78556 .31655 Mtetra .76018 .31655 .75829 .3214 .77089 .3214 .77287 .31655 Mtetra .74748 .31655 .74569 .3214 .75829 .3214 .76018 .31655 Mtetra .73479 .31655 .73309 .3214 .74569 .3214 .74748 .31655 Mtetra .7221 .31655 .72049 .3214 .73309 .3214 .73479 .31655 Mtetra .70941 .31655 .70789 .3214 .72049 .3214 .7221 .31655 Mtetra .69672 .31655 .69529 .3214 .70789 .3214 .70941 .31655 Mtetra .68403 .31655 .68269 .3214 .69529 .3214 .69672 .31655 Mtetra .67133 .31655 .67009 .3214 .68269 .3214 .68403 .31655 Mtetra .65864 .31655 .65749 .3214 .67009 .3214 .67133 .31655 Mtetra .64595 .31655 .6449 .3214 .65749 .3214 .65864 .31655 Mtetra .63326 .31655 .6323 .3214 .6449 .3214 .64595 .31655 Mtetra .62057 .31655 .6197 .3214 .6323 .3214 .63326 .31655 Mtetra .60788 .31655 .6071 .3214 .6197 .3214 .62057 .31655 Mtetra .59519 .31655 .5945 .3214 .6071 .3214 .60788 .31655 Mtetra .58249 .31655 .5819 .3214 .5945 .3214 .59519 .31655 Mtetra .5698 .31655 .5693 .3214 .5819 .3214 .58249 .31655 Mtetra .55711 .31655 .5567 .3214 .5693 .3214 .5698 .31655 Mtetra .54442 .31655 .5441 .3214 .5567 .3214 .55711 .31655 Mtetra .53173 .31655 .5315 .3214 .5441 .3214 .54442 .31655 Mtetra .51904 .31655 .5189 .3214 .5315 .3214 .53173 .31655 Mtetra .50635 .31655 .5063 .3214 .5189 .3214 .51904 .31655 Mtetra 0 .097 .651 r .17675 .43991 .17901 .44632 .19095 .46191 .18881 .45513 Mtetra 0 0 .468 r .18881 .45513 .19095 .46191 .20248 .48478 .20048 .47699 Mtetra .739 .482 0 r .20048 .47699 .20248 .48478 .21269 .52905 .21045 .52574 Mtetra .627 .942 .955 r .21045 .52574 .21269 .52905 .22635 .52449 .22422 .52113 Mtetra .65 .952 .947 r .22422 .52113 .22635 .52449 .24001 .51939 .238 .51597 Mtetra .674 .962 .938 r .238 .51597 .24001 .51939 .25368 .51369 .25177 .5102 Mtetra .698 .971 .928 r .25177 .5102 .25368 .51369 .26735 .50733 .26555 .50376 Mtetra .723 .979 .915 r .26555 .50376 .26735 .50733 .28101 .50026 .27932 .49659 Mtetra .747 .986 .901 r .27932 .49659 .28101 .50026 .29467 .4924 .29309 .48861 Mtetra .771 .991 .885 r .29309 .48861 .29467 .4924 .30831 .4837 .30685 .47978 Mtetra .793 .995 .868 r .30685 .47978 .30831 .4837 .32194 .4741 .32059 .47002 Mtetra .815 .998 .849 r .32059 .47002 .32194 .4741 .33555 .46354 .33431 .45927 Mtetra .834 .998 .829 r .33431 .45927 .33555 .46354 .34913 .45195 .348 .44748 Mtetra .853 .997 .809 r .348 .44748 .34913 .45195 .36267 .4393 .36164 .4346 Mtetra .869 .995 .788 r .36164 .4346 .36267 .4393 .37616 .42554 .37525 .42058 Mtetra .884 .992 .767 r .37525 .42058 .37616 .42554 .38959 .41064 .38879 .40538 Mtetra .897 .987 .746 r .38879 .40538 .38959 .41064 .40296 .39456 .40227 .38899 Mtetra .908 .982 .726 r .40227 .38899 .40296 .39456 .41626 .37728 .41566 .37137 Mtetra .918 .976 .707 r .41566 .37137 .41626 .37728 .42946 .3588 .42897 .35252 Mtetra .927 .97 .689 r .42897 .35252 .42946 .3588 .44257 .33911 .44217 .33243 Mtetra .933 .965 .679 r .44217 .33243 .44257 .33911 .45556 .31822 .45525 .31163 Mtetra .592 .799 .979 r .45525 .31163 .45556 .31822 .46827 .31655 .46804 .31163 Mtetra .518 .816 .999 r .46804 .31163 .46827 .31655 .48096 .31655 .48082 .31163 Mtetra .48082 .31163 .48096 .31655 .49365 .31655 .49361 .31163 Mtetra .49361 .31163 .49365 .31655 .50635 .31655 .50639 .31163 Mtetra .80044 .31163 .79825 .31655 .81094 .31655 .81323 .31163 Mtetra .78766 .31163 .78556 .31655 .79825 .31655 .80044 .31163 Mtetra .77487 .31163 .77287 .31655 .78556 .31655 .78766 .31163 Mtetra .76209 .31163 .76018 .31655 .77287 .31655 .77487 .31163 Mtetra .7493 .31163 .74748 .31655 .76018 .31655 .76209 .31163 Mtetra .73652 .31163 .73479 .31655 .74748 .31655 .7493 .31163 Mtetra .72373 .31163 .7221 .31655 .73479 .31655 .73652 .31163 Mtetra .71095 .31163 .70941 .31655 .7221 .31655 .72373 .31163 Mtetra .69816 .31163 .69672 .31655 .70941 .31655 .71095 .31163 Mtetra .68538 .31163 .68403 .31655 .69672 .31655 .69816 .31163 Mtetra .67259 .31163 .67133 .31655 .68403 .31655 .68538 .31163 Mtetra .65981 .31163 .65864 .31655 .67133 .31655 .67259 .31163 Mtetra .64702 .31163 .64595 .31655 .65864 .31655 .65981 .31163 Mtetra .63424 .31163 .63326 .31655 .64595 .31655 .64702 .31163 Mtetra .62145 .31163 .62057 .31655 .63326 .31655 .63424 .31163 Mtetra .60867 .31163 .60788 .31655 .62057 .31655 .62145 .31163 Mtetra .59589 .31163 .59519 .31655 .60788 .31655 .60867 .31163 Mtetra .5831 .31163 .58249 .31655 .59519 .31655 .59589 .31163 Mtetra .57032 .31163 .5698 .31655 .58249 .31655 .5831 .31163 Mtetra .55753 .31163 .55711 .31655 .5698 .31655 .57032 .31163 Mtetra .54475 .31163 .54442 .31655 .55711 .31655 .55753 .31163 Mtetra .53196 .31163 .53173 .31655 .54442 .31655 .54475 .31163 Mtetra .51918 .31163 .51904 .31655 .53173 .31655 .53196 .31163 Mtetra .50639 .31163 .50635 .31655 .51904 .31655 .51918 .31163 Mtetra 0 .116 .665 r .17447 .43343 .17675 .43991 .18881 .45513 .18663 .44831 Mtetra 0 0 .494 r .18663 .44831 .18881 .45513 .20048 .47699 .19845 .46929 Mtetra .766 .512 0 r .19845 .46929 .20048 .47699 .21045 .52574 .20818 .52239 Mtetra .628 .942 .954 r .20818 .52239 .21045 .52574 .22422 .52113 .22206 .51773 Mtetra .651 .952 .947 r .22206 .51773 .22422 .52113 .238 .51597 .23594 .51251 Mtetra .675 .962 .938 r .23594 .51251 .238 .51597 .25177 .5102 .24983 .50666 Mtetra .699 .971 .927 r .24983 .50666 .25177 .5102 .26555 .50376 .26372 .50014 Mtetra .724 .979 .914 r .26372 .50014 .26555 .50376 .27932 .49659 .27761 .49286 Mtetra .749 .986 .9 r .27761 .49286 .27932 .49659 .29309 .48861 .29149 .48476 Mtetra .773 .992 .884 r .29149 .48476 .29309 .48861 .30685 .47978 .30536 .47579 Mtetra .795 .996 .866 r .30536 .47579 .30685 .47978 .32059 .47002 .31922 .46586 Mtetra .817 .998 .847 r .31922 .46586 .32059 .47002 .33431 .45927 .33305 .45492 Mtetra .837 .998 .827 r .33305 .45492 .33431 .45927 .348 .44748 .34685 .44292 Mtetra .855 .997 .806 r .34685 .44292 .348 .44748 .36164 .4346 .36061 .42979 Mtetra .871 .995 .785 r .36061 .42979 .36164 .4346 .37525 .42058 .37432 .4155 Mtetra .886 .991 .764 r .37432 .4155 .37525 .42058 .38879 .40538 .38797 .40001 Mtetra .899 .986 .743 r .38797 .40001 .38879 .40538 .40227 .38899 .40156 .38328 Mtetra .91 .981 .723 r .40156 .38328 .40227 .38899 .41566 .37137 .41506 .3653 Mtetra .92 .975 .704 r .41506 .3653 .41566 .37137 .42897 .35252 .42847 .34607 Mtetra .929 .968 .685 r .42847 .34607 .42897 .35252 .44217 .33243 .44177 .32557 Mtetra .93 .971 .713 r .44177 .32557 .44217 .33243 .45525 .31163 .45492 .30663 Mtetra .518 .816 .999 r .45492 .30663 .45525 .31163 .46804 .31163 .4678 .30663 Mtetra .4678 .30663 .46804 .31163 .48082 .31163 .48068 .30663 Mtetra .48068 .30663 .48082 .31163 .49361 .31163 .49356 .30663 Mtetra .49356 .30663 .49361 .31163 .50639 .31163 .50644 .30663 Mtetra .80266 .30663 .80044 .31163 .81323 .31163 .81554 .30663 Mtetra .78979 .30663 .78766 .31163 .80044 .31163 .80266 .30663 Mtetra .77691 .30663 .77487 .31163 .78766 .31163 .78979 .30663 Mtetra .76403 .30663 .76209 .31163 .77487 .31163 .77691 .30663 Mtetra .75115 .30663 .7493 .31163 .76209 .31163 .76403 .30663 Mtetra .73827 .30663 .73652 .31163 .7493 .31163 .75115 .30663 Mtetra .72539 .30663 .72373 .31163 .73652 .31163 .73827 .30663 Mtetra .71251 .30663 .71095 .31163 .72373 .31163 .72539 .30663 Mtetra .69963 .30663 .69816 .31163 .71095 .31163 .71251 .30663 Mtetra .68675 .30663 .68538 .31163 .69816 .31163 .69963 .30663 Mtetra .67387 .30663 .67259 .31163 .68538 .31163 .68675 .30663 Mtetra .66099 .30663 .65981 .31163 .67259 .31163 .67387 .30663 Mtetra .64811 .30663 .64702 .31163 .65981 .31163 .66099 .30663 Mtetra .63523 .30663 .63424 .31163 .64702 .31163 .64811 .30663 Mtetra .62235 .30663 .62145 .31163 .63424 .31163 .63523 .30663 Mtetra .60947 .30663 .60867 .31163 .62145 .31163 .62235 .30663 Mtetra .5966 .30663 .59589 .31163 .60867 .31163 .60947 .30663 Mtetra .58372 .30663 .5831 .31163 .59589 .31163 .5966 .30663 Mtetra .57084 .30663 .57032 .31163 .5831 .31163 .58372 .30663 Mtetra .55796 .30663 .55753 .31163 .57032 .31163 .57084 .30663 Mtetra .54508 .30663 .54475 .31163 .55753 .31163 .55796 .30663 Mtetra .5322 .30663 .53196 .31163 .54475 .31163 .54508 .30663 Mtetra .51932 .30663 .51918 .31163 .53196 .31163 .5322 .30663 Mtetra .50644 .30663 .50639 .31163 .51918 .31163 .51932 .30663 Mtetra 0 .133 .678 r .17215 .42687 .17447 .43343 .18663 .44831 .18442 .44143 Mtetra 0 0 .517 r .18442 .44143 .18663 .44831 .19845 .46929 .19637 .46164 Mtetra .692 .417 0 r .19637 .46164 .19845 .46929 .20818 .52239 .20703 .50226 Mtetra .481 .473 .772 r .20703 .50226 .20818 .52239 .22206 .51773 .21986 .51427 Mtetra .651 .953 .946 r .21986 .51427 .22206 .51773 .23594 .51251 .23386 .50899 Mtetra .676 .963 .937 r .23386 .50899 .23594 .51251 .24983 .50666 .24786 .50307 Mtetra .701 .972 .926 r .24786 .50307 .24983 .50666 .26372 .50014 .26187 .49645 Mtetra .726 .98 .913 r .26187 .49645 .26372 .50014 .27761 .49286 .27587 .48907 Mtetra .751 .987 .898 r .27587 .48907 .27761 .49286 .29149 .48476 .28987 .48085 Mtetra .775 .992 .882 r .28987 .48085 .29149 .48476 .30536 .47579 .30385 .47172 Mtetra .798 .996 .864 r .30385 .47172 .30536 .47579 .31922 .46586 .31782 .46162 Mtetra .819 .998 .844 r .31782 .46162 .31922 .46586 .33305 .45492 .33177 .45049 Mtetra .839 .998 .824 r .33177 .45049 .33305 .45492 .34685 .44292 .34568 .43826 Mtetra .857 .997 .803 r .34568 .43826 .34685 .44292 .36061 .42979 .35956 .42488 Mtetra .874 .994 .782 r .35956 .42488 .36061 .42979 .37432 .4155 .37338 .41031 Mtetra .888 .99 .761 r .37338 .41031 .37432 .4155 .38797 .40001 .38715 .3945 Mtetra .901 .985 .74 r .38715 .3945 .38797 .40001 .40156 .38328 .40084 .37743 Mtetra .912 .98 .72 r .40084 .37743 .40156 .38328 .41506 .3653 .41445 .35908 Mtetra .922 .973 .7 r .41445 .35908 .41506 .3653 .42847 .34607 .42796 .33944 Mtetra .931 .967 .682 r .42796 .33944 .42847 .34607 .44177 .32557 .44136 .31851 Mtetra .922 .976 .749 r .44136 .31851 .44177 .32557 .45492 .30663 .45459 .30156 Mtetra .518 .816 .999 r .45459 .30156 .45492 .30663 .4678 .30663 .46756 .30156 Mtetra .46756 .30156 .4678 .30663 .48068 .30663 .48054 .30156 Mtetra .48054 .30156 .48068 .30663 .49356 .30663 .49351 .30156 Mtetra .49351 .30156 .49356 .30663 .50644 .30663 .50649 .30156 Mtetra .80492 .30156 .80266 .30663 .81554 .30663 .8179 .30156 Mtetra .79195 .30156 .78979 .30663 .80266 .30663 .80492 .30156 Mtetra .77897 .30156 .77691 .30663 .78979 .30663 .79195 .30156 Mtetra .766 .30156 .76403 .30663 .77691 .30663 .77897 .30156 Mtetra .75302 .30156 .75115 .30663 .76403 .30663 .766 .30156 Mtetra .74004 .30156 .73827 .30663 .75115 .30663 .75302 .30156 Mtetra .72707 .30156 .72539 .30663 .73827 .30663 .74004 .30156 Mtetra .71409 .30156 .71251 .30663 .72539 .30663 .72707 .30156 Mtetra .70112 .30156 .69963 .30663 .71251 .30663 .71409 .30156 Mtetra .68814 .30156 .68675 .30663 .69963 .30663 .70112 .30156 Mtetra .67517 .30156 .67387 .30663 .68675 .30663 .68814 .30156 Mtetra .66219 .30156 .66099 .30663 .67387 .30663 .67517 .30156 Mtetra .64922 .30156 .64811 .30663 .66099 .30663 .66219 .30156 Mtetra .63624 .30156 .63523 .30663 .64811 .30663 .64922 .30156 Mtetra .62327 .30156 .62235 .30663 .63523 .30663 .63624 .30156 Mtetra .61029 .30156 .60947 .30663 .62235 .30663 .62327 .30156 Mtetra .59732 .30156 .5966 .30663 .60947 .30663 .61029 .30156 Mtetra .58434 .30156 .58372 .30663 .5966 .30663 .59732 .30156 Mtetra .57136 .30156 .57084 .30663 .58372 .30663 .58434 .30156 Mtetra .55839 .30156 .55796 .30663 .57084 .30663 .57136 .30156 Mtetra .54541 .30156 .54508 .30663 .55796 .30663 .55839 .30156 Mtetra .53244 .30156 .5322 .30663 .54508 .30663 .54541 .30156 Mtetra .51946 .30156 .51932 .30663 .5322 .30663 .53244 .30156 Mtetra .50649 .30156 .50644 .30663 .51932 .30663 .51946 .30156 Mtetra 0 .15 .691 r .16979 .42022 .17215 .42687 .18442 .44143 .18217 .43449 Mtetra 0 0 .539 r .18217 .43449 .18442 .44143 .19637 .46164 .19426 .45403 Mtetra 0 0 .241 r .19426 .45403 .19637 .46164 .20703 .50226 .20537 .48923 Mtetra 0 .155 .674 r .20537 .48923 .20703 .50226 .21986 .51427 .21763 .51076 Mtetra .652 .953 .946 r .21763 .51076 .21986 .51427 .23386 .50899 .23174 .50542 Mtetra .677 .963 .937 r .23174 .50542 .23386 .50899 .24786 .50307 .24586 .49942 Mtetra .702 .972 .925 r .24586 .49942 .24786 .50307 .26187 .49645 .25998 .49271 Mtetra .727 .981 .912 r .25998 .49271 .26187 .49645 .27587 .48907 .2741 .48522 Mtetra .753 .987 .897 r .2741 .48522 .27587 .48907 .28987 .48085 .28822 .47686 Mtetra .777 .993 .88 r .28822 .47686 .28987 .48085 .30385 .47172 .30232 .46758 Mtetra .8 .996 .862 r .30232 .46758 .30385 .47172 .31782 .46162 .31641 .45731 Mtetra .822 .998 .842 r .31641 .45731 .31782 .46162 .33177 .45049 .33047 .44597 Mtetra .842 .998 .822 r .33047 .44597 .33177 .45049 .34568 .43826 .3445 .4335 Mtetra .86 .997 .8 r .3445 .4335 .34568 .43826 .35956 .42488 .35849 .41986 Mtetra .876 .994 .779 r .35849 .41986 .35956 .42488 .37338 .41031 .37243 .40499 Mtetra .891 .989 .757 r .37243 .40499 .37338 .41031 .38715 .3945 .38631 .38886 Mtetra .904 .984 .736 r .38631 .38886 .38715 .3945 .40084 .37743 .40011 .37143 Mtetra .915 .978 .716 r .40011 .37143 .40084 .37743 .41445 .35908 .41383 .35269 Mtetra .924 .972 .697 r .41383 .35269 .41445 .35908 .42796 .33944 .42745 .33263 Mtetra .933 .965 .678 r .42745 .33263 .42796 .33944 .44136 .31851 .44095 .31126 Mtetra .91 .976 .787 r .44095 .31126 .44136 .31851 .45459 .30156 .45424 .29642 Mtetra .518 .816 .999 r .45424 .29642 .45459 .30156 .46756 .30156 .46732 .29642 Mtetra .46732 .29642 .46756 .30156 .48054 .30156 .48039 .29642 Mtetra .48039 .29642 .48054 .30156 .49351 .30156 .49346 .29642 Mtetra .49346 .29642 .49351 .30156 .50649 .30156 .50654 .29642 Mtetra .80721 .29642 .80492 .30156 .8179 .30156 .82029 .29642 Mtetra .79414 .29642 .79195 .30156 .80492 .30156 .80721 .29642 Mtetra .78107 .29642 .77897 .30156 .79195 .30156 .79414 .29642 Mtetra .76799 .29642 .766 .30156 .77897 .30156 .78107 .29642 Mtetra .75492 .29642 .75302 .30156 .766 .30156 .76799 .29642 Mtetra .74185 .29642 .74004 .30156 .75302 .30156 .75492 .29642 Mtetra .72878 .29642 .72707 .30156 .74004 .30156 .74185 .29642 Mtetra .7157 .29642 .71409 .30156 .72707 .30156 .72878 .29642 Mtetra .70263 .29642 .70112 .30156 .71409 .30156 .7157 .29642 Mtetra .68956 .29642 .68814 .30156 .70112 .30156 .70263 .29642 Mtetra .67648 .29642 .67517 .30156 .68814 .30156 .68956 .29642 Mtetra .66341 .29642 .66219 .30156 .67517 .30156 .67648 .29642 Mtetra .65034 .29642 .64922 .30156 .66219 .30156 .66341 .29642 Mtetra .63727 .29642 .63624 .30156 .64922 .30156 .65034 .29642 Mtetra .62419 .29642 .62327 .30156 .63624 .30156 .63727 .29642 Mtetra .61112 .29642 .61029 .30156 .62327 .30156 .62419 .29642 Mtetra .59805 .29642 .59732 .30156 .61029 .30156 .61112 .29642 Mtetra .58497 .29642 .58434 .30156 .59732 .30156 .59805 .29642 Mtetra .5719 .29642 .57136 .30156 .58434 .30156 .58497 .29642 Mtetra .55883 .29642 .55839 .30156 .57136 .30156 .5719 .29642 Mtetra .54576 .29642 .54541 .30156 .55839 .30156 .55883 .29642 Mtetra .53268 .29642 .53244 .30156 .54541 .30156 .54576 .29642 Mtetra .51961 .29642 .51946 .30156 .53244 .30156 .53268 .29642 Mtetra .50654 .29642 .50649 .30156 .51946 .30156 .51961 .29642 Mtetra 0 .167 .703 r .1674 .41349 .16979 .42022 .18217 .43449 .17989 .42749 Mtetra 0 0 .559 r .17989 .42749 .18217 .43449 .19426 .45403 .1921 .44641 Mtetra 0 0 .292 r .1921 .44641 .19426 .45403 .20537 .48923 .20352 .47833 Mtetra 0 0 .481 r .20352 .47833 .20537 .48923 .21763 .51076 .21536 .5072 Mtetra .653 .954 .946 r .21536 .5072 .21763 .51076 .23174 .50542 .22959 .50179 Mtetra .678 .964 .936 r .22959 .50179 .23174 .50542 .24586 .49942 .24383 .49572 Mtetra .704 .973 .925 r .24383 .49572 .24586 .49942 .25998 .49271 .25807 .48891 Mtetra .729 .981 .911 r .25807 .48891 .25998 .49271 .2741 .48522 .27231 .4813 Mtetra .755 .988 .896 r .27231 .4813 .2741 .48522 .28822 .47686 .28654 .47281 Mtetra .779 .993 .879 r .28654 .47281 .28822 .47686 .30232 .46758 .30077 .46337 Mtetra .802 .997 .86 r .30077 .46337 .30232 .46758 .31641 .45731 .31497 .45291 Mtetra .824 .998 .84 r .31497 .45291 .31641 .45731 .33047 .44597 .32916 .44135 Mtetra .844 .998 .819 r .32916 .44135 .33047 .44597 .3445 .4335 .34331 .42864 Mtetra .863 .996 .797 r .34331 .42864 .3445 .4335 .35849 .41986 .35741 .41473 Mtetra .879 .993 .775 r .35741 .41473 .35849 .41986 .37243 .40499 .37147 .39955 Mtetra .893 .989 .754 r .37147 .39955 .37243 .40499 .38631 .38886 .38546 .38307 Mtetra .906 .983 .733 r .38546 .38307 .38631 .38886 .40011 .37143 .39938 .36527 Mtetra .917 .977 .712 r .39938 .36527 .40011 .37143 .41383 .35269 .4132 .34613 Mtetra .926 .971 .693 r .4132 .34613 .41383 .35269 .42745 .33263 .42693 .32563 Mtetra .935 .964 .675 r .42693 .32563 .42745 .33263 .44095 .31126 .44054 .30378 Mtetra .891 .971 .828 r .44054 .30378 .44095 .31126 .45424 .29642 .4539 .2912 Mtetra .518 .816 .999 r .4539 .2912 .45424 .29642 .46732 .29642 .46707 .2912 Mtetra .46707 .2912 .46732 .29642 .48039 .29642 .48024 .2912 Mtetra .48024 .2912 .48039 .29642 .49346 .29642 .49341 .2912 Mtetra .49341 .2912 .49346 .29642 .50654 .29642 .50659 .2912 Mtetra .80954 .2912 .80721 .29642 .82029 .29642 .82271 .2912 Mtetra .79637 .2912 .79414 .29642 .80721 .29642 .80954 .2912 Mtetra .78319 .2912 .78107 .29642 .79414 .29642 .79637 .2912 Mtetra .77002 .2912 .76799 .29642 .78107 .29642 .78319 .2912 Mtetra .75685 .2912 .75492 .29642 .76799 .29642 .77002 .2912 Mtetra .74368 .2912 .74185 .29642 .75492 .29642 .75685 .2912 Mtetra .73051 .2912 .72878 .29642 .74185 .29642 .74368 .2912 Mtetra .71734 .2912 .7157 .29642 .72878 .29642 .73051 .2912 Mtetra .70416 .2912 .70263 .29642 .7157 .29642 .71734 .2912 Mtetra .69099 .2912 .68956 .29642 .70263 .29642 .70416 .2912 Mtetra .67782 .2912 .67648 .29642 .68956 .29642 .69099 .2912 Mtetra .66465 .2912 .66341 .29642 .67648 .29642 .67782 .2912 Mtetra .65148 .2912 .65034 .29642 .66341 .29642 .66465 .2912 Mtetra .6383 .2912 .63727 .29642 .65034 .29642 .65148 .2912 Mtetra .62513 .2912 .62419 .29642 .63727 .29642 .6383 .2912 Mtetra .61196 .2912 .61112 .29642 .62419 .29642 .62513 .2912 Mtetra .59879 .2912 .59805 .29642 .61112 .29642 .61196 .2912 Mtetra .58562 .2912 .58497 .29642 .59805 .29642 .59879 .2912 Mtetra .57245 .2912 .5719 .29642 .58497 .29642 .58562 .2912 Mtetra .55927 .2912 .55883 .29642 .5719 .29642 .57245 .2912 Mtetra .5461 .2912 .54576 .29642 .55883 .29642 .55927 .2912 Mtetra .53293 .2912 .53268 .29642 .54576 .29642 .5461 .2912 Mtetra .51976 .2912 .51961 .29642 .53268 .29642 .53293 .2912 Mtetra .50659 .2912 .50654 .29642 .51961 .29642 .51976 .2912 Mtetra 0 .182 .714 r .16497 .40667 .1674 .41349 .17989 .42749 .17757 .42041 Mtetra 0 .006 .578 r .17757 .42041 .17989 .42749 .1921 .44641 .18991 .43879 Mtetra 0 0 .335 r .18991 .43879 .1921 .44641 .20352 .47833 .20158 .46834 Mtetra 0 0 .336 r .20158 .46834 .20352 .47833 .21536 .5072 .21305 .50359 Mtetra .654 .954 .945 r .21305 .50359 .21536 .5072 .22959 .50179 .22741 .49811 Mtetra .679 .964 .935 r .22741 .49811 .22959 .50179 .24383 .49572 .24176 .49196 Mtetra .705 .973 .924 r .24176 .49196 .24383 .49572 .25807 .48891 .25613 .48505 Mtetra .731 .982 .91 r .25613 .48505 .25807 .48891 .27231 .4813 .27049 .47732 Mtetra .757 .988 .894 r .27049 .47732 .27231 .4813 .28654 .47281 .28484 .46869 Mtetra .781 .993 .877 r .28484 .46869 .28654 .47281 .30077 .46337 .29919 .45908 Mtetra .805 .997 .858 r .29919 .45908 .30077 .46337 .31497 .45291 .31352 .44842 Mtetra .827 .998 .837 r .31352 .44842 .31497 .45291 .32916 .44135 .32782 .43664 Mtetra .847 .998 .816 r .32782 .43664 .32916 .44135 .34331 .42864 .34209 .42368 Mtetra .865 .996 .794 r .34209 .42368 .34331 .42864 .35741 .41473 .35632 .40947 Mtetra .882 .992 .772 r .35632 .40947 .35741 .41473 .37147 .39955 .37049 .39397 Mtetra .896 .988 .75 r .37049 .39397 .37147 .39955 .38546 .38307 .3846 .37714 Mtetra .908 .982 .729 r .3846 .37714 .38546 .38307 .39938 .36527 .39863 .35895 Mtetra .919 .976 .709 r .39863 .35895 .39938 .36527 .4132 .34613 .41257 .33938 Mtetra .929 .969 .689 r .41257 .33938 .4132 .34613 .42693 .32563 .42641 .31842 Mtetra .937 .962 .671 r .42641 .31842 .42693 .32563 .44054 .30378 .44012 .29608 Mtetra .862 .958 .868 r .44012 .29608 .44054 .30378 .4539 .2912 .45355 .28589 Mtetra .518 .816 .999 r .45355 .28589 .4539 .2912 .46707 .2912 .46682 .28589 Mtetra .46682 .28589 .46707 .2912 .48024 .2912 .48009 .28589 Mtetra .48009 .28589 .48024 .2912 .49341 .2912 .49336 .28589 Mtetra .49336 .28589 .49341 .2912 .50659 .2912 .50664 .28589 Mtetra .8119 .28589 .80954 .2912 .82271 .2912 .82517 .28589 Mtetra .79863 .28589 .79637 .2912 .80954 .2912 .8119 .28589 Mtetra .78535 .28589 .78319 .2912 .79637 .2912 .79863 .28589 Mtetra .77208 .28589 .77002 .2912 .78319 .2912 .78535 .28589 Mtetra .75881 .28589 .75685 .2912 .77002 .2912 .77208 .28589 Mtetra .74554 .28589 .74368 .2912 .75685 .2912 .75881 .28589 Mtetra .73227 .28589 .73051 .2912 .74368 .2912 .74554 .28589 Mtetra .71899 .28589 .71734 .2912 .73051 .2912 .73227 .28589 Mtetra .70572 .28589 .70416 .2912 .71734 .2912 .71899 .28589 Mtetra .69245 .28589 .69099 .2912 .70416 .2912 .70572 .28589 Mtetra .67918 .28589 .67782 .2912 .69099 .2912 .69245 .28589 Mtetra .6659 .28589 .66465 .2912 .67782 .2912 .67918 .28589 Mtetra .65263 .28589 .65148 .2912 .66465 .2912 .6659 .28589 Mtetra .63936 .28589 .6383 .2912 .65148 .2912 .65263 .28589 Mtetra .62609 .28589 .62513 .2912 .6383 .2912 .63936 .28589 Mtetra .61281 .28589 .61196 .2912 .62513 .2912 .62609 .28589 Mtetra .59954 .28589 .59879 .2912 .61196 .2912 .61281 .28589 Mtetra .58627 .28589 .58562 .2912 .59879 .2912 .59954 .28589 Mtetra .573 .28589 .57245 .2912 .58562 .2912 .58627 .28589 Mtetra .55973 .28589 .55927 .2912 .57245 .2912 .573 .28589 Mtetra .54645 .28589 .5461 .2912 .55927 .2912 .55973 .28589 Mtetra .53318 .28589 .53293 .2912 .5461 .2912 .54645 .28589 Mtetra .51991 .28589 .51976 .2912 .53293 .2912 .53318 .28589 Mtetra .50664 .28589 .50659 .2912 .51976 .2912 .51991 .28589 Mtetra 0 .198 .725 r .16251 .39976 .16497 .40667 .17757 .42041 .17522 .41325 Mtetra 0 .027 .596 r .17522 .41325 .17757 .42041 .18991 .43879 .18769 .43113 Mtetra 0 0 .371 r .18769 .43113 .18991 .43879 .20158 .46834 .19956 .45886 Mtetra 0 0 .237 r .19956 .45886 .20158 .46834 .21305 .50359 .21071 .49992 Mtetra .655 .954 .945 r .21071 .49992 .21305 .50359 .22741 .49811 .22518 .49438 Mtetra .68 .965 .935 r .22518 .49438 .22741 .49811 .24176 .49196 .23967 .48813 Mtetra .707 .974 .923 r .23967 .48813 .24176 .49196 .25613 .48505 .25415 .48112 Mtetra .733 .982 .909 r .25415 .48112 .25613 .48505 .27049 .47732 .26863 .47327 Mtetra .759 .989 .893 r .26863 .47327 .27049 .47732 .28484 .46869 .28311 .46449 Mtetra .784 .994 .875 r .28311 .46449 .28484 .46869 .29919 .45908 .29758 .4547 Mtetra .807 .997 .856 r .29758 .4547 .29919 .45908 .31352 .44842 .31204 .44384 Mtetra .83 .998 .835 r .31204 .44384 .31352 .44842 .32782 .43664 .32646 .43183 Mtetra .85 .998 .813 r .32646 .43183 .32782 .43664 .34209 .42368 .34086 .4186 Mtetra .868 .995 .791 r .34086 .4186 .34209 .42368 .35632 .40947 .35521 .40409 Mtetra .884 .992 .769 r .35521 .40409 .35632 .40947 .37049 .39397 .3695 .38825 Mtetra .899 .987 .747 r .3695 .38825 .37049 .39397 .3846 .37714 .38373 .37105 Mtetra .911 .981 .725 r .38373 .37105 .3846 .37714 .39863 .35895 .39788 .35245 Mtetra .922 .974 .705 r .39788 .35245 .39863 .35895 .41257 .33938 .41193 .33243 Mtetra .931 .967 .685 r .41193 .33243 .41257 .33938 .42641 .31842 .42588 .31099 Mtetra .939 .96 .667 r .42588 .31099 .42641 .31842 .44012 .29608 .4397 .28814 Mtetra .819 .934 .906 r .4397 .28814 .44012 .29608 .45355 .28589 .45319 .28051 Mtetra .518 .816 .999 r .45319 .28051 .45355 .28589 .46682 .28589 .46656 .28051 Mtetra .46656 .28051 .46682 .28589 .48009 .28589 .47994 .28051 Mtetra .47994 .28051 .48009 .28589 .49336 .28589 .49331 .28051 Mtetra .49331 .28051 .49336 .28589 .50664 .28589 .50669 .28051 Mtetra .8143 .28051 .8119 .28589 .82517 .28589 .82767 .28051 Mtetra .80092 .28051 .79863 .28589 .8119 .28589 .8143 .28051 Mtetra .78755 .28051 .78535 .28589 .79863 .28589 .80092 .28051 Mtetra .77417 .28051 .77208 .28589 .78535 .28589 .78755 .28051 Mtetra .7608 .28051 .75881 .28589 .77208 .28589 .77417 .28051 Mtetra .74743 .28051 .74554 .28589 .75881 .28589 .7608 .28051 Mtetra .73405 .28051 .73227 .28589 .74554 .28589 .74743 .28051 Mtetra .72068 .28051 .71899 .28589 .73227 .28589 .73405 .28051 Mtetra .7073 .28051 .70572 .28589 .71899 .28589 .72068 .28051 Mtetra .69393 .28051 .69245 .28589 .70572 .28589 .7073 .28051 Mtetra .68055 .28051 .67918 .28589 .69245 .28589 .69393 .28051 Mtetra .66718 .28051 .6659 .28589 .67918 .28589 .68055 .28051 Mtetra .6538 .28051 .65263 .28589 .6659 .28589 .66718 .28051 Mtetra .64043 .28051 .63936 .28589 .65263 .28589 .6538 .28051 Mtetra .62706 .28051 .62609 .28589 .63936 .28589 .64043 .28051 Mtetra .61368 .28051 .61281 .28589 .62609 .28589 .62706 .28051 Mtetra .60031 .28051 .59954 .28589 .61281 .28589 .61368 .28051 Mtetra .58693 .28051 .58627 .28589 .59954 .28589 .60031 .28051 Mtetra .57356 .28051 .573 .28589 .58627 .28589 .58693 .28051 Mtetra .56018 .28051 .55973 .28589 .573 .28589 .57356 .28051 Mtetra .54681 .28051 .54645 .28589 .55973 .28589 .56018 .28051 Mtetra .53344 .28051 .53318 .28589 .54645 .28589 .54681 .28051 Mtetra .52006 .28051 .51991 .28589 .53318 .28589 .53344 .28051 Mtetra .50669 .28051 .50664 .28589 .51991 .28589 .52006 .28051 Mtetra 0 .212 .736 r .16001 .39275 .16251 .39976 .17522 .41325 .17283 .406 Mtetra 0 .048 .613 r .17283 .406 .17522 .41325 .18769 .43113 .18542 .42343 Mtetra 0 0 .403 r .18542 .42343 .18769 .43113 .19956 .45886 .19749 .44969 Mtetra 0 0 .166 r .19749 .44969 .19956 .45886 .21071 .49992 .20833 .4962 Mtetra .656 .955 .944 r .20833 .4962 .21071 .49992 .22518 .49438 .22293 .49058 Mtetra .682 .965 .934 r .22293 .49058 .22518 .49438 .23967 .48813 .23753 .48425 Mtetra .708 .975 .922 r .23753 .48425 .23967 .48813 .25415 .48112 .25214 .47713 Mtetra .735 .983 .908 r .25214 .47713 .25415 .48112 .26863 .47327 .26675 .46914 Mtetra .761 .989 .891 r .26675 .46914 .26863 .47327 .28311 .46449 .28136 .46021 Mtetra .786 .994 .873 r .28136 .46021 .28311 .46449 .29758 .4547 .29595 .45024 Mtetra .81 .997 .853 r .29595 .45024 .29758 .4547 .31204 .44384 .31053 .43917 Mtetra .832 .998 .832 r .31053 .43917 .31204 .44384 .32646 .43183 .32509 .42691 Mtetra .853 .997 .81 r .32509 .42691 .32646 .43183 .34086 .4186 .33961 .4134 Mtetra .871 .995 .788 r .33961 .4134 .34086 .4186 .35521 .40409 .35408 .39857 Mtetra .887 .991 .765 r .35408 .39857 .35521 .40409 .3695 .38825 .3685 .38238 Mtetra .901 .986 .743 r .3685 .38238 .3695 .38825 .38373 .37105 .38285 .36479 Mtetra .914 .979 .721 r .38285 .36479 .38373 .37105 .39788 .35245 .39712 .34576 Mtetra .924 .973 .701 r .39712 .34576 .39788 .35245 .41193 .33243 .41129 .32527 Mtetra .933 .966 .682 r .41129 .32527 .41193 .33243 .42588 .31099 .42534 .30333 Mtetra .941 .958 .663 r .42534 .30333 .42588 .31099 .4397 .28814 .43927 .27994 Mtetra .76 .893 .937 r .43927 .27994 .4397 .28814 .45319 .28051 .45283 .27504 Mtetra .518 .816 .999 r .45283 .27504 .45319 .28051 .46656 .28051 .46631 .27504 Mtetra .46631 .27504 .46656 .28051 .47994 .28051 .47978 .27504 Mtetra .47978 .27504 .47994 .28051 .49331 .28051 .49326 .27504 Mtetra .49326 .27504 .49331 .28051 .50669 .28051 .50674 .27504 Mtetra .81673 .27504 .8143 .28051 .82767 .28051 .83021 .27504 Mtetra .80325 .27504 .80092 .28051 .8143 .28051 .81673 .27504 Mtetra .78978 .27504 .78755 .28051 .80092 .28051 .80325 .27504 Mtetra .7763 .27504 .77417 .28051 .78755 .28051 .78978 .27504 Mtetra .76282 .27504 .7608 .28051 .77417 .28051 .7763 .27504 Mtetra .74934 .27504 .74743 .28051 .7608 .28051 .76282 .27504 Mtetra .73586 .27504 .73405 .28051 .74743 .28051 .74934 .27504 Mtetra .72239 .27504 .72068 .28051 .73405 .28051 .73586 .27504 Mtetra .70891 .27504 .7073 .28051 .72068 .28051 .72239 .27504 Mtetra .69543 .27504 .69393 .28051 .7073 .28051 .70891 .27504 Mtetra .68195 .27504 .68055 .28051 .69393 .28051 .69543 .27504 Mtetra .66847 .27504 .66718 .28051 .68055 .28051 .68195 .27504 Mtetra .655 .27504 .6538 .28051 .66718 .28051 .66847 .27504 Mtetra .64152 .27504 .64043 .28051 .6538 .28051 .655 .27504 Mtetra .62804 .27504 .62706 .28051 .64043 .28051 .64152 .27504 Mtetra .61456 .27504 .61368 .28051 .62706 .28051 .62804 .27504 Mtetra .60108 .27504 .60031 .28051 .61368 .28051 .61456 .27504 Mtetra .58761 .27504 .58693 .28051 .60031 .28051 .60108 .27504 Mtetra .57413 .27504 .57356 .28051 .58693 .28051 .58761 .27504 Mtetra .56065 .27504 .56018 .28051 .57356 .28051 .57413 .27504 Mtetra .54717 .27504 .54681 .28051 .56018 .28051 .56065 .27504 Mtetra .53369 .27504 .53344 .28051 .54681 .28051 .54717 .27504 Mtetra .52022 .27504 .52006 .28051 .53344 .28051 .53369 .27504 Mtetra .50674 .27504 .50669 .28051 .52006 .28051 .52022 .27504 Mtetra 0 .227 .746 r .15747 .38564 .16001 .39275 .17283 .406 .17041 .39867 Mtetra 0 .068 .628 r .17041 .39867 .17283 .406 .18542 .42343 .18312 .41568 Mtetra 0 0 .432 r .18312 .41568 .18542 .42343 .19749 .44969 .19536 .44071 Mtetra .723 .471 0 r .19536 .44071 .19749 .44969 .20833 .4962 .2059 .49242 Mtetra .657 .955 .944 r .2059 .49242 .20833 .4962 .22293 .49058 .22063 .48672 Mtetra .683 .966 .933 r .22063 .48672 .22293 .49058 .23753 .48425 .23536 .4803 Mtetra .71 .975 .921 r .23536 .4803 .23753 .48425 .25214 .47713 .2501 .47307 Mtetra .737 .983 .906 r .2501 .47307 .25214 .47713 .26675 .46914 .26484 .46495 Mtetra .763 .99 .89 r .26484 .46495 .26675 .46914 .28136 .46021 .27957 .45585 Mtetra .789 .995 .871 r .27957 .45585 .28136 .46021 .29595 .45024 .2943 .44569 Mtetra .813 .997 .851 r .2943 .44569 .29595 .45024 .31053 .43917 .30901 .4344 Mtetra .835 .998 .829 r .30901 .4344 .31053 .43917 .32509 .42691 .32369 .42188 Mtetra .856 .997 .807 r .32369 .42188 .32509 .42691 .33961 .4134 .33834 .40808 Mtetra .874 .994 .784 r .33834 .40808 .33961 .4134 .35408 .39857 .35294 .39292 Mtetra .89 .99 .761 r .35294 .39292 .35408 .39857 .3685 .38238 .36749 .37636 Mtetra .904 .984 .739 r .36749 .37636 .3685 .38238 .38285 .36479 .38196 .35835 Mtetra .916 .978 .717 r .38196 .35835 .38285 .36479 .39712 .34576 .39635 .33887 Mtetra .927 .971 .697 r .39635 .33887 .39712 .34576 .41129 .32527 .41063 .31789 Mtetra .936 .964 .677 r .41063 .31789 .41129 .32527 .42534 .30333 .4248 .29542 Mtetra .944 .956 .659 r .4248 .29542 .42534 .30333 .43927 .27994 .43885 .27147 Mtetra .682 .833 .956 r .43885 .27147 .43927 .27994 .45283 .27504 .45246 .26949 Mtetra .518 .816 .999 r .45246 .26949 .45283 .27504 .46631 .27504 .46604 .26949 Mtetra .46604 .26949 .46631 .27504 .47978 .27504 .47963 .26949 Mtetra .47963 .26949 .47978 .27504 .49326 .27504 .49321 .26949 Mtetra .49321 .26949 .49326 .27504 .50674 .27504 .50679 .26949 Mtetra .8192 .26949 .81673 .27504 .83021 .27504 .83279 .26949 Mtetra .80562 .26949 .80325 .27504 .81673 .27504 .8192 .26949 Mtetra .79204 .26949 .78978 .27504 .80325 .27504 .80562 .26949 Mtetra .77845 .26949 .7763 .27504 .78978 .27504 .79204 .26949 Mtetra .76487 .26949 .76282 .27504 .7763 .27504 .77845 .26949 Mtetra .75129 .26949 .74934 .27504 .76282 .27504 .76487 .26949 Mtetra .7377 .26949 .73586 .27504 .74934 .27504 .75129 .26949 Mtetra .72412 .26949 .72239 .27504 .73586 .27504 .7377 .26949 Mtetra .71054 .26949 .70891 .27504 .72239 .27504 .72412 .26949 Mtetra .69696 .26949 .69543 .27504 .70891 .27504 .71054 .26949 Mtetra .68337 .26949 .68195 .27504 .69543 .27504 .69696 .26949 Mtetra .66979 .26949 .66847 .27504 .68195 .27504 .68337 .26949 Mtetra .65621 .26949 .655 .27504 .66847 .27504 .66979 .26949 Mtetra .64262 .26949 .64152 .27504 .655 .27504 .65621 .26949 Mtetra .62904 .26949 .62804 .27504 .64152 .27504 .64262 .26949 Mtetra .61546 .26949 .61456 .27504 .62804 .27504 .62904 .26949 Mtetra .60187 .26949 .60108 .27504 .61456 .27504 .61546 .26949 Mtetra .58829 .26949 .58761 .27504 .60108 .27504 .60187 .26949 Mtetra .57471 .26949 .57413 .27504 .58761 .27504 .58829 .26949 Mtetra .56112 .26949 .56065 .27504 .57413 .27504 .57471 .26949 Mtetra .54754 .26949 .54717 .27504 .56065 .27504 .56112 .26949 Mtetra .53396 .26949 .53369 .27504 .54717 .27504 .54754 .26949 Mtetra .52037 .26949 .52022 .27504 .53369 .27504 .53396 .26949 Mtetra .50679 .26949 .50674 .27504 .52022 .27504 .52037 .26949 Mtetra 0 .241 .756 r .1549 .37842 .15747 .38564 .17041 .39867 .16794 .39124 Mtetra 0 .087 .643 r .16794 .39124 .17041 .39867 .18312 .41568 .18078 .40787 Mtetra 0 0 .459 r .18078 .40787 .18312 .41568 .19536 .44071 .19319 .43184 Mtetra .753 .504 0 r .19319 .43184 .19536 .44071 .2059 .49242 .20344 .48858 Mtetra .658 .956 .943 r .20344 .48858 .2059 .49242 .22063 .48672 .21829 .48281 Mtetra .684 .966 .932 r .21829 .48281 .22063 .48672 .23536 .4803 .23316 .47629 Mtetra .712 .976 .92 r .23316 .47629 .23536 .4803 .2501 .47307 .24803 .46894 Mtetra .739 .984 .905 r .24803 .46894 .2501 .47307 .26484 .46495 .26289 .46068 Mtetra .766 .991 .888 r .26289 .46068 .26484 .46495 .27957 .45585 .27776 .45141 Mtetra .792 .995 .869 r .27776 .45141 .27957 .45585 .2943 .44569 .29262 .44105 Mtetra .816 .998 .848 r .29262 .44105 .2943 .44569 .30901 .4344 .30746 .42952 Mtetra .838 .998 .826 r .30746 .42952 .30901 .4344 .32369 .42188 .32227 .41674 Mtetra .859 .997 .804 r .32227 .41674 .32369 .42188 .33834 .40808 .33705 .40262 Mtetra .877 .994 .78 r .33705 .40262 .33834 .40808 .35294 .39292 .35178 .38712 Mtetra .893 .989 .757 r .35178 .38712 .35294 .39292 .36749 .37636 .36646 .37016 Mtetra .907 .983 .735 r .36646 .37016 .36749 .37636 .38196 .35835 .38105 .35172 Mtetra .919 .976 .713 r .38105 .35172 .38196 .35835 .39635 .33887 .39557 .33176 Mtetra .929 .969 .693 r .39557 .33176 .39635 .33887 .41063 .31789 .40997 .31027 Mtetra .938 .962 .673 r .40997 .31027 .41063 .31789 .4248 .29542 .42426 .28725 Mtetra .944 .958 .671 r .42426 .28725 .4248 .29542 .43885 .27147 .43839 .26385 Mtetra .595 .798 .977 r .43839 .26385 .43885 .27147 .45246 .26949 .45208 .26385 Mtetra .518 .816 .999 r .45208 .26385 .45246 .26949 .46604 .26949 .46577 .26385 Mtetra .46577 .26385 .46604 .26949 .47963 .26949 .47946 .26385 Mtetra .47946 .26385 .47963 .26949 .49321 .26949 .49315 .26385 Mtetra .49315 .26385 .49321 .26949 .50679 .26949 .50685 .26385 Mtetra .82172 .26385 .8192 .26949 .83279 .26949 .83541 .26385 Mtetra .80803 .26385 .80562 .26949 .8192 .26949 .82172 .26385 Mtetra .79434 .26385 .79204 .26949 .80562 .26949 .80803 .26385 Mtetra .78065 .26385 .77845 .26949 .79204 .26949 .79434 .26385 Mtetra .76696 .26385 .76487 .26949 .77845 .26949 .78065 .26385 Mtetra .75327 .26385 .75129 .26949 .76487 .26949 .76696 .26385 Mtetra .73958 .26385 .7377 .26949 .75129 .26949 .75327 .26385 Mtetra .72589 .26385 .72412 .26949 .7377 .26949 .73958 .26385 Mtetra .7122 .26385 .71054 .26949 .72412 .26949 .72589 .26385 Mtetra .69851 .26385 .69696 .26949 .71054 .26949 .7122 .26385 Mtetra .68482 .26385 .68337 .26949 .69696 .26949 .69851 .26385 Mtetra .67113 .26385 .66979 .26949 .68337 .26949 .68482 .26385 Mtetra .65744 .26385 .65621 .26949 .66979 .26949 .67113 .26385 Mtetra .64375 .26385 .64262 .26949 .65621 .26949 .65744 .26385 Mtetra .63006 .26385 .62904 .26949 .64262 .26949 .64375 .26385 Mtetra .61637 .26385 .61546 .26949 .62904 .26949 .63006 .26385 Mtetra .60268 .26385 .60187 .26949 .61546 .26949 .61637 .26385 Mtetra .58899 .26385 .58829 .26949 .60187 .26949 .60268 .26385 Mtetra .5753 .26385 .57471 .26949 .58829 .26949 .58899 .26385 Mtetra .56161 .26385 .56112 .26949 .57471 .26949 .5753 .26385 Mtetra .54792 .26385 .54754 .26949 .56112 .26949 .56161 .26385 Mtetra .53423 .26385 .53396 .26949 .54754 .26949 .54792 .26385 Mtetra .52054 .26385 .52037 .26949 .53396 .26949 .53423 .26385 Mtetra .50685 .26385 .50679 .26949 .52037 .26949 .52054 .26385 Mtetra 0 .254 .765 r .15228 .3711 .1549 .37842 .16794 .39124 .16544 .38371 Mtetra 0 .105 .657 r .16544 .38371 .16794 .39124 .18078 .40787 .1784 .39998 Mtetra 0 0 .483 r .1784 .39998 .18078 .40787 .19319 .43184 .19096 .42305 Mtetra .753 .502 0 r .19096 .42305 .19319 .43184 .20344 .48858 .20133 .47914 Mtetra .634 .788 .956 r .20133 .47914 .20344 .48858 .21829 .48281 .21592 .47883 Mtetra .686 .967 .932 r .21592 .47883 .21829 .48281 .23316 .47629 .23091 .47221 Mtetra .714 .977 .919 r .23091 .47221 .23316 .47629 .24803 .46894 .24592 .46474 Mtetra .741 .985 .903 r .24592 .46474 .24803 .46894 .26289 .46068 .26092 .45633 Mtetra .768 .991 .886 r .26092 .45633 .26289 .46068 .27776 .45141 .27592 .44688 Mtetra .794 .996 .867 r .27592 .44688 .27776 .45141 .29262 .44105 .29091 .43632 Mtetra .819 .998 .846 r .29091 .43632 .29262 .44105 .30746 .42952 .30588 .42454 Mtetra .841 .998 .823 r .30588 .42454 .30746 .42952 .32227 .41674 .32083 .41147 Mtetra .862 .996 .8 r .32083 .41147 .32227 .41674 .33705 .40262 .33575 .39703 Mtetra .88 .993 .777 r .33575 .39703 .33705 .40262 .35178 .38712 .35061 .38116 Mtetra .896 .988 .753 r .35061 .38116 .35178 .38712 .36646 .37016 .36541 .36379 Mtetra .91 .982 .731 r .36541 .36379 .36646 .37016 .38105 .35172 .38014 .34489 Mtetra .922 .975 .709 r .38014 .34489 .38105 .35172 .39557 .33176 .39478 .32444 Mtetra .932 .967 .688 r .39478 .32444 .39557 .33176 .40997 .31027 .40931 .3024 Mtetra .941 .96 .669 r .40931 .3024 .40997 .31027 .42426 .28725 .42371 .27879 Mtetra .94 .965 .712 r .42371 .27879 .42426 .28725 .43839 .26385 .43791 .25812 Mtetra .518 .816 .999 r .43791 .25812 .43839 .26385 .45208 .26385 .4517 .25812 Mtetra .4517 .25812 .45208 .26385 .46577 .26385 .4655 .25812 Mtetra .4655 .25812 .46577 .26385 .47946 .26385 .4793 .25812 Mtetra .4793 .25812 .47946 .26385 .49315 .26385 .4931 .25812 Mtetra .4931 .25812 .49315 .26385 .50685 .26385 .5069 .25812 Mtetra .82427 .25812 .82172 .26385 .83541 .26385 .83807 .25812 Mtetra .81047 .25812 .80803 .26385 .82172 .26385 .82427 .25812 Mtetra .79667 .25812 .79434 .26385 .80803 .26385 .81047 .25812 Mtetra .78287 .25812 .78065 .26385 .79434 .26385 .79667 .25812 Mtetra .76907 .25812 .76696 .26385 .78065 .26385 .78287 .25812 Mtetra .75527 .25812 .75327 .26385 .76696 .26385 .76907 .25812 Mtetra .74148 .25812 .73958 .26385 .75327 .26385 .75527 .25812 Mtetra .72768 .25812 .72589 .26385 .73958 .26385 .74148 .25812 Mtetra .71388 .25812 .7122 .26385 .72589 .26385 .72768 .25812 Mtetra .70008 .25812 .69851 .26385 .7122 .26385 .71388 .25812 Mtetra .68628 .25812 .68482 .26385 .69851 .26385 .70008 .25812 Mtetra .67248 .25812 .67113 .26385 .68482 .26385 .68628 .25812 Mtetra .65868 .25812 .65744 .26385 .67113 .26385 .67248 .25812 Mtetra .64489 .25812 .64375 .26385 .65744 .26385 .65868 .25812 Mtetra .63109 .25812 .63006 .26385 .64375 .26385 .64489 .25812 Mtetra .61729 .25812 .61637 .26385 .63006 .26385 .63109 .25812 Mtetra .60349 .25812 .60268 .26385 .61637 .26385 .61729 .25812 Mtetra .58969 .25812 .58899 .26385 .60268 .26385 .60349 .25812 Mtetra .57589 .25812 .5753 .26385 .58899 .26385 .58969 .25812 Mtetra .56209 .25812 .56161 .26385 .5753 .26385 .57589 .25812 Mtetra .5483 .25812 .54792 .26385 .56161 .26385 .56209 .25812 Mtetra .5345 .25812 .53423 .26385 .54792 .26385 .5483 .25812 Mtetra .5207 .25812 .52054 .26385 .53423 .26385 .5345 .25812 Mtetra .5069 .25812 .50685 .26385 .52054 .26385 .5207 .25812 Mtetra 0 .267 .774 r .14963 .36366 .15228 .3711 .16544 .38371 .1629 .37607 Mtetra 0 .122 .671 r .1629 .37607 .16544 .38371 .1784 .39998 .17598 .39201 Mtetra 0 0 .506 r .17598 .39201 .1784 .39998 .19096 .42305 .1887 .41429 Mtetra 0 0 .179 r .1887 .41429 .19096 .42305 .20133 .47914 .20003 .45789 Mtetra .364 .387 .751 r .20003 .45789 .20133 .47914 .21592 .47883 .2135 .47479 Mtetra .687 .968 .931 r .2135 .47479 .21592 .47883 .23091 .47221 .22863 .46806 Mtetra .715 .977 .917 r .22863 .46806 .23091 .47221 .24592 .46474 .24377 .46046 Mtetra .744 .985 .902 r .24377 .46046 .24592 .46474 .26092 .45633 .25891 .4519 Mtetra .771 .992 .884 r .25891 .4519 .26092 .45633 .27592 .44688 .27405 .44227 Mtetra .797 .996 .864 r .27405 .44227 .27592 .44688 .29091 .43632 .28918 .43148 Mtetra .822 .998 .843 r .28918 .43148 .29091 .43632 .30588 .42454 .30429 .41944 Mtetra .845 .998 .82 r .30429 .41944 .30588 .42454 .32083 .41147 .31937 .40607 Mtetra .865 .996 .796 r .31937 .40607 .32083 .41147 .33575 .39703 .33442 .39129 Mtetra .883 .992 .773 r .33442 .39129 .33575 .39703 .35061 .38116 .34942 .37503 Mtetra .899 .987 .749 r .34942 .37503 .35061 .38116 .36541 .36379 .36436 .35723 Mtetra .913 .98 .726 r .36436 .35723 .36541 .36379 .38014 .34489 .37921 .33785 Mtetra .924 .973 .705 r .37921 .33785 .38014 .34489 .39478 .32444 .39398 .31686 Mtetra .935 .965 .684 r .39398 .31686 .39478 .32444 .40931 .3024 .40863 .29426 Mtetra .943 .957 .665 r .40863 .29426 .40931 .3024 .42371 .27879 .42316 .27003 Mtetra .929 .968 .759 r .42316 .27003 .42371 .27879 .43791 .25812 .43741 .2523 Mtetra .518 .816 .999 r .43741 .2523 .43791 .25812 .4517 .25812 .45132 .2523 Mtetra .45132 .2523 .4517 .25812 .4655 .25812 .46523 .2523 Mtetra .46523 .2523 .4655 .25812 .4793 .25812 .47914 .2523 Mtetra .47914 .2523 .4793 .25812 .4931 .25812 .49305 .2523 Mtetra .49305 .2523 .4931 .25812 .5069 .25812 .50695 .2523 Mtetra .82686 .2523 .82427 .25812 .83807 .25812 .84077 .2523 Mtetra .81295 .2523 .81047 .25812 .82427 .25812 .82686 .2523 Mtetra .79904 .2523 .79667 .25812 .81047 .25812 .81295 .2523 Mtetra .78513 .2523 .78287 .25812 .79667 .25812 .79904 .2523 Mtetra .77122 .2523 .76907 .25812 .78287 .25812 .78513 .2523 Mtetra .75731 .2523 .75527 .25812 .76907 .25812 .77122 .2523 Mtetra .74341 .2523 .74148 .25812 .75527 .25812 .75731 .2523 Mtetra .7295 .2523 .72768 .25812 .74148 .25812 .74341 .2523 Mtetra .71559 .2523 .71388 .25812 .72768 .25812 .7295 .2523 Mtetra .70168 .2523 .70008 .25812 .71388 .25812 .71559 .2523 Mtetra .68777 .2523 .68628 .25812 .70008 .25812 .70168 .2523 Mtetra .67386 .2523 .67248 .25812 .68628 .25812 .68777 .2523 Mtetra .65995 .2523 .65868 .25812 .67248 .25812 .67386 .2523 Mtetra .64604 .2523 .64489 .25812 .65868 .25812 .65995 .2523 Mtetra .63213 .2523 .63109 .25812 .64489 .25812 .64604 .2523 Mtetra .61823 .2523 .61729 .25812 .63109 .25812 .63213 .2523 Mtetra .60432 .2523 .60349 .25812 .61729 .25812 .61823 .2523 Mtetra .59041 .2523 .58969 .25812 .60349 .25812 .60432 .2523 Mtetra .5765 .2523 .57589 .25812 .58969 .25812 .59041 .2523 Mtetra .56259 .2523 .56209 .25812 .57589 .25812 .5765 .2523 Mtetra .54868 .2523 .5483 .25812 .56209 .25812 .56259 .2523 Mtetra .53477 .2523 .5345 .25812 .5483 .25812 .54868 .2523 Mtetra .52086 .2523 .5207 .25812 .5345 .25812 .53477 .2523 Mtetra .50695 .2523 .5069 .25812 .5207 .25812 .52086 .2523 Mtetra 0 .28 .782 r .14693 .3561 .14963 .36366 .1629 .37607 .16032 .36833 Mtetra 0 .139 .684 r .16032 .36833 .1629 .37607 .17598 .39201 .17353 .38395 Mtetra 0 0 .526 r .17353 .38395 .17598 .39201 .1887 .41429 .18639 .40552 Mtetra 0 0 .236 r .18639 .40552 .1887 .41429 .20003 .45789 .19816 .44415 Mtetra 0 .029 .591 r .19816 .44415 .20003 .45789 .2135 .47479 .21105 .47068 Mtetra .689 .968 .93 r .21105 .47068 .2135 .47479 .22863 .46806 .22631 .46385 Mtetra .718 .978 .916 r .22631 .46385 .22863 .46806 .24377 .46046 .24159 .45611 Mtetra .746 .986 .9 r .24159 .45611 .24377 .46046 .25891 .4519 .25687 .44738 Mtetra .774 .992 .882 r .25687 .44738 .25891 .4519 .27405 .44227 .27214 .43756 Mtetra .8 .996 .862 r .27214 .43756 .27405 .44227 .28918 .43148 .28741 .42654 Mtetra .825 .998 .84 r .28741 .42654 .28918 .43148 .30429 .41944 .30266 .41423 Mtetra .848 .998 .817 r .30266 .41423 .30429 .41944 .31937 .40607 .31789 .40054 Mtetra .868 .995 .793 r .31789 .40054 .31937 .40607 .33442 .39129 .33308 .3854 Mtetra .886 .991 .769 r .33308 .3854 .33442 .39129 .34942 .37503 .34821 .36872 Mtetra .902 .985 .745 r .34821 .36872 .34942 .37503 .36436 .35723 .36329 .35046 Mtetra .916 .979 .722 r .36329 .35046 .36436 .35723 .37921 .33785 .37828 .33058 Mtetra .927 .971 .7 r .37828 .33058 .37921 .33785 .39398 .31686 .39317 .30903 Mtetra .937 .963 .679 r .39317 .30903 .39398 .31686 .40863 .29426 .40795 .28582 Mtetra .946 .955 .66 r .40795 .28582 .40863 .29426 .42316 .27003 .4226 .26093 Mtetra .908 .963 .809 r .4226 .26093 .42316 .27003 .43741 .2523 .43691 .24639 Mtetra .518 .816 .999 r .43691 .24639 .43741 .2523 .45132 .2523 .45093 .24639 Mtetra .45093 .24639 .45132 .2523 .46523 .2523 .46495 .24639 Mtetra .46495 .24639 .46523 .2523 .47914 .2523 .47897 .24639 Mtetra .47897 .24639 .47914 .2523 .49305 .2523 .49299 .24639 Mtetra .49299 .24639 .49305 .2523 .50695 .2523 .50701 .24639 Mtetra .82949 .24639 .82686 .2523 .84077 .2523 .84351 .24639 Mtetra .81547 .24639 .81295 .2523 .82686 .2523 .82949 .24639 Mtetra .80145 .24639 .79904 .2523 .81295 .2523 .81547 .24639 Mtetra .78743 .24639 .78513 .2523 .79904 .2523 .80145 .24639 Mtetra .77341 .24639 .77122 .2523 .78513 .2523 .78743 .24639 Mtetra .75939 .24639 .75731 .2523 .77122 .2523 .77341 .24639 Mtetra .74537 .24639 .74341 .2523 .75731 .2523 .75939 .24639 Mtetra .73135 .24639 .7295 .2523 .74341 .2523 .74537 .24639 Mtetra .71732 .24639 .71559 .2523 .7295 .2523 .73135 .24639 Mtetra .7033 .24639 .70168 .2523 .71559 .2523 .71732 .24639 Mtetra .68928 .24639 .68777 .2523 .70168 .2523 .7033 .24639 Mtetra .67526 .24639 .67386 .2523 .68777 .2523 .68928 .24639 Mtetra .66124 .24639 .65995 .2523 .67386 .2523 .67526 .24639 Mtetra .64722 .24639 .64604 .2523 .65995 .2523 .66124 .24639 Mtetra .6332 .24639 .63213 .2523 .64604 .2523 .64722 .24639 Mtetra .61918 .24639 .61823 .2523 .63213 .2523 .6332 .24639 Mtetra .60516 .24639 .60432 .2523 .61823 .2523 .61918 .24639 Mtetra .59114 .24639 .59041 .2523 .60432 .2523 .60516 .24639 Mtetra .57712 .24639 .5765 .2523 .59041 .2523 .59114 .24639 Mtetra .56309 .24639 .56259 .2523 .5765 .2523 .57712 .24639 Mtetra .54907 .24639 .54868 .2523 .56259 .2523 .56309 .24639 Mtetra .53505 .24639 .53477 .2523 .54868 .2523 .54907 .24639 Mtetra .52103 .24639 .52086 .2523 .53477 .2523 .53505 .24639 Mtetra .50701 .24639 .50695 .2523 .52086 .2523 .52103 .24639 Mtetra 0 .293 .79 r .1442 .34842 .14693 .3561 .16032 .36833 .1577 .36047 Mtetra 0 .156 .696 r .1577 .36047 .16032 .36833 .17353 .38395 .17103 .3758 Mtetra 0 0 .546 r .17103 .3758 .17353 .38395 .18639 .40552 .18404 .39674 Mtetra 0 0 .281 r .18404 .39674 .18639 .40552 .19816 .44415 .19613 .43211 Mtetra 0 0 .409 r .19613 .43211 .19816 .44415 .21105 .47068 .20855 .46651 Mtetra .691 .969 .929 r .20855 .46651 .21105 .47068 .22631 .46385 .22396 .45956 Mtetra .72 .979 .915 r .22396 .45956 .22631 .46385 .24159 .45611 .23937 .45168 Mtetra .749 .987 .899 r .23937 .45168 .24159 .45611 .25687 .44738 .25479 .44278 Mtetra .777 .993 .88 r .25479 .44278 .25687 .44738 .27214 .43756 .27021 .43275 Mtetra .804 .997 .859 r .27021 .43275 .27214 .43756 .28741 .42654 .28562 .42148 Mtetra .829 .998 .837 r .28562 .42148 .28741 .42654 .30266 .41423 .30102 .40888 Mtetra .852 .997 .813 r .30102 .40888 .30266 .41423 .31789 .40054 .31638 .39486 Mtetra .872 .995 .789 r .31638 .39486 .31789 .40054 .33308 .3854 .33171 .37934 Mtetra .89 .99 .764 r .33171 .37934 .33308 .3854 .34821 .36872 .34699 .36223 Mtetra .906 .984 .74 r .34699 .36223 .34821 .36872 .36329 .35046 .3622 .34348 Mtetra .919 .977 .717 r .3622 .34348 .36329 .35046 .37828 .33058 .37733 .32305 Mtetra .93 .969 .695 r .37733 .32305 .37828 .33058 .39317 .30903 .39236 .30092 Mtetra .94 .961 .675 r .39236 .30092 .39317 .30903 .40795 .28582 .40727 .27706 Mtetra .948 .952 .656 r .40727 .27706 .40795 .28582 .4226 .26093 .42204 .25149 Mtetra .873 .946 .859 r .42204 .25149 .4226 .26093 .43691 .24639 .43639 .24037 Mtetra .518 .816 .999 r .43639 .24037 .43691 .24639 .45093 .24639 .45053 .24037 Mtetra .45053 .24037 .45093 .24639 .46495 .24639 .46466 .24037 Mtetra .46466 .24037 .46495 .24639 .47897 .24639 .4788 .24037 Mtetra .4788 .24037 .47897 .24639 .49299 .24639 .49293 .24037 Mtetra .49293 .24037 .49299 .24639 .50701 .24639 .50707 .24037 Mtetra .83217 .24037 .82949 .24639 .84351 .24639 .8463 .24037 Mtetra .81803 .24037 .81547 .24639 .82949 .24639 .83217 .24037 Mtetra .8039 .24037 .80145 .24639 .81547 .24639 .81803 .24037 Mtetra .78976 .24037 .78743 .24639 .80145 .24639 .8039 .24037 Mtetra .77563 .24037 .77341 .24639 .78743 .24639 .78976 .24037 Mtetra .76149 .24037 .75939 .24639 .77341 .24639 .77563 .24037 Mtetra .74736 .24037 .74537 .24639 .75939 .24639 .76149 .24037 Mtetra .73323 .24037 .73135 .24639 .74537 .24639 .74736 .24037 Mtetra .71909 .24037 .71732 .24639 .73135 .24639 .73323 .24037 Mtetra .70496 .24037 .7033 .24639 .71732 .24639 .71909 .24037 Mtetra .69082 .24037 .68928 .24639 .7033 .24639 .70496 .24037 Mtetra .67669 .24037 .67526 .24639 .68928 .24639 .69082 .24037 Mtetra .66255 .24037 .66124 .24639 .67526 .24639 .67669 .24037 Mtetra .64842 .24037 .64722 .24639 .66124 .24639 .66255 .24037 Mtetra .63428 .24037 .6332 .24639 .64722 .24639 .64842 .24037 Mtetra .62015 .24037 .61918 .24639 .6332 .24639 .63428 .24037 Mtetra .60601 .24037 .60516 .24639 .61918 .24639 .62015 .24037 Mtetra .59188 .24037 .59114 .24639 .60516 .24639 .60601 .24037 Mtetra .57774 .24037 .57712 .24639 .59114 .24639 .59188 .24037 Mtetra .56361 .24037 .56309 .24639 .57712 .24639 .57774 .24037 Mtetra .54947 .24037 .54907 .24639 .56309 .24639 .56361 .24037 Mtetra .53534 .24037 .53505 .24639 .54907 .24639 .54947 .24037 Mtetra .5212 .24037 .52103 .24639 .53505 .24639 .53534 .24037 Mtetra .50707 .24037 .50701 .24639 .52103 .24639 .5212 .24037 Mtetra 0 .305 .798 r .14142 .34061 .1442 .34842 .1577 .36047 .15504 .35248 Mtetra 0 .172 .707 r .15504 .35248 .1577 .36047 .17103 .3758 .1685 .36753 Mtetra 0 0 .564 r .1685 .36753 .17103 .3758 .18404 .39674 .18164 .38791 Mtetra 0 0 .319 r .18164 .38791 .18404 .39674 .19613 .43211 .194 .42088 Mtetra 0 0 .284 r .194 .42088 .19613 .43211 .20855 .46651 .206 .46226 Mtetra .692 .97 .928 r .206 .46226 .20855 .46651 .22396 .45956 .22155 .45519 Mtetra .722 .98 .913 r .22155 .45519 .22396 .45956 .23937 .45168 .23711 .44717 Mtetra .751 .987 .897 r .23711 .44717 .23937 .45168 .25479 .44278 .25268 .43809 Mtetra .78 .993 .878 r .25268 .43809 .25479 .44278 .27021 .43275 .26824 .42784 Mtetra .807 .997 .856 r .26824 .42784 .27021 .43275 .28562 .42148 .2838 .41631 Mtetra .832 .998 .833 r .2838 .41631 .28562 .42148 .30102 .40888 .29934 .40341 Mtetra .855 .997 .809 r .29934 .40341 .30102 .40888 .31638 .39486 .31486 .38903 Mtetra .876 .994 .784 r .31486 .38903 .31638 .39486 .33171 .37934 .33033 .3731 Mtetra .893 .989 .76 r .33033 .3731 .33171 .37934 .34699 .36223 .34576 .35553 Mtetra .909 .982 .736 r .34576 .35553 .34699 .36223 .3622 .34348 .36111 .33626 Mtetra .922 .975 .712 r .36111 .33626 .3622 .34348 .37733 .32305 .37638 .31526 Mtetra .933 .967 .691 r .37638 .31526 .37733 .32305 .39236 .30092 .39154 .2925 Mtetra .943 .958 .67 r .39154 .2925 .39236 .30092 .40727 .27706 .40658 .26796 Mtetra .951 .95 .651 r .40658 .26796 .40727 .27706 .42204 .25149 .42147 .24165 Mtetra .815 .909 .905 r .42147 .24165 .42204 .25149 .43639 .24037 .43587 .23426 Mtetra .518 .816 .999 r .43587 .23426 .43639 .24037 .45053 .24037 .45012 .23426 Mtetra .45012 .23426 .45053 .24037 .46466 .24037 .46437 .23426 Mtetra .46437 .23426 .46466 .24037 .4788 .24037 .47862 .23426 Mtetra .47862 .23426 .4788 .24037 .49293 .24037 .49287 .23426 Mtetra .49287 .23426 .49293 .24037 .50707 .24037 .50713 .23426 Mtetra .83489 .23426 .83217 .24037 .8463 .24037 .84914 .23426 Mtetra .82064 .23426 .81803 .24037 .83217 .24037 .83489 .23426 Mtetra .80639 .23426 .8039 .24037 .81803 .24037 .82064 .23426 Mtetra .79214 .23426 .78976 .24037 .8039 .24037 .80639 .23426 Mtetra .77789 .23426 .77563 .24037 .78976 .24037 .79214 .23426 Mtetra .76364 .23426 .76149 .24037 .77563 .24037 .77789 .23426 Mtetra .74939 .23426 .74736 .24037 .76149 .24037 .76364 .23426 Mtetra .73514 .23426 .73323 .24037 .74736 .24037 .74939 .23426 Mtetra .72088 .23426 .71909 .24037 .73323 .24037 .73514 .23426 Mtetra .70663 .23426 .70496 .24037 .71909 .24037 .72088 .23426 Mtetra .69238 .23426 .69082 .24037 .70496 .24037 .70663 .23426 Mtetra .67813 .23426 .67669 .24037 .69082 .24037 .69238 .23426 Mtetra .66388 .23426 .66255 .24037 .67669 .24037 .67813 .23426 Mtetra .64963 .23426 .64842 .24037 .66255 .24037 .66388 .23426 Mtetra .63538 .23426 .63428 .24037 .64842 .24037 .64963 .23426 Mtetra .62113 .23426 .62015 .24037 .63428 .24037 .63538 .23426 Mtetra .60688 .23426 .60601 .24037 .62015 .24037 .62113 .23426 Mtetra .59263 .23426 .59188 .24037 .60601 .24037 .60688 .23426 Mtetra .57838 .23426 .57774 .24037 .59188 .24037 .59263 .23426 Mtetra .56413 .23426 .56361 .24037 .57774 .24037 .57838 .23426 Mtetra .54988 .23426 .54947 .24037 .56361 .24037 .56413 .23426 Mtetra .53563 .23426 .53534 .24037 .54947 .24037 .54988 .23426 Mtetra .52138 .23426 .5212 .24037 .53534 .24037 .53563 .23426 Mtetra .50713 .23426 .50707 .24037 .5212 .24037 .52138 .23426 Mtetra 0 .317 .806 r .1386 .33267 .14142 .34061 .15504 .35248 .15234 .34437 Mtetra 0 .187 .719 r .15234 .34437 .15504 .35248 .1685 .36753 .16592 .35916 Mtetra 0 .008 .582 r .16592 .35916 .1685 .36753 .18164 .38791 .17921 .37902 Mtetra 0 0 .352 r .17921 .37902 .18164 .38791 .194 .42088 .19179 .41012 Mtetra 0 0 .199 r .19179 .41012 .194 .42088 .206 .46226 .20342 .45795 Mtetra .694 .971 .927 r .20342 .45795 .206 .46226 .22155 .45519 .21911 .45075 Mtetra .724 .98 .912 r .21911 .45075 .22155 .45519 .23711 .44717 .23482 .44257 Mtetra .754 .988 .895 r .23482 .44257 .23711 .44717 .25268 .43809 .25053 .4333 Mtetra .783 .994 .875 r .25053 .4333 .25268 .43809 .26824 .42784 .26625 .42282 Mtetra .811 .997 .853 r .26625 .42282 .26824 .42784 .2838 .41631 .28195 .41102 Mtetra .836 .998 .83 r .28195 .41102 .2838 .41631 .29934 .40341 .29764 .39779 Mtetra .859 .997 .805 r .29764 .39779 .29934 .40341 .31486 .38903 .31331 .38304 Mtetra .879 .993 .78 r .31331 .38304 .31486 .38903 .33033 .3731 .32893 .36667 Mtetra .897 .987 .755 r .32893 .36667 .33033 .3731 .34576 .35553 .3445 .34861 Mtetra .912 .981 .731 r .3445 .34861 .34576 .35553 .36111 .33626 .36 .32879 Mtetra .926 .973 .707 r .36 .32879 .36111 .33626 .37638 .31526 .37541 .30718 Mtetra .937 .965 .685 r .37541 .30718 .37638 .31526 .39154 .2925 .39071 .28375 Mtetra .946 .956 .665 r .39071 .28375 .39154 .2925 .40658 .26796 .40588 .25848 Mtetra .954 .947 .646 r .40588 .25848 .40658 .26796 .42147 .24165 .42091 .2314 Mtetra .727 .843 .936 r .42091 .2314 .42147 .24165 .43587 .23426 .43534 .22805 Mtetra .518 .816 .999 r .43534 .22805 .43587 .23426 .45012 .23426 .44971 .22805 Mtetra .44971 .22805 .45012 .23426 .46437 .23426 .46408 .22805 Mtetra .46408 .22805 .46437 .23426 .47862 .23426 .47845 .22805 Mtetra .47845 .22805 .47862 .23426 .49287 .23426 .49282 .22805 Mtetra .49282 .22805 .49287 .23426 .50713 .23426 .50718 .22805 Mtetra .83765 .22805 .83489 .23426 .84914 .23426 .85202 .22805 Mtetra .82329 .22805 .82064 .23426 .83489 .23426 .83765 .22805 Mtetra .80892 .22805 .80639 .23426 .82064 .23426 .82329 .22805 Mtetra .79455 .22805 .79214 .23426 .80639 .23426 .80892 .22805 Mtetra .78018 .22805 .77789 .23426 .79214 .23426 .79455 .22805 Mtetra .76581 .22805 .76364 .23426 .77789 .23426 .78018 .22805 Mtetra .75145 .22805 .74939 .23426 .76364 .23426 .76581 .22805 Mtetra .73708 .22805 .73514 .23426 .74939 .23426 .75145 .22805 Mtetra .72271 .22805 .72088 .23426 .73514 .23426 .73708 .22805 Mtetra .70834 .22805 .70663 .23426 .72088 .23426 .72271 .22805 Mtetra .69397 .22805 .69238 .23426 .70663 .23426 .70834 .22805 Mtetra .6796 .22805 .67813 .23426 .69238 .23426 .69397 .22805 Mtetra .66524 .22805 .66388 .23426 .67813 .23426 .6796 .22805 Mtetra .65087 .22805 .64963 .23426 .66388 .23426 .66524 .22805 Mtetra .6365 .22805 .63538 .23426 .64963 .23426 .65087 .22805 Mtetra .62213 .22805 .62113 .23426 .63538 .23426 .6365 .22805 Mtetra .60776 .22805 .60688 .23426 .62113 .23426 .62213 .22805 Mtetra .59339 .22805 .59263 .23426 .60688 .23426 .60776 .22805 Mtetra .57903 .22805 .57838 .23426 .59263 .23426 .59339 .22805 Mtetra .56466 .22805 .56413 .23426 .57838 .23426 .57903 .22805 Mtetra .55029 .22805 .54988 .23426 .56413 .23426 .56466 .22805 Mtetra .53592 .22805 .53563 .23426 .54988 .23426 .55029 .22805 Mtetra .52155 .22805 .52138 .23426 .53563 .23426 .53592 .22805 Mtetra .50718 .22805 .50713 .23426 .52138 .23426 .52155 .22805 Mtetra 0 .329 .813 r .13573 .32459 .1386 .33267 .15234 .34437 .1496 .33613 Mtetra 0 .202 .729 r .1496 .33613 .15234 .34437 .16592 .35916 .1633 .35067 Mtetra 0 .028 .598 r .1633 .35067 .16592 .35916 .17921 .37902 .17673 .37006 Mtetra 0 0 .382 r .17673 .37006 .17921 .37902 .19179 .41012 .18952 .39963 Mtetra .7 .452 0 r .18952 .39963 .19179 .41012 .20342 .45795 .20078 .45356 Mtetra .696 .971 .925 r .20078 .45356 .20342 .45795 .21911 .45075 .21663 .44623 Mtetra .727 .981 .91 r .21663 .44623 .21911 .45075 .23482 .44257 .23248 .43789 Mtetra .757 .989 .893 r .23248 .43789 .23482 .44257 .25053 .4333 .24835 .42841 Mtetra .787 .994 .872 r .24835 .42841 .25053 .4333 .26625 .42282 .26421 .41769 Mtetra .814 .997 .85 r .26421 .41769 .26625 .42282 .28195 .41102 .28007 .40559 Mtetra .84 .998 .826 r .28007 .40559 .28195 .41102 .29764 .39779 .29592 .39202 Mtetra .863 .996 .801 r .29592 .39202 .29764 .39779 .31331 .38304 .31174 .37687 Mtetra .883 .992 .775 r .31174 .37687 .31331 .38304 .32893 .36667 .32751 .36003 Mtetra .901 .986 .75 r .32751 .36003 .32893 .36667 .3445 .34861 .34323 .34145 Mtetra .916 .979 .726 r .34323 .34145 .3445 .34861 .36 .32879 .35888 .32105 Mtetra .929 .971 .702 r .35888 .32105 .36 .32879 .37541 .30718 .37443 .29879 Mtetra .94 .962 .68 r .37443 .29879 .37541 .30718 .39071 .28375 .38987 .27464 Mtetra .949 .953 .66 r .38987 .27464 .39071 .28375 .40588 .25848 .40518 .2486 Mtetra .956 .947 .653 r .40518 .2486 .40588 .25848 .42091 .2314 .42032 .22174 Mtetra .621 .783 .959 r .42032 .22174 .42091 .2314 .43534 .22805 .4348 .22174 Mtetra .518 .816 .999 r .4348 .22174 .43534 .22805 .44971 .22805 .44929 .22174 Mtetra .44929 .22174 .44971 .22805 .46408 .22805 .46378 .22174 Mtetra .46378 .22174 .46408 .22805 .47845 .22805 .47827 .22174 Mtetra .47827 .22174 .47845 .22805 .49282 .22805 .49276 .22174 Mtetra .49276 .22174 .49282 .22805 .50718 .22805 .50724 .22174 Mtetra .84047 .22174 .83765 .22805 .85202 .22805 .85495 .22174 Mtetra .82598 .22174 .82329 .22805 .83765 .22805 .84047 .22174 Mtetra .81149 .22174 .80892 .22805 .82329 .22805 .82598 .22174 Mtetra .797 .22174 .79455 .22805 .80892 .22805 .81149 .22174 Mtetra .78251 .22174 .78018 .22805 .79455 .22805 .797 .22174 Mtetra .76803 .22174 .76581 .22805 .78018 .22805 .78251 .22174 Mtetra .75354 .22174 .75145 .22805 .76581 .22805 .76803 .22174 Mtetra .73905 .22174 .73708 .22805 .75145 .22805 .75354 .22174 Mtetra .72456 .22174 .72271 .22805 .73708 .22805 .73905 .22174 Mtetra .71007 .22174 .70834 .22805 .72271 .22805 .72456 .22174 Mtetra .69559 .22174 .69397 .22805 .70834 .22805 .71007 .22174 Mtetra .6811 .22174 .6796 .22805 .69397 .22805 .69559 .22174 Mtetra .66661 .22174 .66524 .22805 .6796 .22805 .6811 .22174 Mtetra .65212 .22174 .65087 .22805 .66524 .22805 .66661 .22174 Mtetra .63764 .22174 .6365 .22805 .65087 .22805 .65212 .22174 Mtetra .62315 .22174 .62213 .22805 .6365 .22805 .63764 .22174 Mtetra .60866 .22174 .60776 .22805 .62213 .22805 .62315 .22174 Mtetra .59417 .22174 .59339 .22805 .60776 .22805 .60866 .22174 Mtetra .57968 .22174 .57903 .22805 .59339 .22805 .59417 .22174 Mtetra .5652 .22174 .56466 .22805 .57903 .22805 .57968 .22174 Mtetra .55071 .22174 .55029 .22805 .56466 .22805 .5652 .22174 Mtetra .53622 .22174 .53592 .22805 .55029 .22805 .55071 .22174 Mtetra .52173 .22174 .52155 .22805 .53592 .22805 .53622 .22174 Mtetra .50724 .22174 .50718 .22805 .52155 .22805 .52173 .22174 Mtetra 0 .34 .821 r .13282 .31637 .13573 .32459 .1496 .33613 .14681 .32775 Mtetra 0 .216 .739 r .14681 .32775 .1496 .33613 .1633 .35067 .16064 .34205 Mtetra 0 .047 .613 r .16064 .34205 .1633 .35067 .17673 .37006 .1742 .36101 Mtetra 0 0 .408 r .1742 .36101 .17673 .37006 .18952 .39963 .18719 .3893 Mtetra .735 .49 0 r .18719 .3893 .18952 .39963 .20078 .45356 .1981 .4491 Mtetra .699 .972 .924 r .1981 .4491 .20078 .45356 .21663 .44623 .2141 .44163 Mtetra .73 .982 .909 r .2141 .44163 .21663 .44623 .23248 .43789 .23011 .43311 Mtetra .761 .99 .89 r .23011 .43311 .23248 .43789 .24835 .42841 .24613 .42342 Mtetra .79 .995 .87 r .24613 .42342 .24835 .42841 .26421 .41769 .26215 .41243 Mtetra .818 .998 .847 r .26215 .41243 .26421 .41769 .28007 .40559 .27816 .40003 Mtetra .844 .998 .822 r .27816 .40003 .28007 .40559 .29592 .39202 .29417 .38609 Mtetra .867 .995 .796 r .29417 .38609 .29592 .39202 .31174 .37687 .31014 .3705 Mtetra .887 .991 .771 r .31014 .3705 .31174 .37687 .32751 .36003 .32607 .35318 Mtetra .905 .984 .745 r .32607 .35318 .32751 .36003 .34323 .34145 .34195 .33403 Mtetra .92 .977 .72 r .34195 .33403 .34323 .34145 .35888 .32105 .35775 .313 Mtetra .933 .968 .697 r .35775 .313 .35888 .32105 .37443 .29879 .37345 .29005 Mtetra .943 .959 .675 r .37345 .29005 .37443 .29879 .38987 .27464 .38903 .26514 Mtetra .952 .95 .655 r .38903 .26514 .38987 .27464 .40518 .2486 .40448 .23827 Mtetra .951 .954 .705 r .40448 .23827 .40518 .2486 .42032 .22174 .41965 .21532 Mtetra .518 .816 .999 r .41965 .21532 .42032 .22174 .4348 .22174 .43426 .21532 Mtetra .43426 .21532 .4348 .22174 .44929 .22174 .44887 .21532 Mtetra .44887 .21532 .44929 .22174 .46378 .22174 .46348 .21532 Mtetra .46348 .21532 .46378 .22174 .47827 .22174 .47809 .21532 Mtetra .47809 .21532 .47827 .22174 .49276 .22174 .4927 .21532 Mtetra .4927 .21532 .49276 .22174 .50724 .22174 .5073 .21532 Mtetra .84332 .21532 .84047 .22174 .85495 .22174 .85793 .21532 Mtetra .82872 .21532 .82598 .22174 .84047 .22174 .84332 .21532 Mtetra .81411 .21532 .81149 .22174 .82598 .22174 .82872 .21532 Mtetra .7995 .21532 .797 .22174 .81149 .22174 .81411 .21532 Mtetra .78489 .21532 .78251 .22174 .797 .22174 .7995 .21532 Mtetra .77028 .21532 .76803 .22174 .78251 .22174 .78489 .21532 Mtetra .75567 .21532 .75354 .22174 .76803 .22174 .77028 .21532 Mtetra .74106 .21532 .73905 .22174 .75354 .22174 .75567 .21532 Mtetra .72645 .21532 .72456 .22174 .73905 .22174 .74106 .21532 Mtetra .71184 .21532 .71007 .22174 .72456 .22174 .72645 .21532 Mtetra .69723 .21532 .69559 .22174 .71007 .22174 .71184 .21532 Mtetra .68262 .21532 .6811 .22174 .69559 .22174 .69723 .21532 Mtetra .66801 .21532 .66661 .22174 .6811 .22174 .68262 .21532 Mtetra .6534 .21532 .65212 .22174 .66661 .22174 .66801 .21532 Mtetra .63879 .21532 .63764 .22174 .65212 .22174 .6534 .21532 Mtetra .62418 .21532 .62315 .22174 .63764 .22174 .63879 .21532 Mtetra .60957 .21532 .60866 .22174 .62315 .22174 .62418 .21532 Mtetra .59496 .21532 .59417 .22174 .60866 .22174 .60957 .21532 Mtetra .58035 .21532 .57968 .22174 .59417 .22174 .59496 .21532 Mtetra .56574 .21532 .5652 .22174 .57968 .22174 .58035 .21532 Mtetra .55113 .21532 .55071 .22174 .5652 .22174 .56574 .21532 Mtetra .53652 .21532 .53622 .22174 .55071 .22174 .55113 .21532 Mtetra .52191 .21532 .52173 .22174 .53622 .22174 .53652 .21532 Mtetra .5073 .21532 .50724 .22174 .52173 .22174 .52191 .21532 Mtetra .006 .352 .827 r .12987 .30801 .13282 .31637 .14681 .32775 .14398 .31923 Mtetra 0 .23 .749 r .14398 .31923 .14681 .32775 .16064 .34205 .15794 .3333 Mtetra 0 .066 .628 r .15794 .3333 .16064 .34205 .1742 .36101 .17164 .35186 Mtetra 0 0 .433 r .17164 .35186 .1742 .36101 .18719 .3893 .18481 .37907 Mtetra .76 .519 0 r .18481 .37907 .18719 .3893 .1981 .4491 .19537 .44456 Mtetra .701 .973 .923 r .19537 .44456 .1981 .4491 .2141 .44163 .21152 .43694 Mtetra .733 .983 .907 r .21152 .43694 .2141 .44163 .23011 .43311 .22769 .42824 Mtetra .764 .99 .888 r .22769 .42824 .23011 .43311 .24613 .42342 .24387 .41832 Mtetra .794 .996 .867 r .24387 .41832 .24613 .42342 .26215 .41243 .26005 .40706 Mtetra .823 .998 .843 r .26005 .40706 .26215 .41243 .27816 .40003 .27622 .39432 Mtetra .848 .997 .818 r .27622 .39432 .27816 .40003 .29417 .38609 .29239 .37998 Mtetra .872 .994 .792 r .29239 .37998 .29417 .38609 .31014 .3705 .30852 .36394 Mtetra .892 .989 .765 r .30852 .36394 .31014 .3705 .32607 .35318 .32461 .34608 Mtetra .909 .983 .74 r .32461 .34608 .32607 .35318 .34195 .33403 .34065 .32634 Mtetra .924 .974 .715 r .34065 .32634 .34195 .33403 .35775 .313 .3566 .30463 Mtetra .936 .966 .691 r .3566 .30463 .35775 .313 .37345 .29005 .37246 .28093 Mtetra .947 .956 .669 r .37246 .28093 .37345 .29005 .38903 .26514 .38819 .2552 Mtetra .955 .947 .649 r .38819 .2552 .38903 .26514 .40448 .23827 .40378 .22745 Mtetra .936 .955 .763 r .40378 .22745 .40448 .23827 .41965 .21532 .41897 .20879 Mtetra .518 .816 .999 r .41897 .20879 .41965 .21532 .43426 .21532 .4337 .20879 Mtetra .4337 .20879 .43426 .21532 .44887 .21532 .44843 .20879 Mtetra .44843 .20879 .44887 .21532 .46348 .21532 .46317 .20879 Mtetra .46317 .20879 .46348 .21532 .47809 .21532 .4779 .20879 Mtetra .4779 .20879 .47809 .21532 .4927 .21532 .49263 .20879 Mtetra .49263 .20879 .4927 .21532 .5073 .21532 .50737 .20879 Mtetra .84623 .20879 .84332 .21532 .85793 .21532 .86097 .20879 Mtetra .8315 .20879 .82872 .21532 .84332 .21532 .84623 .20879 Mtetra .81677 .20879 .81411 .21532 .82872 .21532 .8315 .20879 Mtetra .80203 .20879 .7995 .21532 .81411 .21532 .81677 .20879 Mtetra .7873 .20879 .78489 .21532 .7995 .21532 .80203 .20879 Mtetra .77257 .20879 .77028 .21532 .78489 .21532 .7873 .20879 Mtetra .75783 .20879 .75567 .21532 .77028 .21532 .77257 .20879 Mtetra .7431 .20879 .74106 .21532 .75567 .21532 .75783 .20879 Mtetra .72837 .20879 .72645 .21532 .74106 .21532 .7431 .20879 Mtetra .71363 .20879 .71184 .21532 .72645 .21532 .72837 .20879 Mtetra .6989 .20879 .69723 .21532 .71184 .21532 .71363 .20879 Mtetra .68417 .20879 .68262 .21532 .69723 .21532 .6989 .20879 Mtetra .66943 .20879 .66801 .21532 .68262 .21532 .68417 .20879 Mtetra .6547 .20879 .6534 .21532 .66801 .21532 .66943 .20879 Mtetra .63997 .20879 .63879 .21532 .6534 .21532 .6547 .20879 Mtetra .62523 .20879 .62418 .21532 .63879 .21532 .63997 .20879 Mtetra .6105 .20879 .60957 .21532 .62418 .21532 .62523 .20879 Mtetra .59577 .20879 .59496 .21532 .60957 .21532 .6105 .20879 Mtetra .58103 .20879 .58035 .21532 .59496 .21532 .59577 .20879 Mtetra .5663 .20879 .56574 .21532 .58035 .21532 .58103 .20879 Mtetra .55157 .20879 .55113 .21532 .56574 .21532 .5663 .20879 Mtetra .53683 .20879 .53652 .21532 .55113 .21532 .55157 .20879 Mtetra .5221 .20879 .52191 .21532 .53652 .21532 .53683 .20879 Mtetra .50737 .20879 .5073 .21532 .52191 .21532 .5221 .20879 Mtetra .019 .363 .834 r .12687 .29949 .12987 .30801 .14398 .31923 .14111 .31055 Mtetra 0 .244 .759 r .14111 .31055 .14398 .31923 .15794 .3333 .15519 .32441 Mtetra 0 .083 .642 r .15519 .32441 .15794 .3333 .17164 .35186 .16903 .34259 Mtetra 0 0 .455 r .16903 .34259 .17164 .35186 .18481 .37907 .18237 .36887 Mtetra .779 .542 0 r .18237 .36887 .18481 .37907 .19537 .44456 .19258 .43994 Mtetra .703 .974 .921 r .19258 .43994 .19537 .44456 .21152 .43694 .2089 .43217 Mtetra .736 .984 .905 r .2089 .43217 .21152 .43694 .22769 .42824 .22523 .42327 Mtetra .768 .991 .885 r .22523 .42327 .22769 .42824 .24387 .41832 .24157 .4131 Mtetra .798 .996 .863 r .24157 .4131 .24387 .41832 .26005 .40706 .25791 .40154 Mtetra .827 .998 .839 r .25791 .40154 .26005 .40706 .27622 .39432 .27425 .38845 Mtetra .853 .997 .813 r .27425 .38845 .27622 .39432 .29239 .37998 .29058 .37369 Mtetra .876 .994 .787 r .29058 .37369 .29239 .37998 .30852 .36394 .30688 .35715 Mtetra .896 .988 .76 r .30688 .35715 .30852 .36394 .32461 .34608 .32314 .33873 Mtetra .913 .981 .734 r .32314 .33873 .32461 .34608 .34065 .32634 .33933 .31833 Mtetra .928 .972 .709 r .33933 .31833 .34065 .32634 .3566 .30463 .35545 .2959 Mtetra .94 .963 .685 r .35545 .2959 .3566 .30463 .37246 .28093 .37146 .27139 Mtetra .95 .953 .664 r .37146 .27139 .37246 .28093 .38819 .2552 .38734 .24479 Mtetra .958 .943 .644 r .38734 .24479 .38819 .2552 .40378 .22745 .40307 .21608 Mtetra .902 .94 .825 r .40307 .21608 .40378 .22745 .41897 .20879 .41827 .20215 Mtetra .518 .816 .999 r .41827 .20215 .41897 .20879 .4337 .20879 .43313 .20215 Mtetra .43313 .20215 .4337 .20879 .44843 .20879 .44799 .20215 Mtetra .44799 .20215 .44843 .20879 .46317 .20879 .46285 .20215 Mtetra .46285 .20215 .46317 .20879 .4779 .20879 .47771 .20215 Mtetra .47771 .20215 .4779 .20879 .49263 .20879 .49257 .20215 Mtetra .49257 .20215 .49263 .20879 .50737 .20879 .50743 .20215 Mtetra .84919 .20215 .84623 .20879 .86097 .20879 .86405 .20215 Mtetra .83433 .20215 .8315 .20879 .84623 .20879 .84919 .20215 Mtetra .81947 .20215 .81677 .20879 .8315 .20879 .83433 .20215 Mtetra .80461 .20215 .80203 .20879 .81677 .20879 .81947 .20215 Mtetra .78975 .20215 .7873 .20879 .80203 .20879 .80461 .20215 Mtetra .77489 .20215 .77257 .20879 .7873 .20879 .78975 .20215 Mtetra .76003 .20215 .75783 .20879 .77257 .20879 .77489 .20215 Mtetra .74518 .20215 .7431 .20879 .75783 .20879 .76003 .20215 Mtetra .73032 .20215 .72837 .20879 .7431 .20879 .74518 .20215 Mtetra .71546 .20215 .71363 .20879 .72837 .20879 .73032 .20215 Mtetra .7006 .20215 .6989 .20879 .71363 .20879 .71546 .20215 Mtetra .68574 .20215 .68417 .20879 .6989 .20879 .7006 .20215 Mtetra .67088 .20215 .66943 .20879 .68417 .20879 .68574 .20215 Mtetra .65602 .20215 .6547 .20879 .66943 .20879 .67088 .20215 Mtetra .64116 .20215 .63997 .20879 .6547 .20879 .65602 .20215 Mtetra .6263 .20215 .62523 .20879 .63997 .20879 .64116 .20215 Mtetra .61144 .20215 .6105 .20879 .62523 .20879 .6263 .20215 Mtetra .59658 .20215 .59577 .20879 .6105 .20879 .61144 .20215 Mtetra .58173 .20215 .58103 .20879 .59577 .20879 .59658 .20215 Mtetra .56687 .20215 .5663 .20879 .58103 .20879 .58173 .20215 Mtetra .55201 .20215 .55157 .20879 .5663 .20879 .56687 .20215 Mtetra .53715 .20215 .53683 .20879 .55157 .20879 .55201 .20215 Mtetra .52229 .20215 .5221 .20879 .53683 .20879 .53715 .20215 Mtetra .50743 .20215 .50737 .20879 .5221 .20879 .52229 .20215 Mtetra .032 .374 .841 r .12382 .29081 .12687 .29949 .14111 .31055 .13819 .30172 Mtetra 0 .258 .768 r .13819 .30172 .14111 .31055 .15519 .32441 .1524 .31537 Mtetra 0 .1 .655 r .1524 .31537 .15519 .32441 .16903 .34259 .16637 .33321 Mtetra 0 0 .476 r .16637 .33321 .16903 .34259 .18237 .36887 .17988 .35867 Mtetra .706 .447 0 r .17988 .35867 .18237 .36887 .19258 .43994 .1916 .41067 Mtetra .453 .423 .734 r .1916 .41067 .19258 .43994 .2089 .43217 .20623 .4273 Mtetra .739 .985 .903 r .20623 .4273 .2089 .43217 .22523 .42327 .22272 .41819 Mtetra .772 .992 .883 r .22272 .41819 .22523 .42327 .24157 .4131 .23923 .40777 Mtetra .803 .996 .86 r .23923 .40777 .24157 .4131 .25791 .40154 .25574 .39588 Mtetra .832 .998 .835 r .25574 .39588 .25791 .40154 .27425 .38845 .27225 .3824 Mtetra .858 .996 .808 r .27225 .3824 .27425 .38845 .29058 .37369 .28875 .36719 Mtetra .881 .992 .781 r .28875 .36719 .29058 .37369 .30688 .35715 .30522 .35012 Mtetra .901 .986 .754 r .30522 .35012 .30688 .35715 .32314 .33873 .32164 .33108 Mtetra .918 .978 .728 r .32164 .33108 .32314 .33873 .33933 .31833 .33801 .30999 Mtetra .932 .969 .703 r .33801 .30999 .33933 .31833 .35545 .2959 .35428 .28677 Mtetra .944 .959 .679 r .35428 .28677 .35545 .2959 .37146 .27139 .37045 .2614 Mtetra .954 .949 .658 r .37045 .2614 .37146 .27139 .38734 .24479 .38649 .23384 Mtetra .962 .939 .638 r .38649 .23384 .38734 .24479 .40307 .21608 .40237 .20411 Mtetra .837 .897 .882 r .40237 .20411 .40307 .21608 .41827 .20215 .41757 .1954 Mtetra .518 .816 .999 r .41757 .1954 .41827 .20215 .43313 .20215 .43256 .1954 Mtetra .43256 .1954 .43313 .20215 .44799 .20215 .44755 .1954 Mtetra .44755 .1954 .44799 .20215 .46285 .20215 .46253 .1954 Mtetra .46253 .1954 .46285 .20215 .47771 .20215 .47752 .1954 Mtetra .47752 .1954 .47771 .20215 .49257 .20215 .49251 .1954 Mtetra .49251 .1954 .49257 .20215 .50743 .20215 .50749 .1954 Mtetra .8522 .1954 .84919 .20215 .86405 .20215 .86718 .1954 Mtetra .83721 .1954 .83433 .20215 .84919 .20215 .8522 .1954 Mtetra .82222 .1954 .81947 .20215 .83433 .20215 .83721 .1954 Mtetra .80724 .1954 .80461 .20215 .81947 .20215 .82222 .1954 Mtetra .79225 .1954 .78975 .20215 .80461 .20215 .80724 .1954 Mtetra .77726 .1954 .77489 .20215 .78975 .20215 .79225 .1954 Mtetra .76227 .1954 .76003 .20215 .77489 .20215 .77726 .1954 Mtetra .74729 .1954 .74518 .20215 .76003 .20215 .76227 .1954 Mtetra .7323 .1954 .73032 .20215 .74518 .20215 .74729 .1954 Mtetra .71731 .1954 .71546 .20215 .73032 .20215 .7323 .1954 Mtetra .70233 .1954 .7006 .20215 .71546 .20215 .71731 .1954 Mtetra .68734 .1954 .68574 .20215 .7006 .20215 .70233 .1954 Mtetra .67235 .1954 .67088 .20215 .68574 .20215 .68734 .1954 Mtetra .65736 .1954 .65602 .20215 .67088 .20215 .67235 .1954 Mtetra .64238 .1954 .64116 .20215 .65602 .20215 .65736 .1954 Mtetra .62739 .1954 .6263 .20215 .64116 .20215 .64238 .1954 Mtetra .6124 .1954 .61144 .20215 .6263 .20215 .62739 .1954 Mtetra .59742 .1954 .59658 .20215 .61144 .20215 .6124 .1954 Mtetra .58243 .1954 .58173 .20215 .59658 .20215 .59742 .1954 Mtetra .56744 .1954 .56687 .20215 .58173 .20215 .58243 .1954 Mtetra .55245 .1954 .55201 .20215 .56687 .20215 .56744 .1954 Mtetra .53747 .1954 .53715 .20215 .55201 .20215 .55245 .1954 Mtetra .52248 .1954 .52229 .20215 .53715 .20215 .53747 .1954 Mtetra .50749 .1954 .50743 .20215 .52229 .20215 .52248 .1954 Mtetra .045 .385 .847 r .12072 .28196 .12382 .29081 .13819 .30172 .13522 .29273 Mtetra 0 .271 .777 r .13522 .29273 .13819 .30172 .1524 .31537 .14957 .30618 Mtetra 0 .117 .667 r .14957 .30618 .1524 .31537 .16637 .33321 .16368 .3237 Mtetra 0 0 .496 r .16368 .3237 .16637 .33321 .17988 .35867 .17735 .34844 Mtetra 0 0 .193 r .17735 .34844 .17988 .35867 .1916 .41067 .18958 .39461 Mtetra 0 .047 .602 r .18958 .39461 .1916 .41067 .20623 .4273 .20351 .42234 Mtetra .743 .986 .9 r .20351 .42234 .20623 .4273 .22272 .41819 .22017 .41301 Mtetra .776 .993 .88 r .22017 .41301 .22272 .41819 .23923 .40777 .23685 .4023 Mtetra .808 .997 .856 r .23685 .4023 .23923 .40777 .25574 .39588 .25353 .39007 Mtetra .837 .998 .83 r .25353 .39007 .25574 .39588 .27225 .3824 .27022 .37618 Mtetra .863 .996 .803 r .27022 .37618 .27225 .3824 .28875 .36719 .28689 .36047 Mtetra .886 .991 .776 r .28689 .36047 .28875 .36719 .30522 .35012 .30353 .34282 Mtetra .906 .984 .748 r .30353 .34282 .30522 .35012 .32164 .33108 .32013 .32311 Mtetra .922 .976 .721 r .32013 .32311 .32164 .33108 .33801 .30999 .33667 .30126 Mtetra .936 .966 .696 r .33667 .30126 .33801 .30999 .35428 .28677 .35311 .2772 Mtetra .948 .956 .673 r .35311 .2772 .35428 .28677 .37045 .2614 .36944 .25088 Mtetra .957 .946 .652 r .36944 .25088 .37045 .2614 .38649 .23384 .38564 .22229 Mtetra .965 .935 .633 r .38564 .22229 .38649 .23384 .40237 .20411 .40166 .19145 Mtetra .725 .811 .918 r .40166 .19145 .40237 .20411 .41757 .1954 .41685 .18853 Mtetra .518 .816 .999 r .41685 .18853 .41757 .1954 .43256 .1954 .43197 .18853 Mtetra .43197 .18853 .43256 .1954 .44755 .1954 .44709 .18853 Mtetra .44709 .18853 .44755 .1954 .46253 .1954 .46221 .18853 Mtetra .46221 .18853 .46253 .1954 .47752 .1954 .47732 .18853 Mtetra .47732 .18853 .47752 .1954 .49251 .1954 .49244 .18853 Mtetra .49244 .18853 .49251 .1954 .50749 .1954 .50756 .18853 Mtetra .85526 .18853 .8522 .1954 .86718 .1954 .87037 .18853 Mtetra .84014 .18853 .83721 .1954 .8522 .1954 .85526 .18853 Mtetra .82502 .18853 .82222 .1954 .83721 .1954 .84014 .18853 Mtetra .8099 .18853 .80724 .1954 .82222 .1954 .82502 .18853 Mtetra .79479 .18853 .79225 .1954 .80724 .1954 .8099 .18853 Mtetra .77967 .18853 .77726 .1954 .79225 .1954 .79479 .18853 Mtetra .76455 .18853 .76227 .1954 .77726 .1954 .77967 .18853 Mtetra .74944 .18853 .74729 .1954 .76227 .1954 .76455 .18853 Mtetra .73432 .18853 .7323 .1954 .74729 .1954 .74944 .18853 Mtetra .7192 .18853 .71731 .1954 .7323 .1954 .73432 .18853 Mtetra .70408 .18853 .70233 .1954 .71731 .1954 .7192 .18853 Mtetra .68897 .18853 .68734 .1954 .70233 .1954 .70408 .18853 Mtetra .67385 .18853 .67235 .1954 .68734 .1954 .68897 .18853 Mtetra .65873 .18853 .65736 .1954 .67235 .1954 .67385 .18853 Mtetra .64361 .18853 .64238 .1954 .65736 .1954 .65873 .18853 Mtetra .6285 .18853 .62739 .1954 .64238 .1954 .64361 .18853 Mtetra .61338 .18853 .6124 .1954 .62739 .1954 .6285 .18853 Mtetra .59826 .18853 .59742 .1954 .6124 .1954 .61338 .18853 Mtetra .58315 .18853 .58243 .1954 .59742 .1954 .59826 .18853 Mtetra .56803 .18853 .56744 .1954 .58243 .1954 .58315 .18853 Mtetra .55291 .18853 .55245 .1954 .56744 .1954 .56803 .18853 Mtetra .53779 .18853 .53747 .1954 .55245 .1954 .55291 .18853 Mtetra .52268 .18853 .52248 .1954 .53747 .1954 .53779 .18853 Mtetra .50756 .18853 .50749 .1954 .52248 .1954 .52268 .18853 Mtetra .058 .395 .853 r .11758 .27295 .12072 .28196 .13522 .29273 .13221 .28356 Mtetra 0 .284 .785 r .13221 .28356 .13522 .29273 .14957 .30618 .14669 .29682 Mtetra 0 .132 .679 r .14669 .29682 .14957 .30618 .16368 .3237 .16093 .31404 Mtetra 0 0 .514 r .16093 .31404 .16368 .3237 .17735 .34844 .17476 .33815 Mtetra 0 0 .233 r .17476 .33815 .17735 .34844 .18958 .39461 .18737 .38062 Mtetra 0 0 .416 r .18737 .38062 .18958 .39461 .20351 .42234 .20074 .41728 Mtetra .747 .987 .898 r .20074 .41728 .20351 .42234 .22017 .41301 .21757 .4077 Mtetra .78 .994 .876 r .21757 .4077 .22017 .41301 .23685 .4023 .23443 .39669 Mtetra .813 .997 .852 r .23443 .39669 .23685 .4023 .25353 .39007 .25129 .38409 Mtetra .842 .998 .826 r .25129 .38409 .25353 .39007 .27022 .37618 .26815 .36974 Mtetra .868 .995 .798 r .26815 .36974 .27022 .37618 .28689 .36047 .285 .3535 Mtetra .891 .99 .769 r .285 .3535 .28689 .36047 .30353 .34282 .30183 .33522 Mtetra .911 .982 .742 r .30183 .33522 .30353 .34282 .32013 .32311 .3186 .31479 Mtetra .927 .973 .715 r .3186 .31479 .32013 .32311 .33667 .30126 .33531 .29211 Mtetra .941 .963 .69 r .33531 .29211 .33667 .30126 .35311 .2772 .35193 .26713 Mtetra .952 .952 .667 r .35193 .26713 .35311 .2772 .36944 .25088 .36843 .23978 Mtetra .961 .941 .646 r .36843 .23978 .36944 .25088 .38564 .22229 .38479 .21008 Mtetra .966 .938 .661 r .38479 .21008 .38564 .22229 .40166 .19145 .40088 .18153 Mtetra .607 .792 .97 r .40088 .18153 .40166 .19145 .41685 .18853 .41613 .18153 Mtetra .518 .816 .999 r .41613 .18153 .41685 .18853 .43197 .18853 .43138 .18153 Mtetra .43138 .18153 .43197 .18853 .44709 .18853 .44663 .18153 Mtetra .44663 .18153 .44709 .18853 .46221 .18853 .46188 .18153 Mtetra .46188 .18153 .46221 .18853 .47732 .18853 .47713 .18153 Mtetra .47713 .18153 .47732 .18853 .49244 .18853 .49238 .18153 Mtetra .49238 .18153 .49244 .18853 .50756 .18853 .50762 .18153 Mtetra .85837 .18153 .85526 .18853 .87037 .18853 .87362 .18153 Mtetra .84312 .18153 .84014 .18853 .85526 .18853 .85837 .18153 Mtetra .82787 .18153 .82502 .18853 .84014 .18853 .84312 .18153 Mtetra .81262 .18153 .8099 .18853 .82502 .18853 .82787 .18153 Mtetra .79737 .18153 .79479 .18853 .8099 .18853 .81262 .18153 Mtetra .78212 .18153 .77967 .18853 .79479 .18853 .79737 .18153 Mtetra .76687 .18153 .76455 .18853 .77967 .18853 .78212 .18153 Mtetra .75162 .18153 .74944 .18853 .76455 .18853 .76687 .18153 Mtetra .73637 .18153 .73432 .18853 .74944 .18853 .75162 .18153 Mtetra .72112 .18153 .7192 .18853 .73432 .18853 .73637 .18153 Mtetra .70587 .18153 .70408 .18853 .7192 .18853 .72112 .18153 Mtetra .69062 .18153 .68897 .18853 .70408 .18853 .70587 .18153 Mtetra .67537 .18153 .67385 .18853 .68897 .18853 .69062 .18153 Mtetra .66012 .18153 .65873 .18853 .67385 .18853 .67537 .18153 Mtetra .64487 .18153 .64361 .18853 .65873 .18853 .66012 .18153 Mtetra .62962 .18153 .6285 .18853 .64361 .18853 .64487 .18153 Mtetra .61437 .18153 .61338 .18853 .6285 .18853 .62962 .18153 Mtetra .59912 .18153 .59826 .18853 .61338 .18853 .61437 .18153 Mtetra .58387 .18153 .58315 .18853 .59826 .18853 .59912 .18153 Mtetra .56862 .18153 .56803 .18853 .58315 .18853 .58387 .18153 Mtetra .55337 .18153 .55291 .18853 .56803 .18853 .56862 .18153 Mtetra .53812 .18153 .53779 .18853 .55291 .18853 .55337 .18153 Mtetra .52287 .18153 .52268 .18853 .53779 .18853 .53812 .18153 Mtetra .50762 .18153 .50756 .18853 .52268 .18853 .52287 .18153 Mtetra .07 .406 .859 r .11438 .26375 .11758 .27295 .13221 .28356 .12915 .27422 Mtetra 0 .296 .793 r .12915 .27422 .13221 .28356 .14669 .29682 .14376 .28729 Mtetra 0 .148 .691 r .14376 .28729 .14669 .29682 .16093 .31404 .15814 .30424 Mtetra 0 0 .53 r .15814 .30424 .16093 .31404 .17476 .33815 .17213 .32778 Mtetra 0 0 .266 r .17213 .32778 .17476 .33815 .18737 .38062 .18504 .36758 Mtetra 0 0 .289 r .18504 .36758 .18737 .38062 .20074 .41728 .19792 .41212 Mtetra .751 .988 .895 r .19792 .41212 .20074 .41728 .21757 .4077 .21493 .40227 Mtetra .785 .994 .873 r .21493 .40227 .21757 .4077 .23443 .39669 .23196 .39093 Mtetra .818 .998 .848 r .23196 .39093 .23443 .39669 .25129 .38409 .24901 .37793 Mtetra .848 .997 .82 r .24901 .37793 .25129 .38409 .26815 .36974 .26606 .36309 Mtetra .874 .994 .792 r .26606 .36309 .26815 .36974 .285 .3535 .28309 .34626 Mtetra .897 .988 .763 r .28309 .34626 .285 .3535 .30183 .33522 .3001 .32729 Mtetra .916 .979 .735 r .3001 .32729 .30183 .33522 .3186 .31479 .31706 .30607 Mtetra .932 .97 .708 r .31706 .30607 .3186 .31479 .33531 .29211 .33395 .28249 Mtetra .945 .959 .683 r .33395 .28249 .33531 .29211 .35193 .26713 .35075 .25649 Mtetra .956 .948 .66 r .35075 .25649 .35193 .26713 .36843 .23978 .36742 .22803 Mtetra .965 .937 .639 r .36742 .22803 .36843 .23978 .38479 .21008 .38394 .1971 Mtetra .954 .941 .727 r .38394 .1971 .38479 .21008 .40088 .18153 .4 .17442 Mtetra .518 .816 .999 r .4 .17442 .40088 .18153 .41613 .18153 .41538 .17442 Mtetra .41538 .17442 .41613 .18153 .43138 .18153 .43077 .17442 Mtetra .43077 .17442 .43138 .18153 .44663 .18153 .44615 .17442 Mtetra .44615 .17442 .44663 .18153 .46188 .18153 .46154 .17442 Mtetra .46154 .17442 .46188 .18153 .47713 .18153 .47692 .17442 Mtetra .47692 .17442 .47713 .18153 .49238 .18153 .49231 .17442 Mtetra .49231 .17442 .49238 .18153 .50762 .18153 .50769 .17442 Mtetra .86154 .17442 .85837 .18153 .87362 .18153 .87692 .17442 Mtetra .84615 .17442 .84312 .18153 .85837 .18153 .86154 .17442 Mtetra .83077 .17442 .82787 .18153 .84312 .18153 .84615 .17442 Mtetra .81538 .17442 .81262 .18153 .82787 .18153 .83077 .17442 Mtetra .8 .17442 .79737 .18153 .81262 .18153 .81538 .17442 Mtetra .78462 .17442 .78212 .18153 .79737 .18153 .8 .17442 Mtetra .76923 .17442 .76687 .18153 .78212 .18153 .78462 .17442 Mtetra .75385 .17442 .75162 .18153 .76687 .18153 .76923 .17442 Mtetra .73846 .17442 .73637 .18153 .75162 .18153 .75385 .17442 Mtetra .72308 .17442 .72112 .18153 .73637 .18153 .73846 .17442 Mtetra .70769 .17442 .70587 .18153 .72112 .18153 .72308 .17442 Mtetra .69231 .17442 .69062 .18153 .70587 .18153 .70769 .17442 Mtetra .67692 .17442 .67537 .18153 .69062 .18153 .69231 .17442 Mtetra .66154 .17442 .66012 .18153 .67537 .18153 .67692 .17442 Mtetra .64615 .17442 .64487 .18153 .66012 .18153 .66154 .17442 Mtetra .63077 .17442 .62962 .18153 .64487 .18153 .64615 .17442 Mtetra .61538 .17442 .61437 .18153 .62962 .18153 .63077 .17442 Mtetra .6 .17442 .59912 .18153 .61437 .18153 .61538 .17442 Mtetra .58462 .17442 .58387 .18153 .59912 .18153 .6 .17442 Mtetra .56923 .17442 .56862 .18153 .58387 .18153 .58462 .17442 Mtetra .55385 .17442 .55337 .18153 .56862 .18153 .56923 .17442 Mtetra .53846 .17442 .53812 .18153 .55337 .18153 .55385 .17442 Mtetra .52308 .17442 .52287 .18153 .53812 .18153 .53846 .17442 Mtetra .50769 .17442 .50762 .18153 .52287 .18153 .52308 .17442 Mtetra .083 .416 .865 r .11114 .25437 .11438 .26375 .12915 .27422 .12604 .26469 Mtetra 0 .309 .801 r .12604 .26469 .12915 .27422 .14376 .28729 .14078 .27758 Mtetra 0 .162 .702 r .14078 .27758 .14376 .28729 .15814 .30424 .15531 .29427 Mtetra 0 0 .546 r .15531 .29427 .15814 .30424 .17213 .32778 .16944 .31731 Mtetra 0 0 .295 r .16944 .31731 .17213 .32778 .18504 .36758 .18261 .35506 Mtetra 0 0 .203 r .18261 .35506 .18504 .36758 .19792 .41212 .19504 .40685 Mtetra .755 .989 .892 r .19504 .40685 .19792 .41212 .21493 .40227 .21224 .39672 Mtetra .791 .995 .869 r .21224 .39672 .21493 .40227 .23196 .39093 .22946 .38502 Mtetra .824 .998 .843 r .22946 .38502 .23196 .39093 .24901 .37793 .24669 .37157 Mtetra .854 .997 .815 r .24669 .37157 .24901 .37793 .26606 .36309 .26393 .35619 Mtetra .88 .993 .785 r .26393 .35619 .26606 .36309 .28309 .34626 .28116 .33872 Mtetra .902 .986 .756 r .28116 .33872 .28309 .34626 .3001 .32729 .29836 .319 Mtetra .921 .977 .727 r .29836 .319 .3001 .32729 .31706 .30607 .31551 .2969 Mtetra .937 .966 .7 r .31551 .2969 .31706 .30607 .33395 .28249 .33259 .27233 Mtetra .95 .955 .675 r .33259 .27233 .33395 .28249 .35075 .25649 .34957 .24521 Mtetra .96 .943 .653 r .34957 .24521 .35075 .25649 .36742 .22803 .36641 .21552 Mtetra .969 .932 .632 r .36641 .21552 .36742 .22803 .38394 .1971 .3831 .18324 Mtetra .918 .923 .801 r .3831 .18324 .38394 .1971 .4 .17442 .39911 .16718 Mtetra .518 .816 .999 r .39911 .16718 .4 .17442 .41538 .17442 .41463 .16718 Mtetra .41463 .16718 .41538 .17442 .43077 .17442 .43015 .16718 Mtetra .43015 .16718 .43077 .17442 .44615 .17442 .44567 .16718 Mtetra .44567 .16718 .44615 .17442 .46154 .17442 .4612 .16718 Mtetra .4612 .16718 .46154 .17442 .47692 .17442 .47672 .16718 Mtetra .47672 .16718 .47692 .17442 .49231 .17442 .49224 .16718 Mtetra .49224 .16718 .49231 .17442 .50769 .17442 .50776 .16718 Mtetra .86476 .16718 .86154 .17442 .87692 .17442 .88029 .16718 Mtetra .84924 .16718 .84615 .17442 .86154 .17442 .86476 .16718 Mtetra .83372 .16718 .83077 .17442 .84615 .17442 .84924 .16718 Mtetra .8182 .16718 .81538 .17442 .83077 .17442 .83372 .16718 Mtetra .80268 .16718 .8 .17442 .81538 .17442 .8182 .16718 Mtetra .78715 .16718 .78462 .17442 .8 .17442 .80268 .16718 Mtetra .77163 .16718 .76923 .17442 .78462 .17442 .78715 .16718 Mtetra .75611 .16718 .75385 .17442 .76923 .17442 .77163 .16718 Mtetra .74059 .16718 .73846 .17442 .75385 .17442 .75611 .16718 Mtetra .72507 .16718 .72308 .17442 .73846 .17442 .74059 .16718 Mtetra .70955 .16718 .70769 .17442 .72308 .17442 .72507 .16718 Mtetra .69402 .16718 .69231 .17442 .70769 .17442 .70955 .16718 Mtetra .6785 .16718 .67692 .17442 .69231 .17442 .69402 .16718 Mtetra .66298 .16718 .66154 .17442 .67692 .17442 .6785 .16718 Mtetra .64746 .16718 .64615 .17442 .66154 .17442 .66298 .16718 Mtetra .63194 .16718 .63077 .17442 .64615 .17442 .64746 .16718 Mtetra .61641 .16718 .61538 .17442 .63077 .17442 .63194 .16718 Mtetra .60089 .16718 .6 .17442 .61538 .17442 .61641 .16718 Mtetra .58537 .16718 .58462 .17442 .6 .17442 .60089 .16718 Mtetra .56985 .16718 .56923 .17442 .58462 .17442 .58537 .16718 Mtetra .55433 .16718 .55385 .17442 .56923 .17442 .56985 .16718 Mtetra .5388 .16718 .53846 .17442 .55385 .17442 .55433 .16718 Mtetra .52328 .16718 .52308 .17442 .53846 .17442 .5388 .16718 Mtetra .50776 .16718 .50769 .17442 .52308 .17442 .52328 .16718 Mtetra .096 .426 .87 r .10784 .24479 .11114 .25437 .12604 .26469 .12288 .25497 Mtetra 0 .321 .809 r .12288 .25497 .12604 .26469 .14078 .27758 .13776 .26768 Mtetra 0 .177 .712 r .13776 .26768 .14078 .27758 .15531 .29427 .15243 .28412 Mtetra 0 0 .56 r .15243 .28412 .15531 .29427 .16944 .31731 .16671 .30672 Mtetra 0 0 .319 r .16671 .30672 .16944 .31731 .18261 .35506 .18011 .34286 Mtetra .693 .45 0 r .18011 .34286 .18261 .35506 .19504 .40685 .19212 .40146 Mtetra .76 .99 .889 r .19212 .40146 .19504 .40685 .21224 .39672 .2095 .39101 Mtetra .796 .996 .865 r .2095 .39101 .21224 .39672 .22946 .38502 .22691 .37892 Mtetra .83 .998 .838 r .22691 .37892 .22946 .38502 .24669 .37157 .24434 .36498 Mtetra .86 .996 .808 r .24434 .36498 .24669 .37157 .26393 .35619 .26177 .34901 Mtetra .886 .991 .778 r .26177 .34901 .26393 .35619 .28116 .33872 .2792 .33083 Mtetra .909 .983 .748 r .2792 .33083 .28116 .33872 .29836 .319 .2966 .31027 Mtetra .927 .973 .72 r .2966 .31027 .29836 .319 .31551 .2969 .31394 .28721 Mtetra .942 .962 .693 r .31394 .28721 .31551 .2969 .33259 .27233 .33122 .26154 Mtetra .955 .95 .668 r .33122 .26154 .33259 .27233 .34957 .24521 .34839 .23319 Mtetra .965 .938 .646 r .34839 .23319 .34957 .24521 .36641 .21552 .36542 .20214 Mtetra .973 .926 .626 r .36542 .20214 .36641 .21552 .3831 .18324 .38228 .16838 Mtetra .833 .862 .867 r .38228 .16838 .3831 .18324 .39911 .16718 .3982 .1598 Mtetra .518 .816 .999 r .3982 .1598 .39911 .16718 .41463 .16718 .41386 .1598 Mtetra .41386 .1598 .41463 .16718 .43015 .16718 .42952 .1598 Mtetra .42952 .1598 .43015 .16718 .44567 .16718 .44518 .1598 Mtetra .44518 .1598 .44567 .16718 .4612 .16718 .46085 .1598 Mtetra .46085 .1598 .4612 .16718 .47672 .16718 .47651 .1598 Mtetra .47651 .1598 .47672 .16718 .49224 .16718 .49217 .1598 Mtetra .49217 .1598 .49224 .16718 .50776 .16718 .50783 .1598 Mtetra .86805 .1598 .86476 .16718 .88029 .16718 .88371 .1598 Mtetra .85239 .1598 .84924 .16718 .86476 .16718 .86805 .1598 Mtetra .83672 .1598 .83372 .16718 .84924 .16718 .85239 .1598 Mtetra .82106 .1598 .8182 .16718 .83372 .16718 .83672 .1598 Mtetra .8054 .1598 .80268 .16718 .8182 .16718 .82106 .1598 Mtetra .78974 .1598 .78715 .16718 .80268 .16718 .8054 .1598 Mtetra .77408 .1598 .77163 .16718 .78715 .16718 .78974 .1598 Mtetra .75842 .1598 .75611 .16718 .77163 .16718 .77408 .1598 Mtetra .74275 .1598 .74059 .16718 .75611 .16718 .75842 .1598 Mtetra .72709 .1598 .72507 .16718 .74059 .16718 .74275 .1598 Mtetra .71143 .1598 .70955 .16718 .72507 .16718 .72709 .1598 Mtetra .69577 .1598 .69402 .16718 .70955 .16718 .71143 .1598 Mtetra .68011 .1598 .6785 .16718 .69402 .16718 .69577 .1598 Mtetra .66445 .1598 .66298 .16718 .6785 .16718 .68011 .1598 Mtetra .64878 .1598 .64746 .16718 .66298 .16718 .66445 .1598 Mtetra .63312 .1598 .63194 .16718 .64746 .16718 .64878 .1598 Mtetra .61746 .1598 .61641 .16718 .63194 .16718 .63312 .1598 Mtetra .6018 .1598 .60089 .16718 .61641 .16718 .61746 .1598 Mtetra .58614 .1598 .58537 .16718 .60089 .16718 .6018 .1598 Mtetra .57048 .1598 .56985 .16718 .58537 .16718 .58614 .1598 Mtetra .55482 .1598 .55433 .16718 .56985 .16718 .57048 .1598 Mtetra .53915 .1598 .5388 .16718 .55433 .16718 .55482 .1598 Mtetra .52349 .1598 .52328 .16718 .5388 .16718 .53915 .1598 Mtetra .50783 .1598 .50776 .16718 .52328 .16718 .52349 .1598 Mtetra .109 .437 .876 r .10449 .235 .10784 .24479 .12288 .25497 .11967 .24504 Mtetra 0 .332 .816 r .11967 .24504 .12288 .25497 .13776 .26768 .13469 .25758 Mtetra 0 .19 .722 r .13469 .25758 .13776 .26768 .15243 .28412 .1495 .2738 Mtetra 0 0 .574 r .1495 .2738 .15243 .28412 .16671 .30672 .16393 .296 Mtetra 0 0 .341 r .16393 .296 .16671 .30672 .18011 .34286 .17754 .33084 Mtetra .728 .488 0 r .17754 .33084 .18011 .34286 .19212 .40146 .18913 .39595 Mtetra .766 .991 .885 r .18913 .39595 .19212 .40146 .2095 .39101 .20671 .38516 Mtetra .803 .996 .86 r .20671 .38516 .2095 .39101 .22691 .37892 .22432 .37263 Mtetra .837 .998 .832 r .22432 .37263 .22691 .37892 .24434 .36498 .24195 .35815 Mtetra .867 .995 .802 r .24195 .35815 .24434 .36498 .26177 .34901 .25958 .34152 Mtetra .893 .989 .771 r .25958 .34152 .26177 .34901 .2792 .33083 .27722 .32255 Mtetra .915 .98 .74 r .27722 .32255 .2792 .33083 .2966 .31027 .29482 .30107 Mtetra .933 .969 .711 r .29482 .30107 .2966 .31027 .31394 .28721 .31237 .27693 Mtetra .948 .957 .684 r .31237 .27693 .31394 .28721 .33122 .26154 .32985 .25003 Mtetra .96 .945 .66 r .32985 .25003 .33122 .26154 .34839 .23319 .34721 .22031 Mtetra .969 .932 .638 r .34721 .22031 .34839 .23319 .36542 .20214 .36443 .18774 Mtetra .976 .92 .619 r .36443 .18774 .36542 .20214 .38228 .16838 .38147 .15233 Mtetra .672 .729 .892 r .38147 .15233 .38228 .16838 .3982 .1598 .39728 .1523 Mtetra .518 .816 .999 r .39728 .1523 .3982 .1598 .41386 .1598 .41308 .1523 Mtetra .41308 .1523 .41386 .1598 .42952 .1598 .42888 .1523 Mtetra .42888 .1523 .42952 .1598 .44518 .1598 .44469 .1523 Mtetra .44469 .1523 .44518 .1598 .46085 .1598 .46049 .1523 Mtetra .46049 .1523 .46085 .1598 .47651 .1598 .47629 .1523 Mtetra .47629 .1523 .47651 .1598 .49217 .1598 .4921 .1523 Mtetra .4921 .1523 .49217 .1598 .50783 .1598 .5079 .1523 Mtetra .87139 .1523 .86805 .1598 .88371 .1598 .88719 .1523 Mtetra .85559 .1523 .85239 .1598 .86805 .1598 .87139 .1523 Mtetra .83978 .1523 .83672 .1598 .85239 .1598 .85559 .1523 Mtetra .82398 .1523 .82106 .1598 .83672 .1598 .83978 .1523 Mtetra .80817 .1523 .8054 .1598 .82106 .1598 .82398 .1523 Mtetra .79237 .1523 .78974 .1598 .8054 .1598 .80817 .1523 Mtetra .77657 .1523 .77408 .1598 .78974 .1598 .79237 .1523 Mtetra .76076 .1523 .75842 .1598 .77408 .1598 .77657 .1523 Mtetra .74496 .1523 .74275 .1598 .75842 .1598 .76076 .1523 Mtetra .72916 .1523 .72709 .1598 .74275 .1598 .74496 .1523 Mtetra .71335 .1523 .71143 .1598 .72709 .1598 .72916 .1523 Mtetra .69755 .1523 .69577 .1598 .71143 .1598 .71335 .1523 Mtetra .68174 .1523 .68011 .1598 .69577 .1598 .69755 .1523 Mtetra .66594 .1523 .66445 .1598 .68011 .1598 .68174 .1523 Mtetra .65014 .1523 .64878 .1598 .66445 .1598 .66594 .1523 Mtetra .63433 .1523 .63312 .1598 .64878 .1598 .65014 .1523 Mtetra .61853 .1523 .61746 .1598 .63312 .1598 .63433 .1523 Mtetra .60272 .1523 .6018 .1598 .61746 .1598 .61853 .1523 Mtetra .58692 .1523 .58614 .1598 .6018 .1598 .60272 .1523 Mtetra .57112 .1523 .57048 .1598 .58614 .1598 .58692 .1523 Mtetra .55531 .1523 .55482 .1598 .57048 .1598 .57112 .1523 Mtetra .53951 .1523 .53915 .1598 .55482 .1598 .55531 .1523 Mtetra .52371 .1523 .52349 .1598 .53915 .1598 .53951 .1523 Mtetra .5079 .1523 .50783 .1598 .52349 .1598 .52371 .1523 Mtetra .123 .447 .881 r .10109 .22501 .10449 .235 .11967 .24504 .11641 .23489 Mtetra .014 .344 .823 r .11641 .23489 .11967 .24504 .13469 .25758 .13157 .24727 Mtetra 0 .203 .731 r .13157 .24727 .13469 .25758 .1495 .2738 .14652 .26328 Mtetra 0 .013 .586 r .14652 .26328 .1495 .2738 .16393 .296 .1611 .28514 Mtetra 0 0 .36 r .1611 .28514 .16393 .296 .17754 .33084 .1749 .31893 Mtetra .753 .516 0 r .1749 .31893 .17754 .33084 .18913 .39595 .18609 .3903 Mtetra .772 .992 .881 r .18609 .3903 .18913 .39595 .20671 .38516 .20387 .37913 Mtetra .809 .997 .855 r .20387 .37913 .20671 .38516 .22432 .37263 .22168 .36612 Mtetra .844 .997 .825 r .22168 .36612 .22432 .37263 .24195 .35815 .23952 .35104 Mtetra .874 .994 .794 r .23952 .35104 .24195 .35815 .25958 .34152 .25737 .33368 Mtetra .9 .986 .763 r .25737 .33368 .25958 .34152 .27722 .32255 .27522 .31382 Mtetra .922 .976 .732 r .27522 .31382 .27722 .32255 .29482 .30107 .29304 .29129 Mtetra .939 .965 .703 r .29304 .29129 .29482 .30107 .31237 .27693 .3108 .26595 Mtetra .953 .952 .676 r .3108 .26595 .31237 .27693 .32985 .25003 .32849 .23768 Mtetra .965 .939 .652 r .32849 .23768 .32985 .25003 .34721 .22031 .34605 .20642 Mtetra .973 .926 .63 r .34605 .20642 .34721 .22031 .36443 .18774 .36347 .17214 Mtetra .969 .924 .692 r .36347 .17214 .36443 .18774 .38147 .15233 .38038 .14465 Mtetra .519 .816 .999 r .38038 .14465 .38147 .15233 .39728 .1523 .39633 .14465 Mtetra .518 .816 .999 r .39633 .14465 .39728 .1523 .41308 .1523 .41228 .14465 Mtetra .41228 .14465 .41308 .1523 .42888 .1523 .42823 .14465 Mtetra .42823 .14465 .42888 .1523 .44469 .1523 .44418 .14465 Mtetra .44418 .14465 .44469 .1523 .46049 .1523 .46013 .14465 Mtetra .46013 .14465 .46049 .1523 .47629 .1523 .47608 .14465 Mtetra .47608 .14465 .47629 .1523 .4921 .1523 .49203 .14465 Mtetra .49203 .14465 .4921 .1523 .5079 .1523 .50797 .14465 Mtetra .87479 .14465 .87139 .1523 .88719 .1523 .89074 .14465 Mtetra .85885 .14465 .85559 .1523 .87139 .1523 .87479 .14465 Mtetra .8429 .14465 .83978 .1523 .85559 .1523 .85885 .14465 Mtetra .82695 .14465 .82398 .1523 .83978 .1523 .8429 .14465 Mtetra .811 .14465 .80817 .1523 .82398 .1523 .82695 .14465 Mtetra .79505 .14465 .79237 .1523 .80817 .1523 .811 .14465 Mtetra .7791 .14465 .77657 .1523 .79237 .1523 .79505 .14465 Mtetra .76315 .14465 .76076 .1523 .77657 .1523 .7791 .14465 Mtetra .7472 .14465 .74496 .1523 .76076 .1523 .76315 .14465 Mtetra .73126 .14465 .72916 .1523 .74496 .1523 .7472 .14465 Mtetra .71531 .14465 .71335 .1523 .72916 .1523 .73126 .14465 Mtetra .69936 .14465 .69755 .1523 .71335 .1523 .71531 .14465 Mtetra .68341 .14465 .68174 .1523 .69755 .1523 .69936 .14465 Mtetra .66746 .14465 .66594 .1523 .68174 .1523 .68341 .14465 Mtetra .65151 .14465 .65014 .1523 .66594 .1523 .66746 .14465 Mtetra .63556 .14465 .63433 .1523 .65014 .1523 .65151 .14465 Mtetra .61962 .14465 .61853 .1523 .63433 .1523 .63556 .14465 Mtetra .60367 .14465 .60272 .1523 .61853 .1523 .61962 .14465 Mtetra .58772 .14465 .58692 .1523 .60272 .1523 .60367 .14465 Mtetra .57177 .14465 .57112 .1523 .58692 .1523 .58772 .14465 Mtetra .55582 .14465 .55531 .1523 .57112 .1523 .57177 .14465 Mtetra .53987 .14465 .53951 .1523 .55531 .1523 .55582 .14465 Mtetra .52392 .14465 .52371 .1523 .53951 .1523 .53987 .14465 Mtetra .50797 .14465 .5079 .1523 .52371 .1523 .52392 .14465 Mtetra .136 .457 .886 r .09763 .21478 .10109 .22501 .11641 .23489 .11309 .22453 Mtetra .028 .355 .83 r .11309 .22453 .11641 .23489 .13157 .24727 .1284 .23674 Mtetra 0 .216 .74 r .1284 .23674 .13157 .24727 .14652 .26328 .14349 .25256 Mtetra 0 .027 .598 r .14349 .25256 .14652 .26328 .1611 .28514 .15822 .27411 Mtetra 0 0 .377 r .15822 .27411 .1611 .28514 .1749 .31893 .1722 .30706 Mtetra .772 .538 0 r .1722 .30706 .1749 .31893 .18609 .3903 .18299 .38451 Mtetra .779 .994 .876 r .18299 .38451 .18609 .3903 .20387 .37913 .20098 .37292 Mtetra .817 .997 .849 r .20098 .37292 .20387 .37913 .22168 .36612 .21901 .35936 Mtetra .852 .997 .818 r .21901 .35936 .22168 .36612 .23952 .35104 .23706 .34361 Mtetra .882 .992 .786 r .23706 .34361 .23952 .35104 .25737 .33368 .25513 .32541 Mtetra .908 .983 .754 r .25513 .32541 .25737 .33368 .27522 .31382 .2732 .30456 Mtetra .929 .972 .722 r .2732 .30456 .27522 .31382 .29304 .29129 .29124 .28085 Mtetra .946 .959 .693 r .29124 .28085 .29304 .29129 .3108 .26595 .30923 .25414 Mtetra .959 .946 .667 r .30923 .25414 .3108 .26595 .32849 .23768 .32714 .22431 Mtetra .97 .932 .643 r .32714 .22431 .32849 .23768 .34605 .20642 .34492 .19131 Mtetra .978 .918 .622 r .34492 .19131 .34605 .20642 .36347 .17214 .36253 .15511 Mtetra .928 .899 .777 r .36253 .15511 .36347 .17214 .38038 .14465 .37928 .13686 Mtetra .518 .816 .999 r .37928 .13686 .38038 .14465 .39633 .14465 .39537 .13686 Mtetra .39537 .13686 .39633 .14465 .41228 .14465 .41147 .13686 Mtetra .41147 .13686 .41228 .14465 .42823 .14465 .42757 .13686 Mtetra .42757 .13686 .42823 .14465 .44418 .14465 .44366 .13686 Mtetra .44366 .13686 .44418 .14465 .46013 .14465 .45976 .13686 Mtetra .45976 .13686 .46013 .14465 .47608 .14465 .47586 .13686 Mtetra .47586 .13686 .47608 .14465 .49203 .14465 .49195 .13686 Mtetra .49195 .13686 .49203 .14465 .50797 .14465 .50805 .13686 Mtetra .87826 .13686 .87479 .14465 .89074 .14465 .89436 .13686 Mtetra .86216 .13686 .85885 .14465 .87479 .14465 .87826 .13686 Mtetra .84607 .13686 .8429 .14465 .85885 .14465 .86216 .13686 Mtetra .82997 .13686 .82695 .14465 .8429 .14465 .84607 .13686 Mtetra .81388 .13686 .811 .14465 .82695 .14465 .82997 .13686 Mtetra .79778 .13686 .79505 .14465 .811 .14465 .81388 .13686 Mtetra .78168 .13686 .7791 .14465 .79505 .14465 .79778 .13686 Mtetra .76559 .13686 .76315 .14465 .7791 .14465 .78168 .13686 Mtetra .74949 .13686 .7472 .14465 .76315 .14465 .76559 .13686 Mtetra .7334 .13686 .73126 .14465 .7472 .14465 .74949 .13686 Mtetra .7173 .13686 .71531 .14465 .73126 .14465 .7334 .13686 Mtetra .7012 .13686 .69936 .14465 .71531 .14465 .7173 .13686 Mtetra .68511 .13686 .68341 .14465 .69936 .14465 .7012 .13686 Mtetra .66901 .13686 .66746 .14465 .68341 .14465 .68511 .13686 Mtetra .65291 .13686 .65151 .14465 .66746 .14465 .66901 .13686 Mtetra .63682 .13686 .63556 .14465 .65151 .14465 .65291 .13686 Mtetra .62072 .13686 .61962 .14465 .63556 .14465 .63682 .13686 Mtetra .60463 .13686 .60367 .14465 .61962 .14465 .62072 .13686 Mtetra .58853 .13686 .58772 .14465 .60367 .14465 .60463 .13686 Mtetra .57243 .13686 .57177 .14465 .58772 .14465 .58853 .13686 Mtetra .55634 .13686 .55582 .14465 .57177 .14465 .57243 .13686 Mtetra .54024 .13686 .53987 .14465 .55582 .14465 .55634 .13686 Mtetra .52414 .13686 .52392 .14465 .53987 .14465 .54024 .13686 Mtetra .50805 .13686 .50797 .14465 .52392 .14465 .52414 .13686 Mtetra .15 .467 .891 r .09412 .20432 .09763 .21478 .11309 .22453 .10973 .21392 Mtetra .042 .367 .836 r .10973 .21392 .11309 .22453 .1284 .23674 .12519 .22598 Mtetra 0 .228 .749 r .12519 .22598 .1284 .23674 .14349 .25256 .14042 .24161 Mtetra 0 .04 .608 r .14042 .24161 .14349 .25256 .15822 .27411 .15529 .26292 Mtetra 0 0 .391 r .15529 .26292 .15822 .27411 .1722 .30706 .16943 .29521 Mtetra .787 .556 0 r .16943 .29521 .1722 .30706 .18299 .38451 .17984 .37856 Mtetra .786 .995 .871 r .17984 .37856 .18299 .38451 .20098 .37292 .19804 .36649 Mtetra .825 .998 .842 r .19804 .36649 .20098 .37292 .21901 .35936 .21629 .35233 Mtetra .86 .996 .81 r .21629 .35233 .21901 .35936 .23706 .34361 .23457 .3358 Mtetra .891 .989 .777 r .23457 .3358 .23706 .34361 .25513 .32541 .25287 .31666 Mtetra .916 .98 .744 r .25287 .31666 .25513 .32541 .2732 .30456 .27118 .29466 Mtetra .936 .967 .712 r .27118 .29466 .2732 .30456 .29124 .28085 .28946 .2696 Mtetra .953 .953 .683 r .28946 .2696 .29124 .28085 .30923 .25414 .30768 .24133 Mtetra .965 .939 .657 r .30768 .24133 .30923 .25414 .32714 .22431 .32581 .20972 Mtetra .975 .924 .634 r .32581 .20972 .32714 .22431 .34492 .19131 .34381 .17472 Mtetra .982 .91 .614 r .34381 .17472 .34492 .19131 .36253 .15511 .36164 .13632 Mtetra .811 .807 .847 r .36164 .13632 .36253 .15511 .37928 .13686 .37815 .12893 Mtetra .518 .816 .999 r .37815 .12893 .37928 .13686 .39537 .13686 .3944 .12893 Mtetra .3944 .12893 .39537 .13686 .41147 .13686 .41064 .12893 Mtetra .41064 .12893 .41147 .13686 .42757 .13686 .42689 .12893 Mtetra .42689 .12893 .42757 .13686 .44366 .13686 .44314 .12893 Mtetra .44314 .12893 .44366 .13686 .45976 .13686 .45938 .12893 Mtetra .45938 .12893 .45976 .13686 .47586 .13686 .47563 .12893 Mtetra .47563 .12893 .47586 .13686 .49195 .13686 .49188 .12893 Mtetra .49188 .12893 .49195 .13686 .50805 .13686 .50812 .12893 Mtetra .88179 .12893 .87826 .13686 .89436 .13686 .89804 .12893 Mtetra .86555 .12893 .86216 .13686 .87826 .13686 .88179 .12893 Mtetra .8493 .12893 .84607 .13686 .86216 .13686 .86555 .12893 Mtetra .83305 .12893 .82997 .13686 .84607 .13686 .8493 .12893 Mtetra .81681 .12893 .81388 .13686 .82997 .13686 .83305 .12893 Mtetra .80056 .12893 .79778 .13686 .81388 .13686 .81681 .12893 Mtetra .78431 .12893 .78168 .13686 .79778 .13686 .80056 .12893 Mtetra .76807 .12893 .76559 .13686 .78168 .13686 .78431 .12893 Mtetra .75182 .12893 .74949 .13686 .76559 .13686 .76807 .12893 Mtetra .73557 .12893 .7334 .13686 .74949 .13686 .75182 .12893 Mtetra .71933 .12893 .7173 .13686 .7334 .13686 .73557 .12893 Mtetra .70308 .12893 .7012 .13686 .7173 .13686 .71933 .12893 Mtetra .68683 .12893 .68511 .13686 .7012 .13686 .70308 .12893 Mtetra .67059 .12893 .66901 .13686 .68511 .13686 .68683 .12893 Mtetra .65434 .12893 .65291 .13686 .66901 .13686 .67059 .12893 Mtetra .6381 .12893 .63682 .13686 .65291 .13686 .65434 .12893 Mtetra .62185 .12893 .62072 .13686 .63682 .13686 .6381 .12893 Mtetra .6056 .12893 .60463 .13686 .62072 .13686 .62185 .12893 Mtetra .58936 .12893 .58853 .13686 .60463 .13686 .6056 .12893 Mtetra .57311 .12893 .57243 .13686 .58853 .13686 .58936 .12893 Mtetra .55686 .12893 .55634 .13686 .57243 .13686 .57311 .12893 Mtetra .54062 .12893 .54024 .13686 .55634 .13686 .55686 .12893 Mtetra .52437 .12893 .52414 .13686 .54024 .13686 .54062 .12893 Mtetra .50812 .12893 .50805 .13686 .52414 .13686 .52437 .12893 Mtetra .163 .477 .896 r .09056 .19362 .09412 .20432 .10973 .21392 .10631 .20306 Mtetra .057 .378 .843 r .10631 .20306 .10973 .21392 .12519 .22598 .12192 .21497 Mtetra 0 .24 .756 r .12192 .21497 .12519 .22598 .14042 .24161 .13729 .23044 Mtetra 0 .052 .618 r .13729 .23044 .14042 .24161 .15529 .26292 .1523 .25154 Mtetra 0 0 .402 r .1523 .25154 .15529 .26292 .16943 .29521 .1666 .28334 Mtetra .799 .571 .007 r .1666 .28334 .16943 .29521 .17984 .37856 .17662 .37244 Mtetra .794 .996 .865 r .17662 .37244 .17984 .37856 .19804 .36649 .19505 .35982 Mtetra .834 .998 .834 r .19505 .35982 .19804 .36649 .21629 .35233 .21353 .34496 Mtetra .87 .994 .801 r .21353 .34496 .21629 .35233 .23457 .3358 .23205 .32754 Mtetra .9 .986 .767 r .23205 .32754 .23457 .3358 .25287 .31666 .2506 .30731 Mtetra .925 .975 .733 r .2506 .30731 .25287 .31666 .27118 .29466 .26915 .28399 Mtetra .944 .961 .701 r .26915 .28399 .27118 .29466 .28946 .2696 .28768 .25738 Mtetra .959 .946 .672 r .28768 .25738 .28946 .2696 .30768 .24133 .30615 .22729 Mtetra .971 .93 .647 r .30615 .22729 .30768 .24133 .32581 .20972 .32452 .19362 Mtetra .98 .915 .624 r .32452 .19362 .32581 .20972 .34381 .17472 .34276 .15632 Mtetra .983 .905 .642 r .34276 .15632 .34381 .17472 .36164 .13632 .3606 .12085 Mtetra .66 .746 .914 r .3606 .12085 .36164 .13632 .37815 .12893 .377 .12085 Mtetra .518 .816 .999 r .377 .12085 .37815 .12893 .3944 .12893 .3934 .12085 Mtetra .3934 .12085 .3944 .12893 .41064 .12893 .4098 .12085 Mtetra .4098 .12085 .41064 .12893 .42689 .12893 .4262 .12085 Mtetra .4262 .12085 .42689 .12893 .44314 .12893 .4426 .12085 Mtetra .4426 .12085 .44314 .12893 .45938 .12893 .459 .12085 Mtetra .459 .12085 .45938 .12893 .47563 .12893 .4754 .12085 Mtetra .4754 .12085 .47563 .12893 .49188 .12893 .4918 .12085 Mtetra .4918 .12085 .49188 .12893 .50812 .12893 .5082 .12085 Mtetra .88539 .12085 .88179 .12893 .89804 .12893 .90179 .12085 Mtetra .86899 .12085 .86555 .12893 .88179 .12893 .88539 .12085 Mtetra .85259 .12085 .8493 .12893 .86555 .12893 .86899 .12085 Mtetra .83619 .12085 .83305 .12893 .8493 .12893 .85259 .12085 Mtetra .81979 .12085 .81681 .12893 .83305 .12893 .83619 .12085 Mtetra .80339 .12085 .80056 .12893 .81681 .12893 .81979 .12085 Mtetra .78699 .12085 .78431 .12893 .80056 .12893 .80339 .12085 Mtetra .77059 .12085 .76807 .12893 .78431 .12893 .78699 .12085 Mtetra .75419 .12085 .75182 .12893 .76807 .12893 .77059 .12085 Mtetra .73779 .12085 .73557 .12893 .75182 .12893 .75419 .12085 Mtetra .72139 .12085 .71933 .12893 .73557 .12893 .73779 .12085 Mtetra .705 .12085 .70308 .12893 .71933 .12893 .72139 .12085 Mtetra .6886 .12085 .68683 .12893 .70308 .12893 .705 .12085 Mtetra .6722 .12085 .67059 .12893 .68683 .12893 .6886 .12085 Mtetra .6558 .12085 .65434 .12893 .67059 .12893 .6722 .12085 Mtetra .6394 .12085 .6381 .12893 .65434 .12893 .6558 .12085 Mtetra .623 .12085 .62185 .12893 .6381 .12893 .6394 .12085 Mtetra .6066 .12085 .6056 .12893 .62185 .12893 .623 .12085 Mtetra .5902 .12085 .58936 .12893 .6056 .12893 .6066 .12085 Mtetra .5738 .12085 .57311 .12893 .58936 .12893 .5902 .12085 Mtetra .5574 .12085 .55686 .12893 .57311 .12893 .5738 .12085 Mtetra .541 .12085 .54062 .12893 .55686 .12893 .5574 .12085 Mtetra .5246 .12085 .52437 .12893 .54062 .12893 .541 .12085 Mtetra .5082 .12085 .50812 .12893 .52437 .12893 .5246 .12085 Mtetra .177 .487 .9 r .08693 .18264 .09056 .19362 .10631 .20306 .10284 .19194 Mtetra .071 .388 .849 r .10284 .19194 .10631 .20306 .12192 .21497 .1186 .2037 Mtetra 0 .251 .764 r .1186 .2037 .12192 .21497 .13729 .23044 .13412 .21903 Mtetra 0 .062 .626 r .13412 .21903 .13729 .23044 .1523 .25154 .14927 .23997 Mtetra 0 0 .411 r .14927 .23997 .1523 .25154 .1666 .28334 .16371 .27145 Mtetra .769 .529 0 r .16371 .27145 .1666 .28334 .17662 .37244 .17499 .34573 Mtetra .577 .568 .807 r .17499 .34573 .17662 .37244 .19505 .35982 .19201 .35287 Mtetra .845 .997 .826 r .19201 .35287 .19505 .35982 .21353 .34496 .21074 .33719 Mtetra .88 .992 .791 r .21074 .33719 .21353 .34496 .23205 .32754 .22951 .31874 Mtetra .91 .982 .755 r .22951 .31874 .23205 .32754 .2506 .30731 .24832 .29723 Mtetra .934 .969 .721 r .24832 .29723 .2506 .30731 .26915 .28399 .26713 .27237 Mtetra .952 .954 .689 r .26713 .27237 .26915 .28399 .28768 .25738 .28592 .24392 Mtetra .967 .937 .661 r .28592 .24392 .28768 .25738 .30615 .22729 .30466 .21171 Mtetra .977 .921 .636 r .30466 .21171 .30615 .22729 .32452 .19362 .32329 .17562 Mtetra .985 .905 .615 r .32329 .17562 .32452 .19362 .34276 .15632 .34177 .1356 Mtetra .947 .881 .736 r .34177 .1356 .34276 .15632 .3606 .12085 .35928 .11262 Mtetra .518 .816 .999 r .35928 .11262 .3606 .12085 .377 .12085 .37583 .11262 Mtetra .37583 .11262 .377 .12085 .3934 .12085 .39239 .11262 Mtetra .39239 .11262 .3934 .12085 .4098 .12085 .40894 .11262 Mtetra .40894 .11262 .4098 .12085 .4262 .12085 .4255 .11262 Mtetra .4255 .11262 .4262 .12085 .4426 .12085 .44206 .11262 Mtetra .44206 .11262 .4426 .12085 .459 .12085 .45861 .11262 Mtetra .45861 .11262 .459 .12085 .4754 .12085 .47517 .11262 Mtetra .47517 .11262 .4754 .12085 .4918 .12085 .49172 .11262 Mtetra .49172 .11262 .4918 .12085 .5082 .12085 .50828 .11262 Mtetra .88906 .11262 .88539 .12085 .90179 .12085 .90561 .11262 Mtetra .8725 .11262 .86899 .12085 .88539 .12085 .88906 .11262 Mtetra .85595 .11262 .85259 .12085 .86899 .12085 .8725 .11262 Mtetra .83939 .11262 .83619 .12085 .85259 .12085 .85595 .11262 Mtetra .82284 .11262 .81979 .12085 .83619 .12085 .83939 .11262 Mtetra .80628 .11262 .80339 .12085 .81979 .12085 .82284 .11262 Mtetra .78972 .11262 .78699 .12085 .80339 .12085 .80628 .11262 Mtetra .77317 .11262 .77059 .12085 .78699 .12085 .78972 .11262 Mtetra .75661 .11262 .75419 .12085 .77059 .12085 .77317 .11262 Mtetra .74006 .11262 .73779 .12085 .75419 .12085 .75661 .11262 Mtetra .7235 .11262 .72139 .12085 .73779 .12085 .74006 .11262 Mtetra .70695 .11262 .705 .12085 .72139 .12085 .7235 .11262 Mtetra .69039 .11262 .6886 .12085 .705 .12085 .70695 .11262 Mtetra .67383 .11262 .6722 .12085 .6886 .12085 .69039 .11262 Mtetra .65728 .11262 .6558 .12085 .6722 .12085 .67383 .11262 Mtetra .64072 .11262 .6394 .12085 .6558 .12085 .65728 .11262 Mtetra .62417 .11262 .623 .12085 .6394 .12085 .64072 .11262 Mtetra .60761 .11262 .6066 .12085 .623 .12085 .62417 .11262 Mtetra .59106 .11262 .5902 .12085 .6066 .12085 .60761 .11262 Mtetra .5745 .11262 .5738 .12085 .5902 .12085 .59106 .11262 Mtetra .55794 .11262 .5574 .12085 .5738 .12085 .5745 .11262 Mtetra .54139 .11262 .541 .12085 .5574 .12085 .55794 .11262 Mtetra .52483 .11262 .5246 .12085 .541 .12085 .54139 .11262 Mtetra .50828 .11262 .5082 .12085 .5246 .12085 .52483 .11262 Mtetra .192 .497 .905 r .08326 .17139 .08693 .18264 .10284 .19194 .09932 .18053 Mtetra .085 .399 .854 r .09932 .18053 .10284 .19194 .1186 .2037 .11522 .19215 Mtetra 0 .261 .771 r .11522 .19215 .1186 .2037 .13412 .21903 .13089 .20736 Mtetra 0 .07 .633 r .13089 .20736 .13412 .21903 .14927 .23997 .14618 .22821 Mtetra 0 0 .417 r .14618 .22821 .14927 .23997 .16371 .27145 .16075 .25954 Mtetra .755 .508 0 r .16075 .25954 .16371 .27145 .17499 .34573 .17256 .32828 Mtetra .148 .326 .787 r .17256 .32828 .17499 .34573 .19201 .35287 .18893 .34557 Mtetra .856 .996 .816 r .18893 .34557 .19201 .35287 .21074 .33719 .20791 .32893 Mtetra .892 .989 .779 r .20791 .32893 .21074 .33719 .22951 .31874 .22695 .30926 Mtetra .921 .977 .743 r .22695 .30926 .22951 .31874 .24832 .29723 .24604 .28623 Mtetra .944 .962 .708 r .24604 .28623 .24832 .29723 .26713 .27237 .26514 .25953 Mtetra .961 .945 .676 r .26514 .25953 .26713 .27237 .28592 .24392 .28422 .2289 Mtetra .974 .927 .648 r .28422 .2289 .28592 .24392 .30466 .21171 .30324 .19414 Mtetra .983 .909 .625 r .30324 .19414 .30466 .21171 .32329 .17562 .32215 .15516 Mtetra .989 .892 .605 r .32215 .15516 .32329 .17562 .34177 .1356 .34089 .11189 Mtetra .808 .763 .811 r .34089 .11189 .34177 .1356 .35928 .11262 .35793 .10422 Mtetra .518 .816 .999 r .35793 .10422 .35928 .11262 .37583 .11262 .37464 .10422 Mtetra .37464 .10422 .37583 .11262 .39239 .11262 .39135 .10422 Mtetra .39135 .10422 .39239 .11262 .40894 .11262 .40807 .10422 Mtetra .40807 .10422 .40894 .11262 .4255 .11262 .42478 .10422 Mtetra .42478 .10422 .4255 .11262 .44206 .11262 .4415 .10422 Mtetra .4415 .10422 .44206 .11262 .45861 .11262 .45821 .10422 Mtetra .45821 .10422 .45861 .11262 .47517 .11262 .47493 .10422 Mtetra .47493 .10422 .47517 .11262 .49172 .11262 .49164 .10422 Mtetra .49164 .10422 .49172 .11262 .50828 .11262 .50836 .10422 Mtetra .8928 .10422 .88906 .11262 .90561 .11262 .90951 .10422 Mtetra .87608 .10422 .8725 .11262 .88906 .11262 .8928 .10422 Mtetra .85937 .10422 .85595 .11262 .8725 .11262 .87608 .10422 Mtetra .84265 .10422 .83939 .11262 .85595 .11262 .85937 .10422 Mtetra .82594 .10422 .82284 .11262 .83939 .11262 .84265 .10422 Mtetra .80922 .10422 .80628 .11262 .82284 .11262 .82594 .10422 Mtetra .79251 .10422 .78972 .11262 .80628 .11262 .80922 .10422 Mtetra .77579 .10422 .77317 .11262 .78972 .11262 .79251 .10422 Mtetra .75908 .10422 .75661 .11262 .77317 .11262 .77579 .10422 Mtetra .74236 .10422 .74006 .11262 .75661 .11262 .75908 .10422 Mtetra .72565 .10422 .7235 .11262 .74006 .11262 .74236 .10422 Mtetra .70893 .10422 .70695 .11262 .7235 .11262 .72565 .10422 Mtetra .69222 .10422 .69039 .11262 .70695 .11262 .70893 .10422 Mtetra .6755 .10422 .67383 .11262 .69039 .11262 .69222 .10422 Mtetra .65879 .10422 .65728 .11262 .67383 .11262 .6755 .10422 Mtetra .64207 .10422 .64072 .11262 .65728 .11262 .65879 .10422 Mtetra .62536 .10422 .62417 .11262 .64072 .11262 .64207 .10422 Mtetra .60865 .10422 .60761 .11262 .62417 .11262 .62536 .10422 Mtetra .59193 .10422 .59106 .11262 .60761 .11262 .60865 .10422 Mtetra .57522 .10422 .5745 .11262 .59106 .11262 .59193 .10422 Mtetra .5585 .10422 .55794 .11262 .5745 .11262 .57522 .10422 Mtetra .54179 .10422 .54139 .11262 .55794 .11262 .5585 .10422 Mtetra .52507 .10422 .52483 .11262 .54139 .11262 .54179 .10422 Mtetra .50836 .10422 .50828 .11262 .52483 .11262 .52507 .10422 Mtetra .207 .507 .909 r .07953 .15984 .08326 .17139 .09932 .18053 .09575 .16882 Mtetra .1 .409 .86 r .09575 .16882 .09932 .18053 .11522 .19215 .1118 .18031 Mtetra 0 .271 .777 r .1118 .18031 .11522 .19215 .13089 .20736 .12761 .19542 Mtetra 0 .076 .638 r .12761 .19542 .13089 .20736 .14618 .22821 .14303 .21625 Mtetra 0 0 .419 r .14303 .21625 .14618 .22821 .16075 .25954 .15772 .24763 Mtetra .75 .5 0 r .15772 .24763 .16075 .25954 .17256 .32828 .1698 .31421 Mtetra 0 .082 .642 r .1698 .31421 .17256 .32828 .18893 .34557 .18581 .33785 Mtetra .869 .994 .804 r .18581 .33785 .18893 .34557 .20791 .32893 .20507 .32005 Mtetra .904 .984 .766 r .20507 .32005 .20791 .32893 .22695 .30926 .2244 .2989 Mtetra .932 .97 .728 r .2244 .2989 .22695 .30926 .24604 .28623 .24378 .27403 Mtetra .954 .952 .693 r .24378 .27403 .24604 .28623 .26514 .25953 .26319 .24508 Mtetra .969 .933 .662 r .26319 .24508 .26514 .25953 .28422 .2289 .28258 .21178 Mtetra .98 .914 .635 r .28258 .21178 .28422 .2289 .30324 .19414 .30191 .17393 Mtetra .988 .895 .613 r .30191 .17393 .30324 .19414 .32215 .15516 .32112 .1314 Mtetra .981 .878 .657 r .32112 .1314 .32215 .15516 .34089 .11189 .33967 .09567 Mtetra .659 .747 .915 r .33967 .09567 .34089 .11189 .35793 .10422 .35655 .09567 Mtetra .518 .816 .999 r .35655 .09567 .35793 .10422 .37464 .10422 .37342 .09567 Mtetra .37342 .09567 .37464 .10422 .39135 .10422 .3903 .09567 Mtetra .3903 .09567 .39135 .10422 .40807 .10422 .40718 .09567 Mtetra .40718 .09567 .40807 .10422 .42478 .10422 .42405 .09567 Mtetra .42405 .09567 .42478 .10422 .4415 .10422 .44093 .09567 Mtetra .44093 .09567 .4415 .10422 .45821 .10422 .45781 .09567 Mtetra .45781 .09567 .45821 .10422 .47493 .10422 .47468 .09567 Mtetra .47468 .09567 .47493 .10422 .49164 .10422 .49156 .09567 Mtetra .49156 .09567 .49164 .10422 .50836 .10422 .50844 .09567 Mtetra .89661 .09567 .8928 .10422 .90951 .10422 .91348 .09567 Mtetra .87973 .09567 .87608 .10422 .8928 .10422 .89661 .09567 Mtetra .86285 .09567 .85937 .10422 .87608 .10422 .87973 .09567 Mtetra .84597 .09567 .84265 .10422 .85937 .10422 .86285 .09567 Mtetra .8291 .09567 .82594 .10422 .84265 .10422 .84597 .09567 Mtetra .81222 .09567 .80922 .10422 .82594 .10422 .8291 .09567 Mtetra .79534 .09567 .79251 .10422 .80922 .10422 .81222 .09567 Mtetra .77847 .09567 .77579 .10422 .79251 .10422 .79534 .09567 Mtetra .76159 .09567 .75908 .10422 .77579 .10422 .77847 .09567 Mtetra .74471 .09567 .74236 .10422 .75908 .10422 .76159 .09567 Mtetra .72784 .09567 .72565 .10422 .74236 .10422 .74471 .09567 Mtetra .71096 .09567 .70893 .10422 .72565 .10422 .72784 .09567 Mtetra .69408 .09567 .69222 .10422 .70893 .10422 .71096 .09567 Mtetra .67721 .09567 .6755 .10422 .69222 .10422 .69408 .09567 Mtetra .66033 .09567 .65879 .10422 .6755 .10422 .67721 .09567 Mtetra .64345 .09567 .64207 .10422 .65879 .10422 .66033 .09567 Mtetra .62658 .09567 .62536 .10422 .64207 .10422 .64345 .09567 Mtetra .6097 .09567 .60865 .10422 .62536 .10422 .62658 .09567 Mtetra .59282 .09567 .59193 .10422 .60865 .10422 .6097 .09567 Mtetra .57595 .09567 .57522 .10422 .59193 .10422 .59282 .09567 Mtetra .55907 .09567 .5585 .10422 .57522 .10422 .57595 .09567 Mtetra .54219 .09567 .54179 .10422 .5585 .10422 .55907 .09567 Mtetra .52532 .09567 .52507 .10422 .54179 .10422 .54219 .09567 Mtetra .50844 .09567 .50836 .10422 .52507 .10422 .52532 .09567 Mtetra .222 .516 .913 r .07574 .14796 .07953 .15984 .09575 .16882 .09212 .15678 Mtetra .115 .419 .865 r .09212 .15678 .09575 .16882 .1118 .18031 .10833 .16814 Mtetra 0 .279 .782 r .10833 .16814 .1118 .18031 .12761 .19542 .12428 .1832 Mtetra 0 .08 .64 r .12428 .1832 .12761 .19542 .14303 .21625 .13982 .2041 Mtetra 0 0 .416 r .13982 .2041 .14303 .21625 .15772 .24763 .15461 .23578 Mtetra .753 .5 0 r .15461 .23578 .15772 .24763 .1698 .31421 .16678 .30231 Mtetra 0 0 .522 r .16678 .30231 .1698 .31421 .18581 .33785 .18265 .32957 Mtetra .884 .991 .79 r .18265 .32957 .18581 .33785 .20507 .32005 .20221 .31034 Mtetra .918 .978 .75 r .20221 .31034 .20507 .32005 .2244 .2989 .22186 .28737 Mtetra .945 .96 .711 r .22186 .28737 .2244 .2989 .24378 .27403 .24158 .2602 Mtetra .964 .94 .677 r .24158 .2602 .24378 .27403 .26319 .24508 .26133 .22845 Mtetra .978 .919 .647 r .26133 .22845 .26319 .24508 .28258 .21178 .28107 .19181 Mtetra .987 .899 .621 r .28107 .19181 .28258 .21178 .30191 .17393 .30075 .15006 Mtetra .992 .879 .6 r .30075 .15006 .30191 .17393 .32112 .1314 .32029 .10308 Mtetra .881 .789 .755 r .32029 .10308 .32112 .1314 .33967 .09567 .3381 .08694 Mtetra .518 .816 .999 r .3381 .08694 .33967 .09567 .35655 .09567 .35514 .08694 Mtetra .35514 .08694 .35655 .09567 .37342 .09567 .37218 .08694 Mtetra .37218 .08694 .37342 .09567 .3903 .09567 .38923 .08694 Mtetra .38923 .08694 .3903 .09567 .40718 .09567 .40627 .08694 Mtetra .40627 .08694 .40718 .09567 .42405 .09567 .42331 .08694 Mtetra .42331 .08694 .42405 .09567 .44093 .09567 .44035 .08694 Mtetra .44035 .08694 .44093 .09567 .45781 .09567 .45739 .08694 Mtetra .45739 .08694 .45781 .09567 .47468 .09567 .47444 .08694 Mtetra .47444 .08694 .47468 .09567 .49156 .09567 .49148 .08694 Mtetra .49148 .08694 .49156 .09567 .50844 .09567 .50852 .08694 Mtetra .90049 .08694 .89661 .09567 .91348 .09567 .91753 .08694 Mtetra .88345 .08694 .87973 .09567 .89661 .09567 .90049 .08694 Mtetra .86641 .08694 .86285 .09567 .87973 .09567 .88345 .08694 Mtetra .514 .832 1 r .84941 .08749 .84597 .09567 .86285 .09567 .86641 .08694 Mtetra .502 .8 .999 r .83232 .08694 .8291 .09567 .84597 .09567 .84941 .08749 Mtetra .518 .816 .999 r .81528 .08694 .81222 .09567 .8291 .09567 .83232 .08694 Mtetra .79824 .08694 .79534 .09567 .81222 .09567 .81528 .08694 Mtetra .78119 .08694 .77847 .09567 .79534 .09567 .79824 .08694 Mtetra .76415 .08694 .76159 .09567 .77847 .09567 .78119 .08694 Mtetra .74711 .08694 .74471 .09567 .76159 .09567 .76415 .08694 Mtetra .73007 .08694 .72784 .09567 .74471 .09567 .74711 .08694 Mtetra .71303 .08694 .71096 .09567 .72784 .09567 .73007 .08694 Mtetra .69598 .08694 .69408 .09567 .71096 .09567 .71303 .08694 Mtetra .67894 .08694 .67721 .09567 .69408 .09567 .69598 .08694 Mtetra .6619 .08694 .66033 .09567 .67721 .09567 .67894 .08694 Mtetra .64486 .08694 .64345 .09567 .66033 .09567 .6619 .08694 Mtetra .62782 .08694 .62658 .09567 .64345 .09567 .64486 .08694 Mtetra .61077 .08694 .6097 .09567 .62658 .09567 .62782 .08694 Mtetra .59373 .08694 .59282 .09567 .6097 .09567 .61077 .08694 Mtetra .57669 .08694 .57595 .09567 .59282 .09567 .59373 .08694 Mtetra .55965 .08694 .55907 .09567 .57595 .09567 .57669 .08694 Mtetra .54261 .08694 .54219 .09567 .55907 .09567 .55965 .08694 Mtetra .52556 .08694 .52532 .09567 .54219 .09567 .54261 .08694 Mtetra .50852 .08694 .50844 .09567 .52532 .09567 .52556 .08694 Mtetra .238 .526 .917 r .0719 .13573 .07574 .14796 .09212 .15678 .08844 .14439 Mtetra .129 .429 .87 r .08844 .14439 .09212 .15678 .10833 .16814 .1048 .15564 Mtetra 0 .285 .786 r .1048 .15564 .10833 .16814 .12428 .1832 .12089 .17068 Mtetra 0 .079 .64 r .12089 .17068 .12428 .1832 .13982 .2041 .13656 .19178 Mtetra 0 0 .407 r .13656 .19178 .13982 .2041 .15461 .23578 .15141 .2241 Mtetra .763 .511 0 r .15141 .2241 .15461 .23578 .16678 .30231 .1635 .29274 Mtetra 0 0 .451 r .1635 .29274 .16678 .30231 .18265 .32957 .17948 .32054 Mtetra .901 .986 .773 r .17948 .32054 .18265 .32957 .20221 .31034 .19937 .2995 Mtetra .934 .969 .731 r .19937 .2995 .20221 .31034 .22186 .28737 .21938 .27418 Mtetra .958 .948 .692 r .21938 .27418 .22186 .28737 .24158 .2602 .23948 .24405 Mtetra .974 .925 .658 r .23948 .24405 .24158 .2602 .26133 .22845 .25962 .20868 Mtetra .985 .902 .63 r .25962 .20868 .26133 .22845 .28107 .19181 .27976 .16771 Mtetra .991 .879 .606 r .27976 .16771 .28107 .19181 .30075 .15006 .29983 .12089 Mtetra .985 .855 .63 r .29983 .12089 .30075 .15006 .32029 .10308 .31929 .07805 Mtetra .695 .674 .825 r .31929 .07805 .32029 .10308 .3381 .08694 .3365 .07805 Mtetra .518 .816 .999 r .3365 .07805 .3381 .08694 .35514 .08694 .35371 .07805 Mtetra .35371 .07805 .35514 .08694 .37218 .08694 .37092 .07805 Mtetra .37092 .07805 .37218 .08694 .38923 .08694 .38813 .07805 Mtetra .38813 .07805 .38923 .08694 .40627 .08694 .40534 .07805 Mtetra .40534 .07805 .40627 .08694 .42331 .08694 .42255 .07805 Mtetra .42255 .07805 .42331 .08694 .44035 .08694 .43976 .07805 Mtetra .43976 .07805 .44035 .08694 .45739 .08694 .45697 .07805 Mtetra .45697 .07805 .45739 .08694 .47444 .08694 .47418 .07805 Mtetra .47418 .07805 .47444 .08694 .49148 .08694 .49139 .07805 Mtetra .49139 .07805 .49148 .08694 .50852 .08694 .50861 .07805 Mtetra .90445 .07805 .90049 .08694 .91753 .08694 .92166 .07805 Mtetra .88724 .07805 .88345 .08694 .90049 .08694 .90445 .07805 Mtetra .87003 .07805 .86641 .08694 .88345 .08694 .88724 .07805 Mtetra .536 .814 .997 r .85282 .07805 .84941 .08749 .86641 .08694 .87003 .07805 Mtetra .518 .816 .999 r .83561 .07805 .83232 .08694 .84941 .08749 .85282 .07805 Mtetra .8184 .07805 .81528 .08694 .83232 .08694 .83561 .07805 Mtetra .80119 .07805 .79824 .08694 .81528 .08694 .8184 .07805 Mtetra .78398 .07805 .78119 .08694 .79824 .08694 .80119 .07805 Mtetra .515 .832 1 r .7668 .0786 .76415 .08694 .78119 .08694 .78398 .07805 Mtetra .502 .8 .999 r .74955 .07805 .74711 .08694 .76415 .08694 .7668 .0786 Mtetra .518 .816 .999 r .73234 .07805 .73007 .08694 .74711 .08694 .74955 .07805 Mtetra .71513 .07805 .71303 .08694 .73007 .08694 .73234 .07805 Mtetra .69792 .07805 .69598 .08694 .71303 .08694 .71513 .07805 Mtetra .68071 .07805 .67894 .08694 .69598 .08694 .69792 .07805 Mtetra .6635 .07805 .6619 .08694 .67894 .08694 .68071 .07805 Mtetra .64629 .07805 .64486 .08694 .6619 .08694 .6635 .07805 Mtetra .62908 .07805 .62782 .08694 .64486 .08694 .64629 .07805 Mtetra .61187 .07805 .61077 .08694 .62782 .08694 .62908 .07805 Mtetra .59466 .07805 .59373 .08694 .61077 .08694 .61187 .07805 Mtetra .57745 .07805 .57669 .08694 .59373 .08694 .59466 .07805 Mtetra .56024 .07805 .55965 .08694 .57669 .08694 .57745 .07805 Mtetra .54303 .07805 .54261 .08694 .55965 .08694 .56024 .07805 Mtetra .52582 .07805 .52556 .08694 .54261 .08694 .54303 .07805 Mtetra .50861 .07805 .50852 .08694 .52556 .08694 .52582 .07805 Mtetra .255 .536 .92 r .06801 .12312 .0719 .13573 .08844 .14439 .08472 .13161 Mtetra .144 .437 .874 r .08472 .13161 .08844 .14439 .1048 .15564 .10123 .14276 Mtetra 0 .289 .788 r .10123 .14276 .1048 .15564 .12089 .17068 .11746 .15787 Mtetra 0 .073 .636 r .11746 .15787 .12089 .17068 .13656 .19178 .13322 .17934 Mtetra 0 0 .389 r .13322 .17934 .13656 .19178 .15141 .2241 .1481 .21277 Mtetra .784 .534 0 r .1481 .21277 .15141 .2241 .1635 .29274 .15983 .28678 Mtetra 0 0 .426 r .15983 .28678 .1635 .29274 .17948 .32054 .17631 .31042 Mtetra .92 .977 .752 r .17631 .31042 .17948 .32054 .19937 .2995 .19659 .28698 Mtetra .95 .955 .709 r .19659 .28698 .19937 .2995 .21938 .27418 .21702 .25852 Mtetra .971 .93 .671 r .21702 .25852 .21938 .27418 .23948 .24405 .23755 .22442 Mtetra .983 .904 .638 r .23755 .22442 .23948 .24405 .25962 .20868 .25816 .18414 Mtetra .991 .879 .611 r .25816 .18414 .25962 .20868 .27976 .16771 .27878 .13726 Mtetra .994 .855 .59 r .27878 .13726 .27976 .16771 .29983 .12089 .29933 .08352 Mtetra .844 .719 .726 r .29933 .08352 .29983 .12089 .31929 .07805 .31748 .06897 Mtetra .518 .816 .999 r .31748 .06897 .31929 .07805 .3365 .07805 .33487 .06897 Mtetra .33487 .06897 .3365 .07805 .35371 .07805 .35225 .06897 Mtetra .35225 .06897 .35371 .07805 .37092 .07805 .36963 .06897 Mtetra .36963 .06897 .37092 .07805 .38813 .07805 .38701 .06897 Mtetra .38701 .06897 .38813 .07805 .40534 .07805 .4044 .06897 Mtetra .4044 .06897 .40534 .07805 .42255 .07805 .42178 .06897 Mtetra .42178 .06897 .42255 .07805 .43976 .07805 .43916 .06897 Mtetra .43916 .06897 .43976 .07805 .45697 .07805 .45654 .06897 Mtetra .45654 .06897 .45697 .07805 .47418 .07805 .47393 .06897 Mtetra .47393 .06897 .47418 .07805 .49139 .07805 .49131 .06897 Mtetra .49131 .06897 .49139 .07805 .50861 .07805 .50869 .06897 Mtetra .90849 .06897 .90445 .07805 .92166 .07805 .92587 .06897 Mtetra .89111 .06897 .88724 .07805 .90445 .07805 .90849 .06897 Mtetra .87373 .06897 .87003 .07805 .88724 .07805 .89111 .06897 Mtetra .85634 .06897 .85282 .07805 .87003 .07805 .87373 .06897 Mtetra .83896 .06897 .83561 .07805 .85282 .07805 .85634 .06897 Mtetra .82158 .06897 .8184 .07805 .83561 .07805 .83896 .06897 Mtetra .8042 .06897 .80119 .07805 .8184 .07805 .82158 .06897 Mtetra .78681 .06897 .78398 .07805 .80119 .07805 .8042 .06897 Mtetra .535 .814 .997 r .76943 .06897 .7668 .0786 .78398 .07805 .78681 .06897 Mtetra .518 .816 .999 r .75205 .06897 .74955 .07805 .7668 .0786 .76943 .06897 Mtetra .73467 .06897 .73234 .07805 .74955 .07805 .75205 .06897 Mtetra .71728 .06897 .71513 .07805 .73234 .07805 .73467 .06897 Mtetra .6999 .06897 .69792 .07805 .71513 .07805 .71728 .06897 Mtetra .516 .832 1 r .68254 .06953 .68071 .07805 .69792 .07805 .6999 .06897 Mtetra .501 .8 .999 r .66513 .06897 .6635 .07805 .68071 .07805 .68254 .06953 Mtetra .518 .816 .999 r .64775 .06897 .64629 .07805 .6635 .07805 .66513 .06897 Mtetra .63037 .06897 .62908 .07805 .64629 .07805 .64775 .06897 Mtetra .61299 .06897 .61187 .07805 .62908 .07805 .63037 .06897 Mtetra .5956 .06897 .59466 .07805 .61187 .07805 .61299 .06897 Mtetra .57822 .06897 .57745 .07805 .59466 .07805 .5956 .06897 Mtetra .56084 .06897 .56024 .07805 .57745 .07805 .57822 .06897 Mtetra .54346 .06897 .54303 .07805 .56024 .07805 .56084 .06897 Mtetra .52607 .06897 .52582 .07805 .54303 .07805 .54346 .06897 Mtetra .50869 .06897 .50861 .07805 .52582 .07805 .52607 .06897 Mtetra .273 .546 .924 r .06406 .11008 .06801 .12312 .08472 .13161 .08094 .1184 Mtetra .158 .445 .877 r .08094 .1184 .08472 .13161 .10123 .14276 .09761 .12948 Mtetra 0 .29 .788 r .09761 .12948 .10123 .14276 .11746 .15787 .11396 .14475 Mtetra 0 .059 .624 r .11396 .14475 .11746 .15787 .13322 .17934 .1298 .16688 Mtetra 0 0 .357 r .1298 .16688 .13322 .17934 .1481 .21277 .14464 .20222 Mtetra .818 .574 .018 r .14464 .20222 .1481 .21277 .15983 .28678 .15535 .2891 Mtetra .521 0 0 r .15535 .2891 .15983 .28678 .17631 .31042 .17321 .2986 Mtetra .94 .963 .726 r .17321 .2986 .17631 .31042 .19659 .28698 .19395 .27179 Mtetra .966 .936 .683 r .19395 .27179 .19659 .28698 .21702 .25852 .21488 .23888 Mtetra .982 .906 .645 r .21488 .23888 .21702 .25852 .23755 .22442 .23597 .19907 Mtetra .99 .877 .615 r .23597 .19907 .23755 .22442 .25816 .18414 .25717 .15169 Mtetra .993 .849 .592 r .25717 .15169 .25816 .18414 .27878 .13726 .27839 .09622 Mtetra .944 .788 .657 r .27839 .09622 .27878 .13726 .29933 .08352 .29808 .05972 Mtetra .69 .689 .844 r .29808 .05972 .29933 .08352 .31748 .06897 .31564 .05972 Mtetra .518 .816 .999 r .31564 .05972 .31748 .06897 .33487 .06897 .3332 .05972 Mtetra .3332 .05972 .33487 .06897 .35225 .06897 .35076 .05972 Mtetra .35076 .05972 .35225 .06897 .36963 .06897 .36831 .05972 Mtetra .36831 .05972 .36963 .06897 .38701 .06897 .38587 .05972 Mtetra .38587 .05972 .38701 .06897 .4044 .06897 .40343 .05972 Mtetra .40343 .05972 .4044 .06897 .42178 .06897 .42099 .05972 Mtetra .42099 .05972 .42178 .06897 .43916 .06897 .43855 .05972 Mtetra .43855 .05972 .43916 .06897 .45654 .06897 .4561 .05972 Mtetra .4561 .05972 .45654 .06897 .47393 .06897 .47366 .05972 Mtetra .47366 .05972 .47393 .06897 .49131 .06897 .49122 .05972 Mtetra .49122 .05972 .49131 .06897 .50869 .06897 .50878 .05972 Mtetra .91261 .05972 .90849 .06897 .92587 .06897 .93017 .05972 Mtetra .89506 .05972 .89111 .06897 .90849 .06897 .91261 .05972 Mtetra .8775 .05972 .87373 .06897 .89111 .06897 .89506 .05972 Mtetra .85994 .05972 .85634 .06897 .87373 .06897 .8775 .05972 Mtetra .84238 .05972 .83896 .06897 .85634 .06897 .85994 .05972 Mtetra .82482 .05972 .82158 .06897 .83896 .06897 .84238 .05972 Mtetra .80727 .05972 .8042 .06897 .82158 .06897 .82482 .05972 Mtetra .78971 .05972 .78681 .06897 .8042 .06897 .80727 .05972 Mtetra .77215 .05972 .76943 .06897 .78681 .06897 .78971 .05972 Mtetra .75459 .05972 .75205 .06897 .76943 .06897 .77215 .05972 Mtetra .73703 .05972 .73467 .06897 .75205 .06897 .75459 .05972 Mtetra .71948 .05972 .71728 .06897 .73467 .06897 .73703 .05972 Mtetra .70192 .05972 .6999 .06897 .71728 .06897 .71948 .05972 Mtetra .535 .814 .997 r .68436 .05972 .68254 .06953 .6999 .06897 .70192 .05972 Mtetra .518 .816 .999 r .6668 .05972 .66513 .06897 .68254 .06953 .68436 .05972 Mtetra .64924 .05972 .64775 .06897 .66513 .06897 .6668 .05972 Mtetra .63169 .05972 .63037 .06897 .64775 .06897 .64924 .05972 Mtetra .61413 .05972 .61299 .06897 .63037 .06897 .63169 .05972 Mtetra .518 .832 1 r .59658 .06028 .5956 .06897 .61299 .06897 .61413 .05972 Mtetra .5 .8 .999 r .57901 .05972 .57822 .06897 .5956 .06897 .59658 .06028 Mtetra .518 .816 .999 r .56145 .05972 .56084 .06897 .57822 .06897 .57901 .05972 Mtetra .5439 .05972 .54346 .06897 .56084 .06897 .56145 .05972 Mtetra .52634 .05972 .52607 .06897 .54346 .06897 .5439 .05972 Mtetra .50878 .05972 .50869 .06897 .52607 .06897 .52634 .05972 Mtetra .292 .556 .926 r .06008 .09655 .06406 .11008 .08094 .1184 .07713 .1047 Mtetra .172 .451 .879 r .07713 .1047 .08094 .1184 .09761 .12948 .09394 .11577 Mtetra 0 .284 .784 r .09394 .11577 .09761 .12948 .11396 .14475 .1104 .13139 Mtetra 0 .029 .6 r .1104 .13139 .11396 .14475 .1298 .16688 .12627 .15465 Mtetra 0 0 .301 r .12627 .15465 .1298 .16688 .14464 .20222 .14093 .19334 Mtetra .86 .628 .092 r .14093 .19334 .14464 .20222 .15535 .2891 .14921 .30911 Mtetra 0 0 0 r .14921 .30911 .15535 .2891 .17321 .2986 .17026 .28383 Mtetra .962 .94 .693 r .17026 .28383 .17321 .2986 .19395 .27179 .1916 .25187 Mtetra .981 .906 .65 r .1916 .25187 .19395 .27179 .21488 .23888 .21321 .21204 Mtetra .99 .872 .616 r .21321 .21204 .21488 .23888 .23597 .19907 .23506 .16324 Mtetra .992 .84 .59 r .23506 .16324 .23597 .19907 .25717 .15169 .25709 .10449 Mtetra .971 .795 .608 r .25709 .10449 .25717 .15169 .27839 .09622 .27829 .05027 Mtetra .707 .583 .713 r .27829 .05027 .27839 .09622 .29808 .05972 .29602 .05027 Mtetra .518 .816 .999 r .29602 .05027 .29808 .05972 .31564 .05972 .31376 .05027 Mtetra .31376 .05027 .31564 .05972 .3332 .05972 .3315 .05027 Mtetra .3315 .05027 .3332 .05972 .35076 .05972 .34924 .05027 Mtetra .34924 .05027 .35076 .05972 .36831 .05972 .36697 .05027 Mtetra .36697 .05027 .36831 .05972 .38587 .05972 .38471 .05027 Mtetra .38471 .05027 .38587 .05972 .40343 .05972 .40245 .05027 Mtetra .40245 .05027 .40343 .05972 .42099 .05972 .42018 .05027 Mtetra .42018 .05027 .42099 .05972 .43855 .05972 .43792 .05027 Mtetra .43792 .05027 .43855 .05972 .4561 .05972 .45566 .05027 Mtetra .45566 .05027 .4561 .05972 .47366 .05972 .47339 .05027 Mtetra .47339 .05027 .47366 .05972 .49122 .05972 .49113 .05027 Mtetra .499 .8 .999 r .49113 .05027 .49122 .05972 .50878 .05972 .50887 .05084 Mtetra .518 .816 .999 r .91682 .05027 .91261 .05972 .93017 .05972 .93456 .05027 Mtetra .89908 .05027 .89506 .05972 .91261 .05972 .91682 .05027 Mtetra .88135 .05027 .8775 .05972 .89506 .05972 .89908 .05027 Mtetra .86361 .05027 .85994 .05972 .8775 .05972 .88135 .05027 Mtetra .84587 .05027 .84238 .05972 .85994 .05972 .86361 .05027 Mtetra .82813 .05027 .82482 .05972 .84238 .05972 .84587 .05027 Mtetra .8104 .05027 .80727 .05972 .82482 .05972 .82813 .05027 Mtetra .79266 .05027 .78971 .05972 .80727 .05972 .8104 .05027 Mtetra .77492 .05027 .77215 .05972 .78971 .05972 .79266 .05027 Mtetra .75719 .05027 .75459 .05972 .77215 .05972 .77492 .05027 Mtetra .73945 .05027 .73703 .05972 .75459 .05972 .75719 .05027 Mtetra .72171 .05027 .71948 .05972 .73703 .05972 .73945 .05027 Mtetra .70398 .05027 .70192 .05972 .71948 .05972 .72171 .05027 Mtetra .68624 .05027 .68436 .05972 .70192 .05972 .70398 .05027 Mtetra .6685 .05027 .6668 .05972 .68436 .05972 .68624 .05027 Mtetra .65076 .05027 .64924 .05972 .6668 .05972 .6685 .05027 Mtetra .63303 .05027 .63169 .05972 .64924 .05972 .65076 .05027 Mtetra .61529 .05027 .61413 .05972 .63169 .05972 .63303 .05027 Mtetra .535 .814 .997 r .59755 .05027 .59658 .06028 .61413 .05972 .61529 .05027 Mtetra .518 .816 .999 r .57982 .05027 .57901 .05972 .59658 .06028 .59755 .05027 Mtetra .56208 .05027 .56145 .05972 .57901 .05972 .57982 .05027 Mtetra .54434 .05027 .5439 .05972 .56145 .05972 .56208 .05027 Mtetra .52661 .05027 .52634 .05972 .5439 .05972 .54434 .05027 Mtetra .519 .832 1 r .50887 .05084 .50878 .05972 .52634 .05972 .52661 .05027 Mtetra .312 .565 .928 r .05606 .08244 .06008 .09655 .07713 .1047 .07328 .09043 Mtetra .182 .453 .879 r .07328 .09043 .07713 .1047 .09394 .11577 .09023 .10161 Mtetra 0 .266 .772 r .09023 .10161 .09394 .11577 .1104 .13139 .10676 .11792 Mtetra 0 0 .552 r .10676 .11792 .1104 .13139 .12627 .15465 .12256 .14329 Mtetra .683 .384 0 r .12256 .14329 .12627 .15465 .14093 .19334 .13674 .18857 Mtetra .88 .63 .107 r .13674 .18857 .14093 .19334 .14921 .30911 .14597 .29464 Mtetra .959 .944 .7 r .14597 .29464 .14921 .30911 .17026 .28383 .16775 .26307 Mtetra .982 .903 .65 r .16775 .26307 .17026 .28383 .1916 .25187 .18998 .22209 Mtetra .991 .861 .611 r .18998 .22209 .1916 .25187 .21321 .21204 .21265 .16978 Mtetra .99 .823 .582 r .21265 .16978 .21321 .21204 .23506 .16324 .23574 .10426 Mtetra .965 .772 .593 r .23574 .10426 .23506 .16324 .25709 .10449 .25808 .04063 Mtetra .706 .544 .666 r .25808 .04063 .25709 .10449 .27829 .05027 .276 .04063 Mtetra .518 .816 .999 r .276 .04063 .27829 .05027 .29602 .05027 .29392 .04063 Mtetra .29392 .04063 .29602 .05027 .31376 .05027 .31184 .04063 Mtetra .31184 .04063 .31376 .05027 .3315 .05027 .32976 .04063 Mtetra .32976 .04063 .3315 .05027 .34924 .05027 .34768 .04063 Mtetra .34768 .04063 .34924 .05027 .36697 .05027 .3656 .04063 Mtetra .3656 .04063 .36697 .05027 .38471 .05027 .38352 .04063 Mtetra .38352 .04063 .38471 .05027 .40245 .05027 .40144 .04063 Mtetra .498 .8 .999 r .40144 .04063 .40245 .05027 .42018 .05027 .41935 .0412 Mtetra .52 .832 1 r .41935 .0412 .42018 .05027 .43792 .05027 .43728 .04063 Mtetra .518 .816 .999 r .43728 .04063 .43792 .05027 .45566 .05027 .4552 .04063 Mtetra .4552 .04063 .45566 .05027 .47339 .05027 .47312 .04063 Mtetra .47312 .04063 .47339 .05027 .49113 .05027 .49104 .04063 Mtetra .49104 .04063 .49113 .05027 .50887 .05084 .50896 .04063 Mtetra .92111 .04063 .91682 .05027 .93456 .05027 .93903 .04063 Mtetra .90319 .04063 .89908 .05027 .91682 .05027 .92111 .04063 Mtetra .88527 .04063 .88135 .05027 .89908 .05027 .90319 .04063 Mtetra .86735 .04063 .86361 .05027 .88135 .05027 .88527 .04063 Mtetra .84943 .04063 .84587 .05027 .86361 .05027 .86735 .04063 Mtetra .83151 .04063 .82813 .05027 .84587 .05027 .84943 .04063 Mtetra .81359 .04063 .8104 .05027 .82813 .05027 .83151 .04063 Mtetra .79567 .04063 .79266 .05027 .8104 .05027 .81359 .04063 Mtetra .77775 .04063 .77492 .05027 .79266 .05027 .79567 .04063 Mtetra .75984 .04063 .75719 .05027 .77492 .05027 .77775 .04063 Mtetra .74192 .04063 .73945 .05027 .75719 .05027 .75984 .04063 Mtetra .724 .04063 .72171 .05027 .73945 .05027 .74192 .04063 Mtetra .70608 .04063 .70398 .05027 .72171 .05027 .724 .04063 Mtetra .68816 .04063 .68624 .05027 .70398 .05027 .70608 .04063 Mtetra .67024 .04063 .6685 .05027 .68624 .05027 .68816 .04063 Mtetra .65232 .04063 .65076 .05027 .6685 .05027 .67024 .04063 Mtetra .6344 .04063 .63303 .05027 .65076 .05027 .65232 .04063 Mtetra .61648 .04063 .61529 .05027 .63303 .05027 .6344 .04063 Mtetra .59856 .04063 .59755 .05027 .61529 .05027 .61648 .04063 Mtetra .58064 .04063 .57982 .05027 .59755 .05027 .59856 .04063 Mtetra .56272 .04063 .56208 .05027 .57982 .05027 .58064 .04063 Mtetra .5448 .04063 .54434 .05027 .56208 .05027 .56272 .04063 Mtetra .52688 .04063 .52661 .05027 .54434 .05027 .5448 .04063 Mtetra .535 .814 .997 r .50896 .04063 .50887 .05084 .52661 .05027 .52688 .04063 Mtetra .333 .572 .928 r .05202 .06763 .05606 .08244 .07328 .09043 .0694 .0755 Mtetra .185 .447 .874 r .0694 .0755 .07328 .09043 .09023 .10161 .08647 .08703 Mtetra 0 .219 .741 r .08647 .08703 .09023 .10161 .10676 .11792 .10299 .10484 Mtetra 0 0 .446 r .10299 .10484 .10676 .11792 .12256 .14329 .11847 .13478 Mtetra .808 .522 0 r .11847 .13478 .12256 .14329 .13674 .18857 .13117 .19726 Mtetra .936 .618 .167 r .13117 .19726 .13674 .18857 .14597 .29464 .14341 .27157 Mtetra .986 .891 .638 r .14341 .27157 .14597 .29464 .16775 .26307 .16652 .22646 Mtetra .991 .84 .593 r .16652 .22646 .16775 .26307 .18998 .22209 .19051 .16484 Mtetra .987 .796 .562 r .19051 .16484 .18998 .22209 .21265 .16978 .21551 .08193 Mtetra .894 .68 .606 r .21551 .08193 .21265 .16978 .23574 .10426 .23746 .03079 Mtetra .705 .53 .649 r .23746 .03079 .23574 .10426 .25808 .04063 .25557 .03079 Mtetra .518 .816 .999 r .25557 .03079 .25808 .04063 .276 .04063 .27367 .03079 Mtetra .27367 .03079 .276 .04063 .29392 .04063 .29178 .03079 Mtetra .29178 .03079 .29392 .04063 .31184 .04063 .30989 .03079 Mtetra .497 .8 .999 r .30989 .03079 .31184 .04063 .32976 .04063 .32797 .03137 Mtetra .521 .832 1 r .32797 .03137 .32976 .04063 .34768 .04063 .3461 .03079 Mtetra .518 .816 .999 r .3461 .03079 .34768 .04063 .3656 .04063 .3642 .03079 Mtetra .3642 .03079 .3656 .04063 .38352 .04063 .38231 .03079 Mtetra .38231 .03079 .38352 .04063 .40144 .04063 .40042 .03079 Mtetra .40042 .03079 .40144 .04063 .41935 .0412 .41852 .03079 Mtetra .535 .814 .997 r .41852 .03079 .41935 .0412 .43728 .04063 .43663 .03079 Mtetra .518 .816 .999 r .43663 .03079 .43728 .04063 .4552 .04063 .45473 .03079 Mtetra .45473 .03079 .4552 .04063 .47312 .04063 .47284 .03079 Mtetra .47284 .03079 .47312 .04063 .49104 .04063 .49095 .03079 Mtetra .49095 .03079 .49104 .04063 .50896 .04063 .50905 .03079 Mtetra .92549 .03079 .92111 .04063 .93903 .04063 .9436 .03079 Mtetra .90739 .03079 .90319 .04063 .92111 .04063 .92549 .03079 Mtetra .88928 .03079 .88527 .04063 .90319 .04063 .90739 .03079 Mtetra .87118 .03079 .86735 .04063 .88527 .04063 .88928 .03079 Mtetra .85307 .03079 .84943 .04063 .86735 .04063 .87118 .03079 Mtetra .83496 .03079 .83151 .04063 .84943 .04063 .85307 .03079 Mtetra .81686 .03079 .81359 .04063 .83151 .04063 .83496 .03079 Mtetra .79875 .03079 .79567 .04063 .81359 .04063 .81686 .03079 Mtetra .78065 .03079 .77775 .04063 .79567 .04063 .79875 .03079 Mtetra .76254 .03079 .75984 .04063 .77775 .04063 .78065 .03079 Mtetra .74443 .03079 .74192 .04063 .75984 .04063 .76254 .03079 Mtetra .72633 .03079 .724 .04063 .74192 .04063 .74443 .03079 Mtetra .70822 .03079 .70608 .04063 .724 .04063 .72633 .03079 Mtetra .69011 .03079 .68816 .04063 .70608 .04063 .70822 .03079 Mtetra .67201 .03079 .67024 .04063 .68816 .04063 .69011 .03079 Mtetra .6539 .03079 .65232 .04063 .67024 .04063 .67201 .03079 Mtetra .6358 .03079 .6344 .04063 .65232 .04063 .6539 .03079 Mtetra .61769 .03079 .61648 .04063 .6344 .04063 .6358 .03079 Mtetra .59958 .03079 .59856 .04063 .61648 .04063 .61769 .03079 Mtetra .58148 .03079 .58064 .04063 .59856 .04063 .59958 .03079 Mtetra .56337 .03079 .56272 .04063 .58064 .04063 .58148 .03079 Mtetra .54527 .03079 .5448 .04063 .56272 .04063 .56337 .03079 Mtetra .52716 .03079 .52688 .04063 .5448 .04063 .54527 .03079 Mtetra .50905 .03079 .50896 .04063 .52688 .04063 .52716 .03079 Mtetra .353 .575 .924 r .04798 .05189 .05202 .06763 .0694 .0755 .06552 .05979 Mtetra .16 .414 .856 r .06552 .05979 .0694 .0755 .08647 .08703 .08261 .07244 Mtetra 0 .078 .639 r .08261 .07244 .08647 .08703 .10299 .10484 .09883 .09446 Mtetra .719 .405 0 r .09883 .09446 .10299 .10484 .11847 .13478 .11297 .13929 Mtetra .932 .679 .199 r .11297 .13929 .11847 .13478 .13117 .19726 .11898 .27341 Mtetra .193 0 .27 r .11898 .27341 .13117 .19726 .14341 .27157 .1441 .21206 Mtetra .993 .801 .544 r .1441 .21206 .14341 .27157 .16652 .22646 .17192 .11238 Mtetra .932 .703 .569 r .17192 .11238 .16652 .22646 .19051 .16484 .19811 .02074 Mtetra .699 .481 .589 r .19811 .02074 .19051 .16484 .21551 .08193 .2164 .02074 Mtetra .706 .55 .674 r .2164 .02074 .21551 .08193 .23746 .03079 .2347 .02074 Mtetra .518 .816 .999 r .2347 .02074 .23746 .03079 .25557 .03079 .253 .02074 Mtetra .253 .02074 .25557 .03079 .27367 .03079 .27129 .02074 Mtetra .27129 .02074 .27367 .03079 .29178 .03079 .28959 .02074 Mtetra .28959 .02074 .29178 .03079 .30989 .03079 .30789 .02074 Mtetra .30789 .02074 .30989 .03079 .32797 .03137 .32618 .02074 Mtetra .535 .814 .997 r .32618 .02074 .32797 .03137 .3461 .03079 .34448 .02074 Mtetra .518 .816 .999 r .34448 .02074 .3461 .03079 .3642 .03079 .36278 .02074 Mtetra .36278 .02074 .3642 .03079 .38231 .03079 .38107 .02074 Mtetra .38107 .02074 .38231 .03079 .40042 .03079 .39937 .02074 Mtetra .39937 .02074 .40042 .03079 .41852 .03079 .41767 .02074 Mtetra .41767 .02074 .41852 .03079 .43663 .03079 .43596 .02074 Mtetra .43596 .02074 .43663 .03079 .45473 .03079 .45426 .02074 Mtetra .45426 .02074 .45473 .03079 .47284 .03079 .47256 .02074 Mtetra .47256 .02074 .47284 .03079 .49095 .03079 .49085 .02074 Mtetra .49085 .02074 .49095 .03079 .50905 .03079 .50915 .02074 Mtetra .92997 .02074 .92549 .03079 .9436 .03079 .94826 .02074 Mtetra .91167 .02074 .90739 .03079 .92549 .03079 .92997 .02074 Mtetra .89338 .02074 .88928 .03079 .90739 .03079 .91167 .02074 Mtetra .87508 .02074 .87118 .03079 .88928 .03079 .89338 .02074 Mtetra .85678 .02074 .85307 .03079 .87118 .03079 .87508 .02074 Mtetra .83849 .02074 .83496 .03079 .85307 .03079 .85678 .02074 Mtetra .82019 .02074 .81686 .03079 .83496 .03079 .83849 .02074 Mtetra .80189 .02074 .79875 .03079 .81686 .03079 .82019 .02074 Mtetra .7836 .02074 .78065 .03079 .79875 .03079 .80189 .02074 Mtetra .7653 .02074 .76254 .03079 .78065 .03079 .7836 .02074 Mtetra .747 .02074 .74443 .03079 .76254 .03079 .7653 .02074 Mtetra .72871 .02074 .72633 .03079 .74443 .03079 .747 .02074 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0000000000000000000000000000000000000000000000000000000000009000000000000000000000000000000000000000000000000000000000 % 0000000000000000000000000000000000000000000000000000000000006000000000000000000000000000000000000000000000000000000000 % 0000000000000000000000000000000000000000000000000000000000006000000000000000000000000000000000000000000000000000000000 % 0000000000000000000000000000000000000000000000000000000000009000000000000000000000000000000000000000000000000000000000 % 0000000000000000000000000000000000000000000000000000000000019800000000000000000000000000000000000000000000000000000000 %%EndImage %%EndPreview save countdictstack mark newpath /showpage {} def %%EndProlog %%Page 1 1 % Start of procedure set userdict /Mathdict 100 dict dup begin put % The externally visible functions are: % MathPictureStart- start page. % MathPictureEnd - finish off page. % MathSubStart - start a sub-page. % MathSubEnd - finish off a sub-page. % Mdot - draw a dot. % Mtetra - draw a filled tetragon. % Metetra - draw a filled tetragon with black edges. % Mistroke - intermediate stroke of multi-stroke line/curve. % Mfstroke - final stroke of multi-stroke line/curve. % Msboxa - compute coordinates of text bounding box. % Mshowa - plot characters. % MathScale - compute scaling info to contain array of points. %start of ISOLatin1 stuff /ISOLatin1Encoding dup where { pop pop } { [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /minus /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /asciitilde /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /dotlessi /grave /acute /circumflex /tilde /macron /breve /dotaccent /dieresis /.notdef /ring /cedilla /.notdef /hungarumlaut /ogonek /caron /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis ] def } ifelse /MFontDict 50 dict def /MStrCat { exch dup length 2 index length add string dup 3 1 roll copy length exch dup 4 2 roll exch putinterval } bind def /MCreateEncoding { 1 index 255 string cvs (-) MStrCat 1 index MStrCat cvn exch (Encoding) MStrCat cvn dup where { exch get } { pop StandardEncoding } ifelse 3 1 roll dup MFontDict exch known not { 1 index findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding 3 index def currentdict end 1 index exch definefont pop MFontDict 1 index null put } if exch pop exch pop } bind def /ISOLatin1 { (ISOLatin1) MCreateEncoding } bind def %end of ISOLatin1 stuff % Set up for the start of a page. /MathPictureStart { /Msaveobj save def /findresource where { pop /WRI-Mathematica-prolog /ProcSet findresource begin } { Mathdict begin } ifelse userdict begin /MathPictureStartHook where { /MathPictureStartHook get exec } if Mtransform Mlmarg Mbmarg translate Mwidth Mlmarg Mrmarg add sub /Mwidth exch def Mheight Mbmarg Mtmarg add sub /Mheight exch def /Mtmatrix matrix currentmatrix def /Mgmatrix matrix currentmatrix def /MathDPSFlag where { pop clientsync } if } def % Finish off a page. /MathPictureEnd { end end Msaveobj restore /MathDPSFlag where { pop } { showpage } ifelse } def %MFill fills the drawing area with the current color. /MFill { 0 0 moveto Mwidth 0 lineto Mwidth Mheight lineto 0 Mheight lineto fill } def %New device-specific optimizing operators /Mfill /.devicefill where { pop /.devicefill load def } { /fill load def } ifelse /Mstroke /.devicestroke where { pop /.devicestroke load def } { /stroke load def } ifelse % xmin xmax ymin ymax MPlotRegion alters the origin, Mwidth and Mheight % so that the picture fills the altered region /MPlotRegion { 3 index Mwidth mul 2 index Mheight mul translate exch sub Mheight mul /Mheight exch def exch sub Mwidth mul /Mwidth exch def } def % Given a rectangle, set it up as a sub-picture. /MathSubStart { Momatrix Mgmatrix Mtmatrix Mwidth Mheight 7 -2 roll moveto Mtmatrix setmatrix currentpoint Mgmatrix setmatrix 9 -2 roll moveto Mtmatrix setmatrix currentpoint 2 copy translate /Mtmatrix matrix currentmatrix def 3 -1 roll exch sub /Mheight exch def sub /Mwidth exch def } def % Restore the saved state left by the matching MathSubStart. % Note, we also leave with the new Mgmatrix as the current matrix. /MathSubEnd { /Mheight exch def /Mwidth exch def /Mtmatrix exch def dup setmatrix /Mgmatrix exch def /Momatrix exch def } def % Given a point, draw a dot. /Mdot { newpath currentlinewidth 2 div 0 360 arc fill } bind def % Given 4 points, draw the corresponding filled tetragon. /Mtetra { moveto lineto lineto lineto Mfill } bind def % Given 4 points, draw the corresponding filled tetragon with black edges. % Note, this leaves the gray level at 0 (for compatibility with the old % C code. /Metetra { moveto lineto lineto lineto closepath gsave Mfill grestore 0 setgray Mstroke } bind def % Mistroke is called to stroke intermediate parts of a path. It makes % sure to resynchronize the dashing pattern and to leave the current point % as the final point of the path. /Mistroke { flattenpath 0 0 0 { 4 2 roll pop pop } { 4 -1 roll 2 index sub dup mul 4 -1 roll 2 index sub dup mul add sqrt 4 -1 roll add 3 1 roll } { stop } { stop } pathforall pop pop currentpoint Mstroke moveto currentdash 3 -1 roll add setdash } bind def % Mfstroke is called to stroke the final parts of a path. It resets % the dashing pattern to compensate for any adjustments made by Mistroke. /Mfstroke { Mstroke currentdash pop 0 setdash } bind def % Mrotsboxa is the same as Msboxa except that it takes an angle % from the stack and the box is calculated for text rendered at this angle. % It gsaves in case we are starting a MathSubStart % save Mrot so that Msboxa can convert bouding box back to the non-rotated % coordinate system % call Mrotcheck to alter the offsets into the rotated system % converts Mtmatrix to render in the rotated system % the calls Msboxa which does all the work % at the end Mtmatrix is restored and Mrot is reset to 0 /Mrotsboxa { gsave dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix matrix currentmatrix def grestore Msboxa 3 -1 roll /Mtmatrix exch def /Mrot 0 def } bind def % Given an array of strings ([str...]), which represent consecutive lines % of text, a position in graphics coordinates (gx,gy) and a position in % the bounding box coordinates (sx,sy), compute the low and high coordinates % of the resulting text, in the [gx gy tx ty] form, which corresponds to % the point (gx,gy) (in graphics coordinates) plus the offset (tx,ty) (in % text coordinates). % Note, Msboxa assumes that the current matrix is the text matrix. % Mboxout is called in case we are in Mouter to make the box bigger % Mboxrot adjusts the box to account for a rotation to convert the box % into a nonrotated coordinate system % /Msboxa { newpath 5 -1 roll Mvboxa pop Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Msboxa1 5 -3 roll Msboxa1 Mboxrot [ 7 -2 roll 2 copy [ 3 1 roll 10 -1 roll 9 -1 roll ] 6 1 roll 5 -2 roll ] } bind def % Msboxa1 is an internal function which, given a bounding box coordinate % (sz), and the bounding box limits (blz and bhz), computes the actual % offsets (tlz = (blz-bhz)(sz+1)/2, thz = (blz-bhz)(sz-1)/2). /Msboxa1 { sub 2 div dup 2 index 1 add mul 3 -1 roll -1 add 3 -1 roll mul } bind def % Given a (non-empty) array of strings ([str...]) which represent consecutive % lines of text, compute the total bounding box assuming that we start at % (0,0) and the array of y offsets to place the lines correctly. % Note, Mvboxa assumes that the current matrix is the text matrix. % Note, Mvboxa does not alter the current path. % The vertical spacing is set so that the bounding boxes of adjacent lines % are .3 times the width of an `m' apart. /Mvboxa { gsave newpath [ true 3 -1 roll { Mbbox 5 -1 roll { 0 5 1 roll } { 7 -1 roll exch sub (m) stringwidth pop .3 mul sub 7 1 roll 6 -1 roll 4 -1 roll Mmin 3 -1 roll 5 index add 5 -1 roll 4 -1 roll Mmax 4 -1 roll } ifelse false } forall { stop } if counttomark 1 add 4 roll ] grestore } bind def % Given a string, compute the bounding box assuming that we start at (0,0). % Note, the path is assumed to be empty, and we are assumed to be in text % coordinates. Allows for long strings. /Mbbox { 1 dict begin 0 0 moveto /temp (T) def { gsave currentpoint newpath moveto temp 0 3 -1 roll put temp false charpath flattenpath currentpoint pathbbox grestore moveto lineto moveto} forall pathbbox newpath end } bind def % Compute the minimum of two numbers. /Mmin { 2 copy gt { exch } if pop } bind def % Compute the maximum of two numbers. /Mmax { 2 copy lt { exch } if pop } bind def % % Mrotwork saves Mrot (not really needed but saved anyway) % calls Mrotcheck to adjust the offsets into the rotated coordinate system % converts Mtmatrix to render in the rotated system % /Mrotwork { dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix matrix currentmatrix def Mgmatrix setmatrix } def % % Mrotshowa is the same as Mshowa except that it takes an angle % from the stack and the text is rendered at this angle. % It call Mrotwork to do all the rotation work. % Then it calls Mshowa which does all the drawing work. % At the end Mtmatrix is restored and Mrot is reset to zero. % /Mrotshowa { Mrotwork Mshowa /Mtmatrix exch def /Mrot 0 def } def % % Draws rotated text with a background. % /Mrotback { 7 1 roll dup 8 1 roll Mrotwork 8 -2 roll Mshowback /Mtmatrix exch def /Mrot 0 def } def % % Given an array of strings ([str...]), which represent consecutive lines % of text, a position in graphics coordinates (gx,gy) and a position in % the bounding box coordinates (sx,sy), display the strings. % Mboxout is called in case we are in Mouter % /Mshowa { 4 -2 roll moveto 2 index Mtmatrix setmatrix Mvboxa 7 1 roll Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Mshowa1 4 1 roll Mshowa1 rmoveto currentpoint Mshowax pop pop pop pop Mgmatrix setmatrix } def % % The background box of text is increased by the % size of an "m" % /Madjust { (m) stringwidth pop mul dup 4 -1 roll add 3 1 roll add } def % % % /Mbuildcoord { 7 index 7 index 4 -1 roll 4 -1 roll index exch index Mabsadd } def % % If the text is rotated then translate to the drawing point. % Rotate then translate back. Do not do this if the angle % of rotation is 0. % /Mrotate { 8 index 0 ne { 13 copy 4 -2 roll pop pop 6 -2 roll pop pop 4 -1 roll 3 -1 roll sub 6 -1 roll mul 3 1 roll sub 4 -1 roll mul 3 -1 roll 5 1 roll Mabsadd 2 copy translate 3 -1 roll rotate exch -1 mul exch -1 mul translate } if 9 -1 roll pop } def % % Draw text but into a box with a certain color. % Uses Msboxa to build the box. % /Mshowback { gsave exec 6 copy pop Msboxa aload pop 0.5 Madjust 5 -1 roll aload pop Mrotate -0.5 Madjust 4 -1 roll pop 3 -1 roll pop 3 4 Mbuildcoord moveto 3 4 Mbuildcoord lineto 3 6 Mbuildcoord lineto 5 6 Mbuildcoord lineto 5 4 Mbuildcoord lineto pop pop pop pop pop pop fill grestore Mshowa } def % This is used for fixedwidth fonts % It simply shows each string and advances the y direction by the offset % /Mshowax { 0 1 4 index length -1 add { 2 index 4 index 2 index get 3 index add moveto 4 index exch get Mfixdash { Mfixdashp } if show } for } def % Fix if all dashes and length > 1 /Mfixdashp { dup length 1 gt 1 index true exch { 45 eq and } forall and { gsave (--) stringwidth pop (-) stringwidth pop sub 2 div 0 rmoveto dup length 1 sub { (-) show } repeat grestore } if } bind def % Mshowa1 is an internal routine which, given a bounding box coordinate % (sz), and the bounding box limits if we started drawing at 0 (tlz and thz), % computes the offset at which to start drawing % (relz = (sz-1)tlz/2 - (sz+1)thz/2 = sz(tlz-thz)/2-(tlz+thz)/2). /Mshowa1 { 2 copy add 4 1 roll sub mul sub -2 div } bind def % Given the x and y scaling to user coordinates and an array of points to % fit (xbias xscale ybias yscale [pnts]), set up the scaling. The array % must contain atleast two points, and the last two must be of the form % [gxlow gylow 0 0] and [gxhigh gyhigh 0 0]. % Note, MathScale assumes that we are already scaled so that the active area % is the rectangle [0,Mwidth-Mlmarg-Mrmarg]x[0,Mheight-Mbmarg-Mtmarg]. % also keep bias and scale info for PostScript commands /MathScale { Mwidth Mheight Mlp /MathScaleHook where { /MathScaleHook get exec } if translate scale pop pop pop pop pop pop pop pop /yscale exch def /ybias exch def /xscale exch def /xbias exch def /Momatrix xscale yscale matrix scale xbias ybias matrix translate matrix concatmatrix def /Mgmatrix matrix currentmatrix def } def % Given a non-empty array of points to fit ([p]) and a maximum width (sx) % and height (sy) find the largest scale (Ax and Ay) and offsets (Bx and By) % such that the transformation % [gx gy tx ty] -> (Ax gx + tx + bx, Ay gy + ty + By) % maps the points into the rectangle [0,sx]x[0,sy] /Mlp { 3 copy Mlpfirst { Mnodistort { Mmin dup } if 4 index 2 index 2 index Mlprun 16 -8 roll 21 8 roll 11 index 11 -1 roll 10 -4 roll Mlp1 8 index 9 -5 roll Mlp1 4 -1 roll and { exit } if 15 -8 roll pop pop pop pop pop pop pop pop 3 -1 roll pop pop } loop exch 3 1 roll 7 -3 roll pop pop pop } def % Given an array of points in the [gx gy tx ty] form, with the last two % being [gxlow gylow 0 0] and [gxhigh gyhigh 0 0], and the width and height % (sx and sy) in which to fit them, compute the maximum scaling (Ax and Ay). /Mlpfirst { 3 -1 roll dup length 2 copy -2 add get aload pop pop pop 4 -2 roll -1 add get aload pop pop pop 6 -1 roll 3 -1 roll 5 -1 roll sub div 4 1 roll exch sub div } bind def % Given a non-empty array of points to fit ([pnts]) and scale factors % for graphics->text (Ax and Ay), compute the limiting points. /Mlprun { 2 copy 4 index 0 get dup 4 1 roll Mlprun1 3 copy 8 -2 roll 9 -1 roll { 3 copy Mlprun1 3 copy 11 -3 roll /gt Mlpminmax 8 3 roll 11 -3 roll /lt Mlpminmax 8 3 roll } forall pop pop pop pop 3 1 roll pop pop aload pop 5 -1 roll aload pop 8 copy exch 6 -1 roll Mlprun2 8 2 roll 4 -1 roll Mlprun2 6 2 roll 3 -1 roll Mlprun2 4 2 roll exch Mlprun2 6 2 roll } bind def % Given scale factors for graphics->text (Ax and Ay) and a point in the % [gx gy tx ty] form, return the text x and y coordinate that results. /Mlprun1 { aload pop exch 6 -1 roll 5 -1 roll mul add 4 -2 roll mul 3 -1 roll add } bind def % Given a low and high coordinate, compute the center and width. /Mlprun2 { 2 copy add 2 div 3 1 roll exch sub } bind def % Given two points stored as [gx gy tx ty] followed by the scaled % result (rx, ry), and a comparison function (lt or gt) leave the % point which is the minimum (or maximum) in each dimension. /Mlpminmax { cvx 2 index 6 index 2 index exec { 7 -3 roll 4 -1 roll } if 1 index 5 index 3 -1 roll exec { 4 1 roll pop 5 -1 roll aload pop pop 4 -1 roll aload pop [ 8 -2 roll pop 5 -2 roll pop 6 -2 roll pop 5 -1 roll ] 4 1 roll pop } { pop pop pop } ifelse } bind def % Given a size (s), graphics->text scale (A), text center (ct), text % width (wt), graphics center (cg) and graphics width (wg), compute % a new graphics->text scale (Anew) and offset (B) and whether or not % we are done. % Note, the mysterious .99999 is magic juju which is supposed to ward % off the possibility that floating point errors would cause this % routine to return the old A and yet claim not-done. /Mlp1 { 5 index 3 index sub 5 index 2 index mul 1 index le 1 index 0 le or dup not { 1 index 3 index div .99999 mul 8 -1 roll pop 7 1 roll } if 8 -1 roll 2 div 7 -2 roll pop sub 5 index 6 -3 roll pop pop mul sub exch } bind def % The following are the workings of the tick, axes and plot labels. % NOTE a possible source of confusion is that for xticks ie tickmarks on % the x axis we keep y information and vice versa for yticks % % When Minner is found then % % assumes that box starts at zero on the left lower side % % 0) if outflag = 1 then intop = 0, inrht = 0 outflag = 0 % 1) Save intop largest top of box % 2) Save inrht largest rht of box % 3) set inflag notifies that inner marks are present % % When Mouter is found then % % if inflag is set then % 1) get vecx and vecy off the stack (points in direcn to move) % 2) vecx < 1 xadrht = inrht*abs(vecx) % 3) vecx > 1 xadlft = inrht*abs(vecx) % 4) vecy < 1 yadtop = intop*abs(vecy) % 5) vecy > 1 yadbot = intop*abs(vecy) % 6) set outflag = 1 % 7) clear inflag, inrht, intop % guaranteed to be zero if no inner is present?? % % % These all have effects in Mrotsboxa and Mrotshowa % check inflag and if set % % 1) increase top of bbox by yadtop % 2) decrease bot of bbox by yadbot % 3) increase rht of bbox by xadrht % 4) increase lft of bbox by xadlft % 5) clear outflag, yadtop, yadbot, % xadrht, xadlft % % % This saves the top right corner of the bounding box as a side effect % This is to allow the adjustment of text placed with Mouter so that % it misses the Minner text. It is assumed that the ang is 0 % in the same way it is assumed that the text of Mouter is 0 or 90 % /Minner { outflag 1 eq { /outflag 0 def /intop 0 def /inrht 0 def } if 5 index gsave Mtmatrix setmatrix Mvboxa pop grestore 3 -1 roll pop dup intop gt { /intop exch def } { pop } ifelse dup inrht gt { /inrht exch def } { pop } ifelse pop /inflag 1 def } def % This takes two number off the stack and uses them as a vector in graphics % coordinates which points in the direction in which the Mouter text is to move % it calculates the bouding box adjustments yadtop yadbot xadrht and xadlft % these are in Mboxout to adjust the bounding box to compensate. /Mouter { /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def inflag 1 eq { dup 0 lt { dup intop mul neg /yadtop exch def } if dup 0 gt { dup intop mul /yadbot exch def } if pop dup 0 lt { dup inrht mul neg /xadrht exch def } if dup 0 gt { dup inrht mul /xadlft exch def } if pop /outflag 1 def } { pop pop} ifelse /inflag 0 def /inrht 0 def /intop 0 def } def % % This adjusts the bounding box to account for adjacent text % This allows the two text strings to avoid each other % current matrix is the text matrix /Mboxout { outflag 1 eq { 4 -1 roll xadlft leadjust add sub 4 1 roll 3 -1 roll yadbot leadjust add sub 3 1 roll exch xadrht leadjust add add exch yadtop leadjust add add /outflag 0 def /xadlft 0 def /yadbot 0 def /xadrht 0 def /yadtop 0 def } if } def /leadjust { (m) stringwidth pop .5 mul } bind def % The offsets sx and sy refer to the graphics coordinate system % thus they must be altered if a rotation has taken place. % We must also change the bounding box computations for Minner % /Mrotcheck { dup 90 eq { % % Mouter only applies to strings which are either at 0 or 90 % sort out the box adjust factors % % xadrht -> yadbot % xadlft -> yadtop % yadtop -> xadrht % yadbot -> xadlft yadbot /yadbot xadrht def /xadrht yadtop def /yadtop xadlft def /xadlft exch def } if dup cos 1 index sin Checkaux dup cos 1 index sin neg exch Checkaux 3 1 roll pop pop } def % % Checkaux is an auxilliary function for Mrotcheck it multiplies a % row vector by a column vector % /Checkaux { 4 index exch 4 index mul 3 1 roll mul add 4 1 roll } bind def % % Mboxrot converts the bounding box back from the rotated coordinate % system to the Mgmatrix system to compensate for a rotation % It has the opposite functionality of Mrotcheck % This is not the most neatest or most efficient implementation but it works % /Mboxrot { Mrot 90 eq { % old tlx thx tly thy % new -thy -tly tlx thx % brotaux 4 2 roll } if Mrot 180 eq { % old tlx thx tly thy % new -thx -tlx -thx -tly % 4 2 roll brotaux 4 2 roll brotaux } if Mrot 270 eq { % old tlx thx tly thy % new tly thy -thx -tlx % 4 2 roll brotaux } if } def % % auxilliary function negate and reverse /brotaux { neg exch neg } bind def % % Mabsproc takes a measurement in the default user units and converts % it to the present units. This allows absolute thickness and dashing % to work. It works by using a {0, x} vector and using the RMS of the result. /Mabsproc { 0 matrix defaultmatrix dtransform idtransform dup mul exch dup mul add sqrt } bind def % % Mabswid allows the linewidth to be specified in absolute coordinates % It does this by recording the graphics transformation matrix at the % begining of the plot. % This will break if the scaling in the x and y directions is % different. This is the case if Mnodistort is false % /Mabswid { Mabsproc setlinewidth } bind def % Mabsdash allows the dashing pattern to be specified in absolute coordinates % It does this by recording the graphics transformation matrix at the % begining of the plot. % This will break if the scaling in the x and y directions is % different. This is the case if Mnodistort is false % /Mabsdash { exch [ exch { Mabsproc } forall ] exch setdash } bind def % % Mabs takes a pair of coordinates in points % and converts them into a pair of coordinates in % the current drawing scheme % /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def % % Mabs takes a pair of numbers in drawing coordinates % and a pair in points. It converts the points to % drawing coordinates and adds them to the first pair. % /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def % % These two procedures are for using Offset coordinates % with MathScale computations % /Mabsfix1 { 3 -1 roll /ar exch def ar 2 get 3 -1 roll add exch ar 3 get add ar 3 3 -1 roll put ar 2 3 -1 roll put ar } bind def /Mabsfix { 2 copy 6 -1 roll 3 1 roll Mabsfix1 4 1 roll Mabsfix1 } bind def %MBeginOrig start coordinates in user coordinates /MBeginOrig { Momatrix concat} bind def %MEndOrig start coordinates in user coordinates /MEndOrig { Mgmatrix setmatrix} bind def /sampledsound where { pop } { /MathDPSFlag where { pop /sampledsound { clientsync } def } { /sampledsound { exch pop exch 5 1 roll mul 4 idiv mul 2 idiv exch pop exch /Mtempproc exch def { Mtempproc pop } repeat } def } ifelse } ifelse % Define setrgbcolor for those ancient PostScript devices lacking it /setrgbcolor dup where { pop pop } { { .114 mul exch .587 mul add exch .299 mul add setgray } bind def } ifelse % % now simple conversion of cmykcolor to rgbcolor % subtract k and then take complements /setcmykcolor where { pop} { /setcmykcolor { 4 1 roll [ 4 1 roll ] { 1 index sub 1 sub neg dup 0 lt { pop 0 } if dup 1 gt { pop 1 } if exch } forall pop setrgbcolor } bind def } ifelse % Here are the short operators /g /setgray load def /k /setcmykcolor load def /m /moveto load def /p /gsave load def /r /setrgbcolor load def /w /setlinewidth load def /C /curveto load def /F /Mfill load def /L /lineto load def /P /grestore load def /s /Mstroke load def /Mcharproc { currentfile (x) readhexstring pop 0 get exch div } bind def /Mshadeproc { dup 3 1 roll { dup Mcharproc 3 1 roll } repeat 1 eq { setgray } { 3 eq { setrgbcolor } { setcmykcolor } ifelse } ifelse } bind def /Mrectproc { 3 index 2 index moveto 2 index 3 -1 roll lineto dup 3 1 roll lineto lineto Mfill } bind def /Mcolorimage { 7 1 roll pop pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index 9 index Mshadeproc Mrectproc } for pop } for pop pop pop pop } bind def /Mimage { pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index Mcharproc setgray Mrectproc } for pop } for pop pop pop } bind def % Default values for variables /Mlmarg 1.0 72 mul def /Mrmarg 1.0 72 mul def /Mbmarg 1.0 72 mul def /Mtmarg 1.0 72 mul def /Mwidth 8.5 72 mul def /Mheight 11 72 mul def /Mtransform { } bind def /Mnodistort true def /Mfixdash false def /Mrot 0 def /intop 0 def /inrht 0 def /inflag 0 def /outflag 0 def /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def /defineresource where { pop /WRI-Mathematica-prolog currentdict /ProcSet defineresource pop } if end %KLUDGE until Mathematica output uses resources directly userdict /MathPictureStart { /findresource where { pop /WRI-Mathematica-prolog /ProcSet findresource } { Mathdict } ifelse /MathPictureStart get exec } put MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% SurfaceGraphics /Helvetica findfont 14 scalefont setfont % Scaling calculations -2.57498e-17 1 -0.159884 1 [ [.04364 -0.01241 -2.62861 -9 ] [.04364 -0.01241 3.37139 0 ] [.27182 -0.01248 -2.8143 -9 ] [.27182 -0.01248 3.1857 0 ] [.5 -0.0125 -6 -9 ] [.5 -0.0125 6 0 ] [.72818 -0.01248 -6.37139 -9 ] [.72818 -0.01248 5.62861 0 ] [.95636 -0.01241 -6.74278 -9 ] [.95636 -0.01241 5.25722 0 ] [.5 -0.075 -5 -9.8125 ] [.5 -0.075 5 0 ] [1.0125 .34012 0 -4.5 ] [1.0125 .34012 6 4.5 ] [.96095 .40674 0 -4.5 ] [.96095 .40674 12 4.5 ] [.91904 .4609 0 -4.5 ] [.91904 .4609 12 4.5 ] [.88429 .50581 0 -4.5 ] [.88429 .50581 12 4.5 ] [.85502 .54365 0 -4.5 ] [.85502 .54365 12 4.5 ] [.83002 .57596 0 -4.5 ] [.83002 .57596 18 4.5 ] [.96339 .48436 0 -4.90625 ] [.96339 .48436 10 4.90625 ] [.02961 0 -6 -4.5 ] [.02961 0 0 4.5 ] [.02233 .05878 -18 -4.5 ] [.02233 .05878 0 4.5 ] [.01482 .11946 -18 -4.5 ] [.01482 .11946 0 4.5 ] [.00706 .18214 -18 -4.5 ] [.00706 .18214 0 4.5 ] [-0.00096 .2469 -18 -4.5 ] [-0.00096 .2469 0 4.5 ] [-0.05302 .16258 -10 -4.90625 ] [-0.05302 .16258 0 4.90625 ] [ 0 0 0 0 ] [ 1 .57596 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .04211 0 m .95789 0 L s .04211 0 m .04134 .0062 L s [(0)] .04364 -0.01241 -0.1238 1 Mshowa .27105 0 m .27067 .00624 L s [(5)] .27182 -0.01248 -0.0619 1 Mshowa .5 0 m .5 .00625 L s [(10)] .5 -0.0125 0 1 Mshowa .72895 0 m .72933 .00624 L s [(15)] .72818 -0.01248 .0619 1 Mshowa .95789 0 m .95866 .0062 L s [(20)] .95636 -0.01241 .1238 1 Mshowa .125 Mabswid .08789 0 m .08748 .00373 L s .13368 0 m .13331 .00373 L s .17947 0 m .17915 .00374 L s .22526 0 m .22499 .00374 L s .31684 0 m .31666 .00375 L s .36263 0 m .36249 .00375 L s .40842 0 m .40833 .00375 L s .45421 0 m .45416 .00375 L s .54579 0 m .54584 .00375 L s .59158 0 m .59167 .00375 L s .63737 0 m .63751 .00375 L s .68316 0 m .68334 .00375 L s .77474 0 m .77501 .00374 L s .82053 0 m .82085 .00374 L s .86632 0 m .86669 .00373 L s .91211 0 m .91252 .00373 L s gsave .5 -0.075 -66 -13.8125 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (X) show 1.000 setlinewidth grestore .25 Mabswid 1 .34012 m .81752 .57596 L s 1 .34012 m .99375 .34012 L s [(0)] 1.0125 .34012 -1 0 Mshowa .94845 .40674 m .9422 .40674 L s [(20)] .96095 .40674 -1 0 Mshowa .90654 .4609 m .90029 .4609 L s [(40)] .91904 .4609 -1 0 Mshowa .87179 .50581 m .86554 .50581 L s [(60)] .88429 .50581 -1 0 Mshowa .84252 .54365 m .83627 .54365 L s [(80)] .85502 .54365 -1 0 Mshowa .81752 .57596 m .81127 .57596 L s [(100)] .83002 .57596 -1 0 Mshowa .125 Mabswid .98603 .35817 m .98228 .35817 L s .97283 .37524 m .96908 .37524 L s .96032 .3914 m .95657 .3914 L s .93719 .4213 m .93344 .4213 L s .92647 .43515 m .92272 .43515 L s .91627 .44833 m .91252 .44833 L s .89726 .4729 m .89351 .4729 L s .88839 .48436 m .88464 .48436 L s .87991 .49532 m .87616 .49532 L s .86402 .51587 m .86027 .51587 L s .85656 .52551 m .85281 .52551 L s .8494 .53476 m .84565 .53476 L s .83591 .5522 m .83216 .5522 L s .82955 .56042 m .8258 .56042 L s .82342 .56833 m .81967 .56833 L s gsave .96339 .48436 -61 -8.90625 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Y) show 1.000 setlinewidth grestore .25 Mabswid .04211 0 m 0 .34012 L s .04211 0 m .04836 0 L s [(1)] .02961 0 1 0 Mshowa .03483 .05878 m .04108 .05878 L s [(0.9)] .02233 .05878 1 0 Mshowa .02732 .11946 m .03357 .11946 L s [(0.8)] .01482 .11946 1 0 Mshowa .01956 .18214 m .02581 .18214 L s [(0.7)] .00706 .18214 1 0 Mshowa .01154 .2469 m .01779 .2469 L s [(0.6)] -0.00096 .2469 1 0 Mshowa gsave -0.05302 .16258 -71 -8.90625 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Z) show 1.000 setlinewidth grestore .04211 0 m 0 .34012 L s 0 .34012 m .18248 .57596 L s .18248 .57596 m .2 .34012 L s .2 .34012 m .04211 0 L s .95789 0 m .8 .34012 L s .8 .34012 m .81752 .57596 L s .81752 .57596 m 1 .34012 L s 1 .34012 m .95789 0 L s .04211 0 m 0 .34012 L s 0 .34012 m 1 .34012 L s 1 .34012 m .95789 0 L s .95789 0 m .04211 0 L s .2 .34012 m .8 .34012 L s .8 .34012 m .81752 .57596 L s .81752 .57596 m .18248 .57596 L s .18248 .57596 m .2 .34012 L s 0 0 m 1 0 L 1 .57596 L 0 .57596 L closepath clip newpath .333 .664 .974 r .19227 .4103 .19441 .4154 .20663 .41897 .20458 .41386 Mtetra .315 .649 .969 r .20458 .41386 .20663 .41897 .21885 .42286 .21688 .41775 Mtetra .294 .63 .963 r .21688 .41775 .21885 .42286 .23106 .42714 .22919 .42201 Mtetra .27 .609 .955 r .22919 .42201 .23106 .42714 .24328 .43185 .24149 .42671 Mtetra .241 .583 .945 r .24149 .42671 .24328 .43185 .25549 .43709 .25379 .43193 Mtetra .207 .552 .932 r .25379 .43193 .25549 .43709 .2677 .44295 .26608 .43777 Mtetra .167 .514 .915 r .26608 .43777 .2677 .44295 .27991 .44957 .27837 .44437 Mtetra .117 .467 .892 r .27837 .44437 .27991 .44957 .2921 .45717 .29066 .45193 Mtetra .054 .405 .858 r .29066 .45193 .2921 .45717 .30429 .46605 .30293 .46075 Mtetra 0 .322 .809 r .30293 .46075 .30429 .46605 .31644 .47675 .31517 .47135 Mtetra 0 .202 .73 r .31517 .47135 .31644 .47675 .32854 .4904 .32736 .48478 Mtetra 0 .009 .584 r .32736 .48478 .32854 .4904 .34049 .5103 .33942 .50395 Mtetra 0 0 .301 r .33942 .50395 .34049 .5103 .35204 .54487 .35094 .54177 Mtetra .581 .925 .957 r .35094 .54177 .35204 .54487 .36503 .54116 .36402 .538 Mtetra .592 .931 .955 r .36402 .538 .36503 .54116 .378 .53724 .37709 .53402 Mtetra .604 .936 .952 r .37709 .53402 .378 .53724 .39095 .5331 .39013 .52982 Mtetra .616 .942 .949 r .39013 .52982 .39095 .5331 .40387 .52874 .40316 .52538 Mtetra .628 .947 .946 r .40316 .52538 .40387 .52874 .41678 .52413 .41617 .5207 Mtetra .641 .952 .942 r .41617 .5207 .41678 .52413 .42967 .51928 .42915 .51577 Mtetra .653 .957 .939 r .42915 .51577 .42967 .51928 .44252 .51416 .4421 .51056 Mtetra .666 .962 .934 r .4421 .51056 .44252 .51416 .45535 .50876 .45503 .50507 Mtetra .679 .967 .929 r .45503 .50507 .45535 .50876 .46815 .50309 .46792 .4993 Mtetra .692 .971 .924 r .46792 .4993 .46815 .50309 .48092 .49712 .48078 .49322 Mtetra .705 .975 .919 r .48078 .49322 .48092 .49712 .49365 .49085 .4936 .48684 Mtetra .717 .979 .913 r .4936 .48684 .49365 .49085 .50634 .48427 .50639 .48013 Mtetra .518 .816 .999 r .78979 .33554 .78776 .34012 .8 .34012 .80213 .33554 Mtetra .77746 .33554 .77551 .34012 .78776 .34012 .78979 .33554 Mtetra .76513 .33554 .76327 .34012 .77551 .34012 .77746 .33554 Mtetra .7528 .33554 .75102 .34012 .76327 .34012 .76513 .33554 Mtetra .74047 .33554 .73878 .34012 .75102 .34012 .7528 .33554 Mtetra .72814 .33554 .72653 .34012 .73878 .34012 .74047 .33554 Mtetra .7158 .33554 .71429 .34012 .72653 .34012 .72814 .33554 Mtetra .70347 .33554 .70204 .34012 .71429 .34012 .7158 .33554 Mtetra .643 .812 .964 r .69118 .33638 .68995 .3433 .70204 .34012 .70347 .33554 Mtetra .875 .993 .792 r .67939 .34862 .67822 .3553 .68995 .3433 .69118 .33638 Mtetra .867 .995 .801 r .66751 .36048 .6664 .36693 .67822 .3553 .67939 .34862 Mtetra .859 .996 .81 r .65554 .37196 .6545 .37817 .6664 .36693 .66751 .36048 Mtetra .85 .997 .819 r .64348 .38304 .64252 .38904 .6545 .37817 .65554 .37196 Mtetra .841 .998 .827 r .63135 .39374 .63046 .39953 .64252 .38904 .64348 .38304 Mtetra .832 .998 .836 r .61914 .40405 .61833 .40964 .63046 .39953 .63135 .39374 Mtetra .822 .998 .845 r .60686 .41398 .60612 .41937 .61833 .40964 .61914 .40405 Mtetra .812 .997 .853 r .5945 .42353 .59385 .42873 .60612 .41937 .60686 .41398 Mtetra .801 .996 .862 r .58209 .4327 .58152 .43773 .59385 .42873 .5945 .42353 Mtetra .79 .995 .87 r .56961 .4415 .56912 .44636 .58152 .43773 .58209 .4327 Mtetra .778 .993 .878 r .55707 .44993 .55666 .45463 .56912 .44636 .56961 .4415 Mtetra .767 .991 .885 r .54447 .45801 .54416 .46255 .55666 .45463 .55707 .44993 Mtetra .755 .989 .893 r .53182 .46572 .5316 .47012 .54416 .46255 .54447 .45801 Mtetra .742 .986 .9 r .51913 .4731 .51899 .47736 .5316 .47012 .53182 .46572 Mtetra .73 .983 .906 r .50639 .48013 .50634 .48427 .51899 .47736 .51913 .4731 Mtetra .336 .666 .974 r .19011 .40513 .19227 .4103 .20458 .41386 .2025 .40868 Mtetra .317 .65 .97 r .2025 .40868 .20458 .41386 .21688 .41775 .21489 .41256 Mtetra .297 .632 .964 r .21489 .41256 .21688 .41775 .22919 .42201 .22728 .41681 Mtetra .272 .611 .956 r .22728 .41681 .22919 .42201 .24149 .42671 .23967 .4215 Mtetra .244 .586 .946 r .23967 .4215 .24149 .42671 .25379 .43193 .25206 .4267 Mtetra .211 .555 .933 r .25206 .4267 .25379 .43193 .26608 .43777 .26444 .43252 Mtetra .17 .518 .917 r .26444 .43252 .26608 .43777 .27837 .44437 .27682 .4391 Mtetra .121 .471 .894 r .27682 .4391 .27837 .44437 .29066 .45193 .28919 .44662 Mtetra .06 .41 .861 r .28919 .44662 .29066 .45193 .30293 .46075 .30155 .45539 Mtetra 0 .329 .813 r .30155 .45539 .30293 .46075 .31517 .47135 .31388 .46589 Mtetra 0 .213 .738 r .31388 .46589 .31517 .47135 .32736 .48478 .32617 .47912 Mtetra 0 .03 .601 r .32617 .47912 .32736 .48478 .33942 .50395 .33833 .49767 Mtetra 0 0 .264 r .33833 .49767 .33942 .50395 .35094 .54177 .34981 .53862 Mtetra .582 .926 .957 r .34981 .53862 .35094 .54177 .36402 .538 .36299 .53479 Mtetra .594 .932 .954 r .36299 .53479 .36402 .538 .37709 .53402 .37616 .53075 Mtetra .606 .937 .952 r .37616 .53075 .37709 .53402 .39013 .52982 .38931 .52648 Mtetra .618 .942 .949 r .38931 .52648 .39013 .52982 .40316 .52538 .40244 .52198 Mtetra .63 .948 .945 r .40244 .52198 .40316 .52538 .41617 .5207 .41554 .51722 Mtetra .643 .953 .942 r .41554 .51722 .41617 .5207 .42915 .51577 .42862 .51219 Mtetra .656 .958 .938 r .42862 .51219 .42915 .51577 .4421 .51056 .44167 .5069 Mtetra .669 .963 .933 r .44167 .5069 .4421 .51056 .45503 .50507 .45469 .50132 Mtetra .682 .968 .928 r .45469 .50132 .45503 .50507 .46792 .4993 .46768 .49544 Mtetra .695 .972 .923 r .46768 .49544 .46792 .4993 .48078 .49322 .48064 .48925 Mtetra .708 .976 .917 r .48064 .48925 .48078 .49322 .4936 .48684 .49356 .48275 Mtetra .72 .98 .911 r .49356 .48275 .4936 .48684 .50639 .48013 .50643 .47591 Mtetra .518 .816 .999 r .79186 .33089 .78979 .33554 .80213 .33554 .80428 .33089 Mtetra .77944 .33089 .77746 .33554 .78979 .33554 .79186 .33089 Mtetra .76702 .33089 .76513 .33554 .77746 .33554 .77944 .33089 Mtetra .7546 .33089 .7528 .33554 .76513 .33554 .76702 .33089 Mtetra .74218 .33089 .74047 .33554 .7528 .33554 .7546 .33089 Mtetra .72976 .33089 .72814 .33554 .74047 .33554 .74218 .33089 Mtetra .71734 .33089 .7158 .33554 .72814 .33554 .72976 .33089 Mtetra .70493 .33089 .70347 .33554 .7158 .33554 .71734 .33089 Mtetra .562 .809 .991 r .69251 .33089 .69118 .33638 .70347 .33554 .70493 .33089 Mtetra .866 .99 .83 r .68057 .34176 .67939 .34862 .69118 .33638 .69251 .33089 Mtetra .871 .994 .798 r .66862 .35386 .66751 .36048 .67939 .34862 .68057 .34176 Mtetra .863 .996 .807 r .65658 .36557 .65554 .37196 .66751 .36048 .66862 .35386 Mtetra .854 .997 .816 r .64446 .37688 .64348 .38304 .65554 .37196 .65658 .36557 Mtetra .845 .997 .824 r .63225 .3878 .63135 .39374 .64348 .38304 .64446 .37688 Mtetra .836 .998 .833 r .61996 .39832 .61914 .40405 .63135 .39374 .63225 .3878 Mtetra .826 .998 .842 r .6076 .40845 .60686 .41398 .61914 .40405 .61996 .39832 Mtetra .815 .997 .851 r .59517 .41819 .5945 .42353 .60686 .41398 .6076 .40845 Mtetra .805 .997 .859 r .58266 .42755 .58209 .4327 .5945 .42353 .59517 .41819 Mtetra .794 .995 .867 r .5701 .43653 .56961 .4415 .58209 .4327 .58266 .42755 Mtetra .782 .994 .875 r .55747 .44513 .55707 .44993 .56961 .4415 .5701 .43653 Mtetra .77 .992 .883 r .54479 .45336 .54447 .45801 .55707 .44993 .55747 .44513 Mtetra .758 .99 .891 r .53205 .46123 .53182 .46572 .54447 .45801 .54479 .45336 Mtetra .746 .987 .898 r .51927 .46875 .51913 .4731 .53182 .46572 .53205 .46123 Mtetra .733 .984 .905 r .50643 .47591 .50639 .48013 .51913 .4731 .51927 .46875 Mtetra .338 .668 .975 r .18792 .39988 .19011 .40513 .2025 .40868 .2004 .40342 Mtetra .32 .652 .97 r .2004 .40342 .2025 .40868 .21489 .41256 .21288 .40728 Mtetra .299 .634 .964 r .21288 .40728 .21489 .41256 .22728 .41681 .22535 .41152 Mtetra .275 .613 .957 r .22535 .41152 .22728 .41681 .23967 .4215 .23783 .4162 Mtetra .247 .588 .947 r .23783 .4162 .23967 .4215 .25206 .4267 .2503 .42139 Mtetra .214 .558 .935 r .2503 .42139 .25206 .4267 .26444 .43252 .26278 .4272 Mtetra .174 .521 .918 r .26278 .4272 .26444 .43252 .27682 .4391 .27524 .43375 Mtetra .126 .475 .896 r .27524 .43375 .27682 .4391 .28919 .44662 .2877 .44124 Mtetra .065 .415 .864 r .2877 .44124 .28919 .44662 .30155 .45539 .30015 .44995 Mtetra 0 .336 .818 r .30015 .44995 .30155 .45539 .31388 .46589 .31257 .46037 Mtetra 0 .224 .745 r .31257 .46037 .31388 .46589 .32617 .47912 .32495 .47341 Mtetra 0 .049 .616 r .32495 .47341 .32617 .47912 .33833 .49767 .33722 .49143 Mtetra 0 0 .234 r .33722 .49143 .33833 .49767 .34981 .53862 .34867 .53542 Mtetra .583 .927 .956 r .34867 .53542 .34981 .53862 .36299 .53479 .36195 .53154 Mtetra .595 .932 .954 r .36195 .53154 .36299 .53479 .37616 .53075 .37522 .52743 Mtetra .607 .938 .951 r .37522 .52743 .37616 .53075 .38931 .52648 .38847 .5231 Mtetra .62 .943 .948 r .38847 .5231 .38931 .52648 .40244 .52198 .4017 .51851 Mtetra .632 .949 .945 r .4017 .51851 .40244 .52198 .41554 .51722 .4149 .51367 Mtetra .645 .954 .941 r .4149 .51367 .41554 .51722 .42862 .51219 .42808 .50856 Mtetra .658 .959 .937 r .42808 .50856 .42862 .51219 .44167 .5069 .44123 .50317 Mtetra .671 .964 .932 r .44123 .50317 .44167 .5069 .45469 .50132 .45436 .49749 Mtetra .684 .969 .927 r .45436 .49749 .45469 .50132 .46768 .49544 .46744 .4915 Mtetra .698 .973 .922 r .46744 .4915 .46768 .49544 .48064 .48925 .4805 .4852 Mtetra .711 .977 .916 r .4805 .4852 .48064 .48925 .49356 .48275 .49351 .47857 Mtetra .724 .981 .91 r .49351 .47857 .49356 .48275 .50643 .47591 .50648 .47161 Mtetra .518 .816 .999 r .79396 .32618 .79186 .33089 .80428 .33089 .80647 .32618 Mtetra .78145 .32618 .77944 .33089 .79186 .33089 .79396 .32618 Mtetra .76894 .32618 .76702 .33089 .77944 .33089 .78145 .32618 Mtetra .75643 .32618 .7546 .33089 .76702 .33089 .76894 .32618 Mtetra .74393 .32618 .74218 .33089 .7546 .33089 .75643 .32618 Mtetra .73142 .32618 .72976 .33089 .74218 .33089 .74393 .32618 Mtetra .71891 .32618 .71734 .33089 .72976 .33089 .73142 .32618 Mtetra .7064 .32618 .70493 .33089 .71734 .33089 .71891 .32618 Mtetra .69389 .32618 .69251 .33089 .70493 .33089 .7064 .32618 Mtetra .836 .972 .884 r .68176 .33469 .68057 .34176 .69251 .33089 .69389 .32618 Mtetra .875 .993 .794 r .66975 .34705 .66862 .35386 .68057 .34176 .68176 .33469 Mtetra .867 .995 .803 r .65764 .35901 .65658 .36557 .66862 .35386 .66975 .34705 Mtetra .858 .996 .812 r .64544 .37056 .64446 .37688 .65658 .36557 .65764 .35901 Mtetra .849 .997 .821 r .63316 .3817 .63225 .3878 .64446 .37688 .64544 .37056 Mtetra .84 .997 .83 r .62079 .39244 .61996 .39832 .63225 .3878 .63316 .3817 Mtetra .83 .998 .839 r .60835 .40278 .6076 .40845 .61996 .39832 .62079 .39244 Mtetra .819 .997 .848 r .59583 .41273 .59517 .41819 .6076 .40845 .60835 .40278 Mtetra .809 .997 .857 r .58325 .42228 .58266 .42755 .59517 .41819 .59583 .41273 Mtetra .797 .996 .865 r .5706 .43144 .5701 .43653 .58266 .42755 .58325 .42228 Mtetra .786 .994 .873 r .55789 .44021 .55747 .44513 .5701 .43653 .5706 .43144 Mtetra .774 .992 .881 r .54511 .44861 .54479 .45336 .55747 .44513 .55789 .44021 Mtetra .762 .99 .889 r .53229 .45664 .53205 .46123 .54479 .45336 .54511 .44861 Mtetra .749 .988 .896 r .51941 .4643 .51927 .46875 .53205 .46123 .53229 .45664 Mtetra .737 .984 .903 r .50648 .47161 .50643 .47591 .51927 .46875 .51941 .4643 Mtetra .34 .669 .975 r .18569 .39455 .18792 .39988 .2004 .40342 .19826 .39808 Mtetra .323 .654 .971 r .19826 .39808 .2004 .40342 .21288 .40728 .21083 .40193 Mtetra .302 .636 .965 r .21083 .40193 .21288 .40728 .22535 .41152 .2234 .40616 Mtetra .278 .615 .957 r .2234 .40616 .22535 .41152 .23783 .4162 .23596 .41083 Mtetra .25 .591 .948 r .23596 .41083 .23783 .4162 .2503 .42139 .24853 .416 Mtetra .218 .561 .936 r .24853 .416 .2503 .42139 .26278 .4272 .26109 .42179 Mtetra .178 .524 .92 r .26109 .42179 .26278 .4272 .27524 .43375 .27364 .42832 Mtetra .13 .479 .898 r .27364 .42832 .27524 .43375 .2877 .44124 .28619 .43578 Mtetra .07 .42 .867 r .28619 .43578 .2877 .44124 .30015 .44995 .29873 .44445 Mtetra 0 .343 .822 r .29873 .44445 .30015 .44995 .31257 .46037 .31124 .45478 Mtetra 0 .234 .752 r .31124 .45478 .31257 .46037 .32495 .47341 .32372 .46766 Mtetra 0 .067 .63 r .32372 .46766 .32495 .47341 .33722 .49143 .33609 .48521 Mtetra 0 0 .305 r .33609 .48521 .33722 .49143 .34867 .53542 .34787 .52204 Mtetra .538 .584 .849 r .34787 .52204 .34867 .53542 .36195 .53154 .3609 .52823 Mtetra .597 .933 .953 r .3609 .52823 .36195 .53154 .37522 .52743 .37427 .52406 Mtetra .609 .939 .95 r .37427 .52406 .37522 .52743 .38847 .5231 .38762 .51965 Mtetra .622 .944 .947 r .38762 .51965 .38847 .5231 .4017 .51851 .40095 .51499 Mtetra .634 .95 .944 r .40095 .51499 .4017 .51851 .4149 .51367 .41426 .51007 Mtetra .647 .955 .94 r .41426 .51007 .4149 .51367 .42808 .50856 .42754 .50487 Mtetra .661 .96 .936 r .42754 .50487 .42808 .50856 .44123 .50317 .44079 .49938 Mtetra .674 .965 .931 r .44079 .49938 .44123 .50317 .45436 .49749 .45401 .49359 Mtetra .687 .97 .926 r .45401 .49359 .45436 .49749 .46744 .4915 .4672 .48749 Mtetra .701 .974 .92 r .4672 .48749 .46744 .4915 .4805 .4852 .48035 .48107 Mtetra .714 .978 .915 r .48035 .48107 .4805 .4852 .49351 .47857 .49346 .47431 Mtetra .727 .982 .908 r .49346 .47431 .49351 .47857 .50648 .47161 .50653 .46721 Mtetra .518 .816 .999 r .79609 .3214 .79396 .32618 .80647 .32618 .80869 .3214 Mtetra .78349 .3214 .78145 .32618 .79396 .32618 .79609 .3214 Mtetra .77089 .3214 .76894 .32618 .78145 .32618 .78349 .3214 Mtetra .75829 .3214 .75643 .32618 .76894 .32618 .77089 .3214 Mtetra .74569 .3214 .74393 .32618 .75643 .32618 .75829 .3214 Mtetra .73309 .3214 .73142 .32618 .74393 .32618 .74569 .3214 Mtetra .72049 .3214 .71891 .32618 .73142 .32618 .73309 .3214 Mtetra .70789 .3214 .7064 .32618 .71891 .32618 .72049 .3214 Mtetra .69529 .3214 .69389 .32618 .7064 .32618 .70789 .3214 Mtetra .788 .934 .927 r .68297 .32742 .68176 .33469 .69389 .32618 .69529 .3214 Mtetra .879 .992 .791 r .67088 .34005 .66975 .34705 .68176 .33469 .68297 .32742 Mtetra .871 .994 .8 r .6587 .35226 .65764 .35901 .66975 .34705 .67088 .34005 Mtetra .862 .995 .809 r .64643 .36405 .64544 .37056 .65764 .35901 .6587 .35226 Mtetra .853 .996 .818 r .63407 .37544 .63316 .3817 .64544 .37056 .64643 .36405 Mtetra .844 .997 .827 r .62163 .38641 .62079 .39244 .63316 .3817 .63407 .37544 Mtetra .834 .997 .836 r .60911 .39697 .60835 .40278 .62079 .39244 .62163 .38641 Mtetra .823 .997 .845 r .59651 .40712 .59583 .41273 .60835 .40278 .60911 .39697 Mtetra .813 .997 .854 r .58384 .41687 .58325 .42228 .59583 .41273 .59651 .40712 Mtetra .801 .996 .863 r .5711 .42622 .5706 .43144 .58325 .42228 .58384 .41687 Mtetra .79 .995 .871 r .5583 .43518 .55789 .44021 .5706 .43144 .5711 .42622 Mtetra .778 .993 .879 r .54544 .44375 .54511 .44861 .55789 .44021 .5583 .43518 Mtetra .766 .991 .887 r .53252 .45194 .53229 .45664 .54511 .44861 .54544 .44375 Mtetra .753 .988 .894 r .51955 .45976 .51941 .4643 .53229 .45664 .53252 .45194 Mtetra .74 .985 .901 r .50653 .46721 .50648 .47161 .51941 .4643 .51955 .45976 Mtetra .343 .671 .976 r .18344 .38914 .18569 .39455 .19826 .39808 .1961 .39266 Mtetra .325 .656 .971 r .1961 .39266 .19826 .39808 .21083 .40193 .20876 .3965 Mtetra .305 .638 .965 r .20876 .3965 .21083 .40193 .2234 .40616 .22141 .40072 Mtetra .281 .617 .958 r .22141 .40072 .2234 .40616 .23596 .41083 .23407 .40537 Mtetra .254 .593 .949 r .23407 .40537 .23596 .41083 .24853 .416 .24672 .41053 Mtetra .221 .563 .937 r .24672 .41053 .24853 .416 .26109 .42179 .25937 .4163 Mtetra .182 .527 .921 r .25937 .4163 .26109 .42179 .27364 .42832 .27202 .42281 Mtetra .135 .483 .9 r .27202 .42281 .27364 .42832 .28619 .43578 .28466 .43024 Mtetra .076 .425 .87 r .28466 .43024 .28619 .43578 .29873 .44445 .29729 .43887 Mtetra 0 .349 .826 r .29729 .43887 .29873 .44445 .31124 .45478 .3099 .44913 Mtetra 0 .243 .758 r .3099 .44913 .31124 .45478 .32372 .46766 .32247 .46185 Mtetra 0 .083 .643 r .32247 .46185 .32372 .46766 .33609 .48521 .33494 .479 Mtetra 0 0 .369 r .33494 .479 .33609 .48521 .34787 .52204 .34698 .51087 Mtetra .237 .376 .801 r .34698 .51087 .34787 .52204 .3609 .52823 .35983 .52488 Mtetra .598 .934 .953 r .35983 .52488 .3609 .52823 .37427 .52406 .3733 .52064 Mtetra .611 .94 .95 r .3733 .52064 .37427 .52406 .38762 .51965 .38676 .51615 Mtetra .624 .945 .947 r .38676 .51615 .38762 .51965 .40095 .51499 .40019 .51141 Mtetra .637 .951 .943 r .40019 .51141 .40095 .51499 .41426 .51007 .4136 .5064 Mtetra .65 .956 .939 r .4136 .5064 .41426 .51007 .42754 .50487 .42699 .5011 Mtetra .663 .961 .935 r .42699 .5011 .42754 .50487 .44079 .49938 .44034 .49551 Mtetra .677 .966 .93 r .44034 .49551 .44079 .49938 .45401 .49359 .45367 .48962 Mtetra .69 .971 .925 r .45367 .48962 .45401 .49359 .4672 .48749 .46695 .4834 Mtetra .704 .975 .919 r .46695 .4834 .4672 .48749 .48035 .48107 .4802 .47685 Mtetra .717 .979 .913 r .4802 .47685 .48035 .48107 .49346 .47431 .49341 .46996 Mtetra .731 .983 .907 r .49341 .46996 .49346 .47431 .50653 .46721 .50658 .46272 Mtetra .518 .816 .999 r .79825 .31655 .79609 .3214 .80869 .3214 .81094 .31655 Mtetra .78556 .31655 .78349 .3214 .79609 .3214 .79825 .31655 Mtetra .77287 .31655 .77089 .3214 .78349 .3214 .78556 .31655 Mtetra .76018 .31655 .75829 .3214 .77089 .3214 .77287 .31655 Mtetra .74748 .31655 .74569 .3214 .75829 .3214 .76018 .31655 Mtetra .73479 .31655 .73309 .3214 .74569 .3214 .74748 .31655 Mtetra .7221 .31655 .72049 .3214 .73309 .3214 .73479 .31655 Mtetra .70941 .31655 .70789 .3214 .72049 .3214 .7221 .31655 Mtetra .69672 .31655 .69529 .3214 .70789 .3214 .70941 .31655 Mtetra .722 .875 .952 r .68418 .31993 .68297 .32742 .69529 .3214 .69672 .31655 Mtetra .883 .991 .788 r .67203 .33283 .67088 .34005 .68297 .32742 .68418 .31993 Mtetra .875 .993 .797 r .65978 .34531 .6587 .35226 .67088 .34005 .67203 .33283 Mtetra .866 .995 .806 r .64744 .35736 .64643 .36405 .6587 .35226 .65978 .34531 Mtetra .857 .996 .815 r .635 .36899 .63407 .37544 .64643 .36405 .64744 .35736 Mtetra .848 .997 .824 r .62248 .3802 .62163 .38641 .63407 .37544 .635 .36899 Mtetra .838 .997 .833 r .60988 .39099 .60911 .39697 .62163 .38641 .62248 .3802 Mtetra .828 .997 .842 r .5972 .40137 .59651 .40712 .60911 .39697 .60988 .39099 Mtetra .817 .997 .851 r .58444 .41133 .58384 .41687 .59651 .40712 .5972 .40137 Mtetra .806 .996 .86 r .57162 .42088 .5711 .42622 .58384 .41687 .58444 .41133 Mtetra .794 .995 .869 r .55873 .43002 .5583 .43518 .5711 .42622 .57162 .42088 Mtetra .782 .994 .877 r .54577 .43877 .54544 .44375 .5583 .43518 .55873 .43002 Mtetra .769 .991 .885 r .53276 .44713 .53252 .45194 .54544 .44375 .54577 .43877 Mtetra .757 .989 .892 r .51969 .45511 .51955 .45976 .53252 .45194 .53276 .44713 Mtetra .744 .986 .9 r .50658 .46272 .50653 .46721 .51955 .45976 .51969 .45511 Mtetra .345 .672 .976 r .18115 .38364 .18344 .38914 .1961 .39266 .1939 .38715 Mtetra .328 .657 .972 r .1939 .38715 .1961 .39266 .20876 .3965 .20665 .39098 Mtetra .307 .64 .966 r .20665 .39098 .20876 .3965 .22141 .40072 .2194 .39519 Mtetra .284 .619 .959 r .2194 .39519 .22141 .40072 .23407 .40537 .23215 .39983 Mtetra .257 .595 .95 r .23215 .39983 .23407 .40537 .24672 .41053 .24489 .40498 Mtetra .224 .566 .938 r .24489 .40498 .24672 .41053 .25937 .4163 .25764 .41073 Mtetra .186 .53 .923 r .25764 .41073 .25937 .4163 .27202 .42281 .27038 .41722 Mtetra .139 .486 .901 r .27038 .41722 .27202 .42281 .28466 .43024 .28311 .42463 Mtetra .081 .43 .872 r .28311 .42463 .28466 .43024 .29729 .43887 .29583 .43321 Mtetra .006 .355 .83 r .29583 .43321 .29729 .43887 .3099 .44913 .30853 .4434 Mtetra 0 .252 .764 r .30853 .4434 .3099 .44913 .32247 .46185 .32119 .45599 Mtetra 0 .098 .654 r .32119 .45599 .32247 .46185 .33494 .479 .33377 .47277 Mtetra 0 0 .411 r .33377 .47277 .33494 .479 .34698 .51087 .346 .50186 Mtetra 0 .156 .688 r .346 .50186 .34698 .51087 .35983 .52488 .35874 .52147 Mtetra .6 .935 .952 r .35874 .52147 .35983 .52488 .3733 .52064 .37232 .51716 Mtetra .613 .941 .949 r .37232 .51716 .3733 .52064 .38676 .51615 .38588 .5126 Mtetra .626 .946 .946 r .38588 .5126 .38676 .51615 .40019 .51141 .39942 .50777 Mtetra .639 .952 .942 r .39942 .50777 .40019 .51141 .4136 .5064 .41294 .50267 Mtetra .652 .957 .938 r .41294 .50267 .4136 .5064 .42699 .5011 .42643 .49727 Mtetra .666 .962 .934 r .42643 .49727 .42699 .5011 .44034 .49551 .43989 .49158 Mtetra .68 .967 .929 r .43989 .49158 .44034 .49551 .45367 .48962 .45331 .48557 Mtetra .693 .972 .923 r .45331 .48557 .45367 .48962 .46695 .4834 .4667 .47923 Mtetra .707 .976 .918 r .4667 .47923 .46695 .4834 .4802 .47685 .48005 .47255 Mtetra .721 .98 .911 r .48005 .47255 .4802 .47685 .49341 .46996 .49336 .46552 Mtetra .734 .984 .905 r .49336 .46552 .49341 .46996 .50658 .46272 .50663 .45813 Mtetra .518 .816 .999 r .80044 .31163 .79825 .31655 .81094 .31655 .81323 .31163 Mtetra .78766 .31163 .78556 .31655 .79825 .31655 .80044 .31163 Mtetra .77487 .31163 .77287 .31655 .78556 .31655 .78766 .31163 Mtetra .76209 .31163 .76018 .31655 .77287 .31655 .77487 .31163 Mtetra .7493 .31163 .74748 .31655 .76018 .31655 .76209 .31163 Mtetra .73652 .31163 .73479 .31655 .74748 .31655 .7493 .31163 Mtetra .72373 .31163 .7221 .31655 .73479 .31655 .73652 .31163 Mtetra .71095 .31163 .70941 .31655 .7221 .31655 .72373 .31163 Mtetra .69816 .31163 .69672 .31655 .70941 .31655 .71095 .31163 Mtetra .641 .798 .958 r .68541 .3122 .68418 .31993 .69672 .31655 .69816 .31163 Mtetra .887 .99 .784 r .67319 .32539 .67203 .33283 .68418 .31993 .68541 .3122 Mtetra .879 .992 .793 r .66087 .33815 .65978 .34531 .67203 .33283 .67319 .32539 Mtetra .871 .994 .803 r .64845 .35047 .64744 .35736 .65978 .34531 .66087 .33815 Mtetra .862 .995 .812 r .63594 .36236 .635 .36899 .64744 .35736 .64845 .35047 Mtetra .852 .996 .821 r .62334 .37382 .62248 .3802 .635 .36899 .63594 .36236 Mtetra .842 .997 .83 r .61065 .38485 .60988 .39099 .62248 .3802 .62334 .37382 Mtetra .832 .997 .839 r .59789 .39545 .5972 .40137 .60988 .39099 .61065 .38485 Mtetra .821 .997 .848 r .58505 .40563 .58444 .41133 .5972 .40137 .59789 .39545 Mtetra .81 .996 .857 r .57214 .41539 .57162 .42088 .58444 .41133 .58505 .40563 Mtetra .798 .995 .866 r .55915 .42474 .55873 .43002 .57162 .42088 .57214 .41539 Mtetra .786 .994 .874 r .54611 .43368 .54577 .43877 .55873 .43002 .55915 .42474 Mtetra .774 .992 .883 r .533 .44222 .53276 .44713 .54577 .43877 .54611 .43368 Mtetra .761 .99 .89 r .51984 .45036 .51969 .45511 .53276 .44713 .533 .44222 Mtetra .748 .987 .898 r .50663 .45813 .50658 .46272 .51969 .45511 .51984 .45036 Mtetra .348 .674 .977 r .17883 .37806 .18115 .38364 .1939 .38715 .19167 .38155 Mtetra .33 .659 .972 r .19167 .38155 .1939 .38715 .20665 .39098 .20452 .38538 Mtetra .31 .642 .967 r .20452 .38538 .20665 .39098 .2194 .39519 .21736 .38957 Mtetra .287 .621 .96 r .21736 .38957 .2194 .39519 .23215 .39983 .2302 .3942 Mtetra .26 .597 .951 r .2302 .3942 .23215 .39983 .24489 .40498 .24304 .39934 Mtetra .228 .569 .939 r .24304 .39934 .24489 .40498 .25764 .41073 .25588 .40508 Mtetra .189 .533 .924 r .25588 .40508 .25764 .41073 .27038 .41722 .26871 .41155 Mtetra .143 .49 .903 r .26871 .41155 .27038 .41722 .28311 .42463 .28153 .41893 Mtetra .085 .434 .874 r .28153 .41893 .28311 .42463 .29583 .43321 .29435 .42748 Mtetra .012 .361 .833 r .29435 .42748 .29583 .43321 .30853 .4434 .30714 .43761 Mtetra 0 .261 .77 r .30714 .43761 .30853 .4434 .32119 .45599 .3199 .45006 Mtetra 0 .112 .665 r .3199 .45006 .32119 .45599 .33377 .47277 .33258 .46653 Mtetra 0 0 .445 r .33258 .46653 .33377 .47277 .346 .50186 .34497 .49368 Mtetra 0 0 .575 r .34497 .49368 .346 .50186 .35874 .52147 .35763 .51801 Mtetra .602 .936 .951 r .35763 .51801 .35874 .52147 .37232 .51716 .37132 .51362 Mtetra .615 .942 .948 r .37132 .51362 .37232 .51716 .38588 .5126 .385 .50898 Mtetra .628 .947 .945 r .385 .50898 .38588 .5126 .39942 .50777 .39864 .50407 Mtetra .641 .953 .941 r .39864 .50407 .39942 .50777 .41294 .50267 .41227 .49887 Mtetra .655 .958 .937 r .41227 .49887 .41294 .50267 .42643 .49727 .42586 .49337 Mtetra .669 .963 .933 r .42586 .49337 .42643 .49727 .43989 .49158 .43942 .48757 Mtetra .683 .968 .928 r .43942 .48757 .43989 .49158 .45331 .48557 .45296 .48144 Mtetra .697 .973 .922 r .45296 .48144 .45331 .48557 .4667 .47923 .46645 .47497 Mtetra .711 .977 .916 r .46645 .47497 .4667 .47923 .48005 .47255 .4799 .46815 Mtetra .724 .981 .91 r .4799 .46815 .48005 .47255 .49336 .46552 .49331 .46098 Mtetra .738 .985 .903 r .49331 .46098 .49336 .46552 .50663 .45813 .50668 .45343 Mtetra .518 .816 .999 r .80266 .30663 .80044 .31163 .81323 .31163 .81554 .30663 Mtetra .78979 .30663 .78766 .31163 .80044 .31163 .80266 .30663 Mtetra .77691 .30663 .77487 .31163 .78766 .31163 .78979 .30663 Mtetra .76403 .30663 .76209 .31163 .77487 .31163 .77691 .30663 Mtetra .75115 .30663 .7493 .31163 .76209 .31163 .76403 .30663 Mtetra .73827 .30663 .73652 .31163 .7493 .31163 .75115 .30663 Mtetra .72539 .30663 .72373 .31163 .73652 .31163 .73827 .30663 Mtetra .71251 .30663 .71095 .31163 .72373 .31163 .72539 .30663 Mtetra .69963 .30663 .69816 .31163 .71095 .31163 .71251 .30663 Mtetra .548 .812 .995 r .68675 .30663 .68541 .3122 .69816 .31163 .69963 .30663 Mtetra .872 .984 .836 r .67435 .31772 .67319 .32539 .68541 .3122 .68675 .30663 Mtetra .883 .991 .79 r .66196 .33077 .66087 .33815 .67319 .32539 .67435 .31772 Mtetra .875 .993 .799 r .64947 .34337 .64845 .35047 .66087 .33815 .66196 .33077 Mtetra .866 .995 .808 r .63688 .35554 .63594 .36236 .64845 .35047 .64947 .34337 Mtetra .857 .996 .818 r .62421 .36726 .62334 .37382 .63594 .36236 .63688 .35554 Mtetra .847 .997 .827 r .61144 .37854 .61065 .38485 .62334 .37382 .62421 .36726 Mtetra .836 .997 .836 r .59859 .38938 .59789 .39545 .61065 .38485 .61144 .37854 Mtetra .825 .997 .846 r .58566 .39979 .58505 .40563 .59789 .39545 .59859 .38938 Mtetra .814 .997 .855 r .57266 .40976 .57214 .41539 .58505 .40563 .58566 .39979 Mtetra .802 .996 .863 r .55959 .41932 .55915 .42474 .57214 .41539 .57266 .40976 Mtetra .79 .994 .872 r .54645 .42845 .54611 .43368 .55915 .42474 .55959 .41932 Mtetra .778 .993 .88 r .53325 .43718 .533 .44222 .54611 .43368 .54645 .42845 Mtetra .765 .99 .888 r .51999 .4455 .51984 .45036 .533 .44222 .53325 .43718 Mtetra .752 .988 .896 r .50668 .45343 .50663 .45813 .51984 .45036 .51999 .4455 Mtetra .35 .675 .977 r .17647 .37239 .17883 .37806 .19167 .38155 .18941 .37587 Mtetra .333 .661 .973 r .18941 .37587 .19167 .38155 .20452 .38538 .20235 .37968 Mtetra .313 .644 .967 r .20235 .37968 .20452 .38538 .21736 .38957 .21529 .38387 Mtetra .29 .623 .96 r .21529 .38387 .21736 .38957 .2302 .3942 .22822 .38849 Mtetra .263 .6 .952 r .22822 .38849 .2302 .3942 .24304 .39934 .24116 .39361 Mtetra .231 .571 .94 r .24116 .39361 .24304 .39934 .25588 .40508 .25409 .39934 Mtetra .193 .536 .925 r .25409 .39934 .25588 .40508 .26871 .41155 .26701 .40579 Mtetra .147 .493 .905 r .26701 .40579 .26871 .41155 .28153 .41893 .27993 .41315 Mtetra .09 .438 .877 r .27993 .41315 .28153 .41893 .29435 .42748 .29284 .42166 Mtetra .018 .367 .836 r .29284 .42166 .29435 .42748 .30714 .43761 .30573 .43173 Mtetra 0 .269 .775 r .30573 .43173 .30714 .43761 .3199 .45006 .31859 .44408 Mtetra 0 .125 .674 r .31859 .44408 .3199 .45006 .33258 .46653 .33137 .46025 Mtetra 0 0 .472 r .33137 .46025 .33258 .46653 .34497 .49368 .34391 .48595 Mtetra 0 0 .485 r .34391 .48595 .34497 .49368 .35763 .51801 .35651 .5145 Mtetra .604 .937 .951 r .35651 .5145 .35763 .51801 .37132 .51362 .37031 .51003 Mtetra .617 .943 .948 r .37031 .51003 .37132 .51362 .385 .50898 .38409 .5053 Mtetra .63 .948 .944 r .38409 .5053 .385 .50898 .39864 .50407 .39785 .5003 Mtetra .644 .954 .94 r .39785 .5003 .39864 .50407 .41227 .49887 .41158 .495 Mtetra .658 .959 .936 r .41158 .495 .41227 .49887 .42586 .49337 .42528 .4894 Mtetra .672 .964 .932 r .42528 .4894 .42586 .49337 .43942 .48757 .43896 .48347 Mtetra .686 .969 .926 r .43896 .48347 .43942 .48757 .45296 .48144 .45259 .47722 Mtetra .7 .974 .921 r .45259 .47722 .45296 .48144 .46645 .47497 .46619 .47062 Mtetra .714 .978 .915 r .46619 .47062 .46645 .47497 .4799 .46815 .47975 .46366 Mtetra .728 .982 .908 r .47975 .46366 .4799 .46815 .49331 .46098 .49326 .45633 Mtetra .742 .986 .901 r .49326 .45633 .49331 .46098 .50668 .45343 .50673 .44862 Mtetra .518 .816 .999 r .80492 .30156 .80266 .30663 .81554 .30663 .8179 .30156 Mtetra .79195 .30156 .78979 .30663 .80266 .30663 .80492 .30156 Mtetra .77897 .30156 .77691 .30663 .78979 .30663 .79195 .30156 Mtetra .766 .30156 .76403 .30663 .77691 .30663 .77897 .30156 Mtetra .75302 .30156 .75115 .30663 .76403 .30663 .766 .30156 Mtetra .74004 .30156 .73827 .30663 .75115 .30663 .75302 .30156 Mtetra .72707 .30156 .72539 .30663 .73827 .30663 .74004 .30156 Mtetra .71409 .30156 .71251 .30663 .72539 .30663 .72707 .30156 Mtetra .70112 .30156 .69963 .30663 .71251 .30663 .71409 .30156 Mtetra .68814 .30156 .68675 .30663 .69963 .30663 .70112 .30156 Mtetra .833 .957 .893 r .67553 .3098 .67435 .31772 .68675 .30663 .68814 .30156 Mtetra .888 .99 .786 r .66307 .32315 .66196 .33077 .67435 .31772 .67553 .3098 Mtetra .879 .992 .795 r .6505 .33605 .64947 .34337 .66196 .33077 .66307 .32315 Mtetra .87 .994 .805 r .63784 .3485 .63688 .35554 .64947 .34337 .6505 .33605 Mtetra .861 .995 .814 r .62508 .36049 .62421 .36726 .63688 .35554 .63784 .3485 Mtetra .851 .996 .824 r .61223 .37203 .61144 .37854 .62421 .36726 .62508 .36049 Mtetra .841 .997 .833 r .5993 .38313 .59859 .38938 .61144 .37854 .61223 .37203 Mtetra .83 .997 .842 r .58628 .39377 .58566 .39979 .59859 .38938 .5993 .38313 Mtetra .819 .997 .852 r .57319 .40398 .57266 .40976 .58566 .39979 .58628 .39377 Mtetra .807 .996 .861 r .56003 .41375 .55959 .41932 .57266 .40976 .57319 .40398 Mtetra .795 .995 .869 r .54679 .42309 .54645 .42845 .55959 .41932 .56003 .41375 Mtetra .782 .993 .878 r .5335 .43201 .53325 .43718 .54645 .42845 .54679 .42309 Mtetra .769 .991 .886 r .52014 .44052 .51999 .4455 .53325 .43718 .5335 .43201 Mtetra .756 .989 .894 r .50673 .44862 .50668 .45343 .51999 .4455 .52014 .44052 Mtetra .352 .677 .977 r .17409 .36662 .17647 .37239 .18941 .37587 .18712 .3701 Mtetra .335 .662 .973 r .18712 .3701 .18941 .37587 .20235 .37968 .20016 .3739 Mtetra .315 .645 .968 r .20016 .3739 .20235 .37968 .21529 .38387 .21319 .37807 Mtetra .293 .625 .961 r .21319 .37807 .21529 .38387 .22822 .38849 .22622 .38268 Mtetra .266 .602 .952 r .22622 .38268 .22822 .38849 .24116 .39361 .23925 .38779 Mtetra .234 .574 .941 r .23925 .38779 .24116 .39361 .25409 .39934 .25227 .39351 Mtetra .197 .539 .927 r .25227 .39351 .25409 .39934 .26701 .40579 .2653 .39995 Mtetra .151 .497 .907 r .2653 .39995 .26701 .40579 .27993 .41315 .27831 .40728 Mtetra .095 .443 .879 r .27831 .40728 .27993 .41315 .29284 .42166 .29132 .41576 Mtetra .023 .372 .84 r .29132 .41576 .29284 .42166 .30573 .43173 .30431 .42578 Mtetra 0 .276 .78 r .30431 .42578 .30573 .43173 .31859 .44408 .31726 .43802 Mtetra 0 .137 .683 r .31726 .43802 .31859 .44408 .33137 .46025 .33015 .45395 Mtetra 0 0 .495 r .33015 .45395 .33137 .46025 .34391 .48595 .34281 .47849 Mtetra 0 0 .414 r .34281 .47849 .34391 .48595 .35651 .5145 .35536 .51092 Mtetra .606 .938 .95 r .35536 .51092 .35651 .5145 .37031 .51003 .36928 .50638 Mtetra .619 .944 .947 r .36928 .50638 .37031 .51003 .38409 .5053 .38317 .50156 Mtetra .633 .949 .943 r .38317 .50156 .38409 .5053 .39785 .5003 .39704 .49646 Mtetra .647 .955 .94 r .39704 .49646 .39785 .5003 .41158 .495 .41089 .49106 Mtetra .661 .96 .935 r .41089 .49106 .41158 .495 .42528 .4894 .4247 .48534 Mtetra .675 .966 .93 r .4247 .48534 .42528 .4894 .43896 .48347 .43848 .4793 Mtetra .689 .97 .925 r .43848 .4793 .43896 .48347 .45259 .47722 .45222 .47292 Mtetra .704 .975 .919 r .45222 .47292 .45259 .47722 .46619 .47062 .46593 .46618 Mtetra .718 .979 .913 r .46593 .46618 .46619 .47062 .47975 .46366 .47959 .45907 Mtetra .732 .983 .906 r .47959 .45907 .47975 .46366 .49326 .45633 .49321 .45158 Mtetra .746 .986 .899 r .49321 .45158 .49326 .45633 .50673 .44862 .50678 .4437 Mtetra .518 .816 .999 r .80721 .29642 .80492 .30156 .8179 .30156 .82029 .29642 Mtetra .79414 .29642 .79195 .30156 .80492 .30156 .80721 .29642 Mtetra .78107 .29642 .77897 .30156 .79195 .30156 .79414 .29642 Mtetra .76799 .29642 .766 .30156 .77897 .30156 .78107 .29642 Mtetra .75492 .29642 .75302 .30156 .766 .30156 .76799 .29642 Mtetra .74185 .29642 .74004 .30156 .75302 .30156 .75492 .29642 Mtetra .72878 .29642 .72707 .30156 .74004 .30156 .74185 .29642 Mtetra .7157 .29642 .71409 .30156 .72707 .30156 .72878 .29642 Mtetra .70263 .29642 .70112 .30156 .71409 .30156 .7157 .29642 Mtetra .68956 .29642 .68814 .30156 .70112 .30156 .70263 .29642 Mtetra .771 .906 .934 r .67671 .30161 .67553 .3098 .68814 .30156 .68956 .29642 Mtetra .892 .988 .782 r .66418 .31528 .66307 .32315 .67553 .3098 .67671 .30161 Mtetra .884 .991 .792 r .65155 .32849 .6505 .33605 .66307 .32315 .66418 .31528 Mtetra .875 .993 .801 r .63881 .34124 .63784 .3485 .6505 .33605 .65155 .32849 Mtetra .866 .994 .811 r .62597 .35352 .62508 .36049 .63784 .3485 .63881 .34124 Mtetra .856 .996 .82 r .61304 .36534 .61223 .37203 .62508 .36049 .62597 .35352 Mtetra .846 .996 .83 r .60002 .37669 .5993 .38313 .61223 .37203 .61304 .36534 Mtetra .835 .997 .839 r .58691 .38759 .58628 .39377 .5993 .38313 .60002 .37669 Mtetra .823 .997 .849 r .57373 .39803 .57319 .40398 .58628 .39377 .58691 .38759 Mtetra .812 .996 .858 r .56047 .40803 .56003 .41375 .57319 .40398 .57373 .39803 Mtetra .799 .995 .867 r .54714 .41759 .54679 .42309 .56003 .41375 .56047 .40803 Mtetra .787 .994 .875 r .53375 .42672 .5335 .43201 .54679 .42309 .54714 .41759 Mtetra .773 .992 .884 r .52029 .43542 .52014 .44052 .5335 .43201 .53375 .42672 Mtetra .76 .989 .892 r .50678 .4437 .50673 .44862 .52014 .44052 .52029 .43542 Mtetra .355 .678 .978 r .17166 .36077 .17409 .36662 .18712 .3701 .1848 .36423 Mtetra .338 .664 .974 r .1848 .36423 .18712 .3701 .20016 .3739 .19793 .36802 Mtetra .318 .647 .968 r .19793 .36802 .20016 .3739 .21319 .37807 .21106 .37218 Mtetra .295 .627 .962 r .21106 .37218 .21319 .37807 .22622 .38268 .22419 .37678 Mtetra .269 .604 .953 r .22419 .37678 .22622 .38268 .23925 .38779 .23731 .38188 Mtetra .237 .576 .942 r .23731 .38188 .23925 .38779 .25227 .39351 .25043 .38758 Mtetra .2 .542 .928 r .25043 .38758 .25227 .39351 .2653 .39995 .26355 .39401 Mtetra .155 .5 .908 r .26355 .39401 .2653 .39995 .27831 .40728 .27667 .40133 Mtetra .099 .447 .881 r .27667 .40133 .27831 .40728 .29132 .41576 .28977 .40978 Mtetra .029 .377 .842 r .28977 .40978 .29132 .41576 .30431 .42578 .30285 .41975 Mtetra 0 .283 .785 r .30285 .41975 .30431 .42578 .31726 .43802 .31591 .4319 Mtetra 0 .148 .691 r .31591 .4319 .31726 .43802 .33015 .45395 .3289 .4476 Mtetra 0 0 .515 r .3289 .4476 .33015 .45395 .34281 .47849 .34169 .4712 Mtetra 0 0 .359 r .34169 .4712 .34281 .47849 .35536 .51092 .35421 .50729 Mtetra .608 .939 .949 r .35421 .50729 .35536 .51092 .36928 .50638 .36824 .50266 Mtetra .621 .945 .946 r .36824 .50266 .36928 .50638 .38317 .50156 .38224 .49775 Mtetra .635 .951 .943 r .38224 .49775 .38317 .50156 .39704 .49646 .39623 .49255 Mtetra .649 .956 .939 r .39623 .49255 .39704 .49646 .41089 .49106 .41018 .48704 Mtetra .664 .962 .934 r .41018 .48704 .41089 .49106 .4247 .48534 .4241 .48121 Mtetra .678 .967 .929 r .4241 .48121 .4247 .48534 .43848 .4793 .438 .47504 Mtetra .693 .972 .924 r .438 .47504 .43848 .4793 .45222 .47292 .45185 .46852 Mtetra .707 .976 .918 r .45185 .46852 .45222 .47292 .46593 .46618 .46566 .46164 Mtetra .722 .98 .911 r .46566 .46164 .46593 .46618 .47959 .45907 .47943 .45437 Mtetra .736 .984 .904 r .47943 .45437 .47959 .45907 .49321 .45158 .49316 .44672 Mtetra .751 .987 .897 r .49316 .44672 .49321 .45158 .50678 .4437 .50683 .43866 Mtetra .518 .816 .999 r .80954 .2912 .80721 .29642 .82029 .29642 .82271 .2912 Mtetra .79637 .2912 .79414 .29642 .80721 .29642 .80954 .2912 Mtetra .78319 .2912 .78107 .29642 .79414 .29642 .79637 .2912 Mtetra .77002 .2912 .76799 .29642 .78107 .29642 .78319 .2912 Mtetra .75685 .2912 .75492 .29642 .76799 .29642 .77002 .2912 Mtetra .74368 .2912 .74185 .29642 .75492 .29642 .75685 .2912 Mtetra .73051 .2912 .72878 .29642 .74185 .29642 .74368 .2912 Mtetra .71734 .2912 .7157 .29642 .72878 .29642 .73051 .2912 Mtetra .70416 .2912 .70263 .29642 .7157 .29642 .71734 .2912 Mtetra .69099 .2912 .68956 .29642 .70263 .29642 .70416 .2912 Mtetra .687 .828 .951 r .67791 .29314 .67671 .30161 .68956 .29642 .69099 .2912 Mtetra .897 .987 .778 r .66531 .30715 .66418 .31528 .67671 .30161 .67791 .29314 Mtetra .889 .989 .788 r .6526 .32068 .65155 .32849 .66418 .31528 .66531 .30715 Mtetra .88 .992 .797 r .63978 .33374 .63881 .34124 .65155 .32849 .6526 .32068 Mtetra .871 .993 .807 r .62686 .34632 .62597 .35352 .63881 .34124 .63978 .33374 Mtetra .861 .995 .817 r .61385 .35843 .61304 .36534 .62597 .35352 .62686 .34632 Mtetra .85 .996 .826 r .60074 .37006 .60002 .37669 .61304 .36534 .61385 .35843 Mtetra .84 .996 .836 r .58755 .38122 .58691 .38759 .60002 .37669 .60074 .37006 Mtetra .828 .997 .845 r .57427 .39192 .57373 .39803 .58691 .38759 .58755 .38122 Mtetra .816 .996 .855 r .56092 .40215 .56047 .40803 .57373 .39803 .57427 .39192 Mtetra .804 .996 .864 r .5475 .41194 .54714 .41759 .56047 .40803 .56092 .40215 Mtetra .791 .994 .873 r .534 .42128 .53375 .42672 .54714 .41759 .5475 .41194 Mtetra .778 .992 .881 r .52045 .43018 .52029 .43542 .53375 .42672 .534 .42128 Mtetra .764 .99 .889 r .50683 .43866 .50678 .4437 .52029 .43542 .52045 .43018 Mtetra .357 .68 .978 r .1692 .35482 .17166 .36077 .1848 .36423 .18244 .35827 Mtetra .34 .666 .974 r .18244 .35827 .1848 .36423 .19793 .36802 .19567 .36205 Mtetra .321 .649 .969 r .19567 .36205 .19793 .36802 .21106 .37218 .20889 .3662 Mtetra .298 .629 .962 r .20889 .3662 .21106 .37218 .22419 .37678 .22212 .37078 Mtetra .272 .606 .954 r .22212 .37078 .22419 .37678 .23731 .38188 .23535 .37588 Mtetra .241 .578 .943 r .23535 .37588 .23731 .38188 .25043 .38758 .24857 .38157 Mtetra .204 .545 .929 r .24857 .38157 .25043 .38758 .26355 .39401 .26178 .38798 Mtetra .159 .503 .91 r .26178 .38798 .26355 .39401 .27667 .40133 .275 .39528 Mtetra .103 .45 .883 r .275 .39528 .27667 .40133 .28977 .40978 .2882 .40371 Mtetra .034 .382 .845 r .2882 .40371 .28977 .40978 .30285 .41975 .30138 .41363 Mtetra 0 .29 .789 r .30138 .41363 .30285 .41975 .31591 .4319 .31454 .4257 Mtetra 0 .158 .699 r .31454 .4257 .31591 .4319 .3289 .4476 .32763 .4412 Mtetra 0 0 .533 r .32763 .4412 .3289 .4476 .34169 .4712 .34055 .46403 Mtetra 0 0 .315 r .34055 .46403 .34169 .4712 .35421 .50729 .35303 .5036 Mtetra .61 .94 .948 r .35303 .5036 .35421 .50729 .36824 .50266 .36717 .49888 Mtetra .624 .946 .945 r .36717 .49888 .36824 .50266 .38224 .49775 .3813 .49388 Mtetra .638 .952 .942 r .3813 .49388 .38224 .49775 .39623 .49255 .39539 .48857 Mtetra .652 .957 .937 r .39539 .48857 .39623 .49255 .41018 .48704 .40946 .48295 Mtetra .667 .963 .933 r .40946 .48295 .41018 .48704 .4241 .48121 .4235 .477 Mtetra .682 .968 .928 r .4235 .477 .4241 .48121 .438 .47504 .4375 .4707 Mtetra .697 .973 .922 r .4375 .4707 .438 .47504 .45185 .46852 .45147 .46403 Mtetra .711 .977 .916 r .45147 .46403 .45185 .46852 .46566 .46164 .46539 .45699 Mtetra .726 .981 .909 r .46539 .45699 .46566 .46164 .47943 .45437 .47927 .44957 Mtetra .741 .985 .902 r .47927 .44957 .47943 .45437 .49316 .44672 .4931 .44173 Mtetra .755 .988 .895 r .4931 .44173 .49316 .44672 .50683 .43866 .50688 .43349 Mtetra .518 .816 .999 r .8119 .28589 .80954 .2912 .82271 .2912 .82517 .28589 Mtetra .79863 .28589 .79637 .2912 .80954 .2912 .8119 .28589 Mtetra .78535 .28589 .78319 .2912 .79637 .2912 .79863 .28589 Mtetra .77208 .28589 .77002 .2912 .78319 .2912 .78535 .28589 Mtetra .75881 .28589 .75685 .2912 .77002 .2912 .77208 .28589 Mtetra .74554 .28589 .74368 .2912 .75685 .2912 .75881 .28589 Mtetra .73227 .28589 .73051 .2912 .74368 .2912 .74554 .28589 Mtetra .71899 .28589 .71734 .2912 .73051 .2912 .73227 .28589 Mtetra .70572 .28589 .70416 .2912 .71734 .2912 .71899 .28589 Mtetra .69245 .28589 .69099 .2912 .70416 .2912 .70572 .28589 Mtetra .597 .797 .976 r .67918 .28589 .67791 .29314 .69099 .2912 .69245 .28589 Mtetra .891 .984 .808 r .66644 .29872 .66531 .30715 .67791 .29314 .67918 .28589 Mtetra .893 .988 .783 r .65365 .3126 .6526 .32068 .66531 .30715 .66644 .29872 Mtetra .885 .99 .793 r .64076 .32599 .63978 .33374 .6526 .32068 .65365 .3126 Mtetra .875 .992 .803 r .62776 .33888 .62686 .34632 .63978 .33374 .64076 .32599 Mtetra .866 .994 .813 r .61467 .35129 .61385 .35843 .62686 .34632 .62776 .33888 Mtetra .855 .995 .823 r .60147 .36322 .60074 .37006 .61385 .35843 .61467 .35129 Mtetra .845 .996 .832 r .58819 .37466 .58755 .38122 .60074 .37006 .60147 .36322 Mtetra .833 .997 .842 r .57482 .38562 .57427 .39192 .58755 .38122 .58819 .37466 Mtetra .821 .996 .852 r .56138 .39611 .56092 .40215 .57427 .39192 .57482 .38562 Mtetra .809 .996 .861 r .54785 .40613 .5475 .41194 .56092 .40215 .56138 .39611 Mtetra .796 .995 .87 r .53426 .41569 .534 .42128 .5475 .41194 .54785 .40613 Mtetra .783 .993 .878 r .5206 .42481 .52045 .43018 .534 .42128 .53426 .41569 Mtetra .769 .991 .887 r .50688 .43349 .50683 .43866 .52045 .43018 .5206 .42481 Mtetra .36 .682 .979 r .16671 .34877 .1692 .35482 .18244 .35827 .18004 .35221 Mtetra .343 .667 .975 r .18004 .35221 .18244 .35827 .19567 .36205 .19337 .35597 Mtetra .323 .651 .97 r .19337 .35597 .19567 .36205 .20889 .3662 .2067 .36012 Mtetra .301 .631 .963 r .2067 .36012 .20889 .3662 .22212 .37078 .22003 .36469 Mtetra .275 .608 .955 r .22003 .36469 .22212 .37078 .23535 .37588 .23335 .36977 Mtetra .244 .581 .944 r .23335 .36977 .23535 .37588 .24857 .38157 .24667 .37545 Mtetra .207 .547 .93 r .24667 .37545 .24857 .38157 .26178 .38798 .25999 .38185 Mtetra .162 .506 .911 r .25999 .38185 .26178 .38798 .275 .39528 .2733 .38914 Mtetra .107 .454 .885 r .2733 .38914 .275 .39528 .2882 .40371 .2866 .39754 Mtetra .039 .387 .848 r .2866 .39754 .2882 .40371 .30138 .41363 .29989 .40743 Mtetra 0 .296 .793 r .29989 .40743 .30138 .41363 .31454 .4257 .31314 .41942 Mtetra 0 .168 .705 r .31314 .41942 .31454 .4257 .32763 .4412 .32634 .43475 Mtetra 0 0 .548 r .32634 .43475 .32763 .4412 .34055 .46403 .33938 .45693 Mtetra 0 0 .278 r .33938 .45693 .34055 .46403 .35303 .5036 .35183 .49985 Mtetra .612 .941 .948 r .35183 .49985 .35303 .5036 .36717 .49888 .36609 .49504 Mtetra .626 .947 .944 r .36609 .49504 .36717 .49888 .3813 .49388 .38034 .48993 Mtetra .641 .953 .941 r .38034 .48993 .3813 .49388 .39539 .48857 .39455 .48452 Mtetra .655 .959 .936 r .39455 .48452 .39539 .48857 .40946 .48295 .40874 .47878 Mtetra .67 .964 .932 r .40874 .47878 .40946 .48295 .4235 .477 .42289 .4727 Mtetra .685 .969 .926 r .42289 .4727 .4235 .477 .4375 .4707 .43701 .46626 Mtetra .7 .974 .921 r .43701 .46626 .4375 .4707 .45147 .46403 .45108 .45944 Mtetra .716 .978 .914 r .45108 .45944 .45147 .46403 .46539 .45699 .46512 .45224 Mtetra .73 .982 .907 r .46512 .45224 .46539 .45699 .47927 .44957 .47911 .44464 Mtetra .745 .986 .9 r .47911 .44464 .47927 .44957 .4931 .44173 .49305 .43662 Mtetra .76 .989 .892 r .49305 .43662 .4931 .44173 .50688 .43349 .50694 .42818 Mtetra .518 .816 .999 r .8143 .28051 .8119 .28589 .82517 .28589 .82767 .28051 Mtetra .80092 .28051 .79863 .28589 .8119 .28589 .8143 .28051 Mtetra .78755 .28051 .78535 .28589 .79863 .28589 .80092 .28051 Mtetra .77417 .28051 .77208 .28589 .78535 .28589 .78755 .28051 Mtetra .7608 .28051 .75881 .28589 .77208 .28589 .77417 .28051 Mtetra .74743 .28051 .74554 .28589 .75881 .28589 .7608 .28051 Mtetra .73405 .28051 .73227 .28589 .74554 .28589 .74743 .28051 Mtetra .72068 .28051 .71899 .28589 .73227 .28589 .73405 .28051 Mtetra .7073 .28051 .70572 .28589 .71899 .28589 .72068 .28051 Mtetra .69393 .28051 .69245 .28589 .70572 .28589 .7073 .28051 Mtetra .68055 .28051 .67918 .28589 .69245 .28589 .69393 .28051 Mtetra .854 .96 .874 r .66758 .28999 .66644 .29872 .67918 .28589 .68055 .28051 Mtetra .898 .986 .779 r .65472 .30423 .65365 .3126 .66644 .29872 .66758 .28999 Mtetra .89 .989 .789 r .64175 .31796 .64076 .32599 .65365 .3126 .65472 .30423 Mtetra .88 .991 .799 r .62867 .33119 .62776 .33888 .64076 .32599 .64175 .31796 Mtetra .871 .993 .809 r .61549 .34392 .61467 .35129 .62776 .33888 .62867 .33119 Mtetra .861 .995 .819 r .60221 .35615 .60147 .36322 .61467 .35129 .61549 .34392 Mtetra .85 .996 .829 r .58884 .36788 .58819 .37466 .60147 .36322 .60221 .35615 Mtetra .838 .996 .839 r .57538 .37912 .57482 .38562 .58819 .37466 .58884 .36788 Mtetra .826 .996 .848 r .56184 .38987 .56138 .39611 .57482 .38562 .57538 .37912 Mtetra .814 .996 .858 r .54822 .40015 .54785 .40613 .56138 .39611 .56184 .38987 Mtetra .801 .995 .867 r .53452 .40995 .53426 .41569 .54785 .40613 .54822 .40015 Mtetra .788 .994 .876 r .52076 .41929 .5206 .42481 .53426 .41569 .53452 .40995 Mtetra .774 .992 .884 r .50694 .42818 .50688 .43349 .5206 .42481 .52076 .41929 Mtetra .362 .683 .979 r .16418 .34262 .16671 .34877 .18004 .35221 .17761 .34604 Mtetra .345 .669 .975 r .17761 .34604 .18004 .35221 .19337 .35597 .19104 .3498 Mtetra .326 .652 .97 r .19104 .3498 .19337 .35597 .2067 .36012 .20447 .35393 Mtetra .304 .633 .964 r .20447 .35393 .2067 .36012 .22003 .36469 .2179 .3585 Mtetra .278 .61 .956 r .2179 .3585 .22003 .36469 .23335 .36977 .23133 .36357 Mtetra .247 .583 .945 r .23133 .36357 .23335 .36977 .24667 .37545 .24475 .36924 Mtetra .21 .55 .931 r .24475 .36924 .24667 .37545 .25999 .38185 .25817 .37563 Mtetra .166 .509 .913 r .25817 .37563 .25999 .38185 .2733 .38914 .27158 .3829 Mtetra .111 .458 .887 r .27158 .3829 .2733 .38914 .2866 .39754 .28498 .39129 Mtetra .043 .391 .85 r .28498 .39129 .2866 .39754 .29989 .40743 .29837 .40114 Mtetra 0 .302 .797 r .29837 .40114 .29989 .40743 .31314 .41942 .31173 .41307 Mtetra 0 .177 .712 r .31173 .41307 .31314 .41942 .32634 .43475 .32503 .42824 Mtetra 0 0 .562 r .32503 .42824 .32634 .43475 .33938 .45693 .33818 .44987 Mtetra 0 0 .248 r .33818 .44987 .33938 .45693 .35183 .49985 .35061 .49604 Mtetra .614 .942 .947 r .35061 .49604 .35183 .49985 .36609 .49504 .365 .49113 Mtetra .629 .948 .943 r .365 .49113 .36609 .49504 .38034 .48993 .37936 .48592 Mtetra .644 .954 .94 r .37936 .48592 .38034 .48993 .39455 .48452 .39369 .48039 Mtetra .659 .96 .935 r .39369 .48039 .39455 .48452 .40874 .47878 .408 .47452 Mtetra .674 .965 .93 r .408 .47452 .40874 .47878 .42289 .4727 .42227 .4683 Mtetra .689 .971 .925 r .42227 .4683 .42289 .4727 .43701 .46626 .4365 .46172 Mtetra .705 .975 .919 r .4365 .46172 .43701 .46626 .45108 .45944 .45069 .45475 Mtetra .72 .98 .912 r .45069 .45475 .45108 .45944 .46512 .45224 .46484 .44738 Mtetra .735 .984 .905 r .46484 .44738 .46512 .45224 .47911 .44464 .47895 .43959 Mtetra .75 .987 .898 r .47895 .43959 .47911 .44464 .49305 .43662 .493 .43138 Mtetra .765 .99 .89 r .493 .43138 .49305 .43662 .50694 .42818 .50699 .42273 Mtetra .518 .816 .999 r .81673 .27504 .8143 .28051 .82767 .28051 .83021 .27504 Mtetra .80325 .27504 .80092 .28051 .8143 .28051 .81673 .27504 Mtetra .78978 .27504 .78755 .28051 .80092 .28051 .80325 .27504 Mtetra .7763 .27504 .77417 .28051 .78755 .28051 .78978 .27504 Mtetra .76282 .27504 .7608 .28051 .77417 .28051 .7763 .27504 Mtetra .74934 .27504 .74743 .28051 .7608 .28051 .76282 .27504 Mtetra .73586 .27504 .73405 .28051 .74743 .28051 .74934 .27504 Mtetra .72239 .27504 .72068 .28051 .73405 .28051 .73586 .27504 Mtetra .70891 .27504 .7073 .28051 .72068 .28051 .72239 .27504 Mtetra .69543 .27504 .69393 .28051 .7073 .28051 .70891 .27504 Mtetra .68195 .27504 .68055 .28051 .69393 .28051 .69543 .27504 Mtetra .789 .907 .923 r .66872 .28093 .66758 .28999 .68055 .28051 .68195 .27504 Mtetra .903 .984 .775 r .6558 .29555 .65472 .30423 .66758 .28999 .66872 .28093 Mtetra .895 .987 .785 r .64275 .30964 .64175 .31796 .65472 .30423 .6558 .29555 Mtetra .886 .99 .795 r .62959 .32323 .62867 .33119 .64175 .31796 .64275 .30964 Mtetra .876 .992 .805 r .61633 .33629 .61549 .34392 .62867 .33119 .62959 .32323 Mtetra .866 .994 .815 r .60296 .34884 .60221 .35615 .61549 .34392 .61633 .33629 Mtetra .855 .995 .825 r .5895 .36088 .58884 .36788 .60221 .35615 .60296 .34884 Mtetra .844 .996 .835 r .57595 .37242 .57538 .37912 .58884 .36788 .5895 .36088 Mtetra .832 .996 .845 r .56231 .38345 .56184 .38987 .57538 .37912 .57595 .37242 Mtetra .819 .996 .854 r .54858 .39399 .54822 .40015 .56184 .38987 .56231 .38345 Mtetra .806 .995 .864 r .53479 .40404 .53452 .40995 .54822 .40015 .54858 .39399 Mtetra .793 .994 .873 r .52092 .41362 .52076 .41929 .53452 .40995 .53479 .40404 Mtetra .779 .992 .882 r .50699 .42273 .50694 .42818 .52076 .41929 .52092 .41362 Mtetra .365 .685 .979 r .16161 .33636 .16418 .34262 .17761 .34604 .17514 .33978 Mtetra .348 .671 .975 r .17514 .33978 .17761 .34604 .19104 .3498 .18868 .34352 Mtetra .329 .654 .971 r .18868 .34352 .19104 .3498 .20447 .35393 .20221 .34764 Mtetra .307 .635 .964 r .20221 .34764 .20447 .35393 .2179 .3585 .21574 .3522 Mtetra .281 .613 .956 r .21574 .3522 .2179 .3585 .23133 .36357 .22927 .35726 Mtetra .25 .585 .946 r .22927 .35726 .23133 .36357 .24475 .36924 .2428 .36292 Mtetra .214 .553 .932 r .2428 .36292 .24475 .36924 .25817 .37563 .25632 .3693 Mtetra .169 .512 .914 r .25632 .3693 .25817 .37563 .27158 .3829 .26983 .37656 Mtetra .115 .461 .889 r .26983 .37656 .27158 .3829 .28498 .39129 .28334 .38493 Mtetra .048 .395 .853 r .28334 .38493 .28498 .39129 .29837 .40114 .29683 .39476 Mtetra 0 .307 .8 r .29683 .39476 .29837 .40114 .31173 .41307 .31029 .40664 Mtetra 0 .185 .718 r .31029 .40664 .31173 .41307 .32503 .42824 .3237 .42167 Mtetra 0 0 .574 r .3237 .42167 .32503 .42824 .33818 .44987 .33697 .44283 Mtetra 0 0 .222 r .33697 .44283 .33818 .44987 .35061 .49604 .34937 .49216 Mtetra .617 .944 .946 r .34937 .49216 .35061 .49604 .365 .49113 .36388 .48715 Mtetra .632 .95 .942 r .36388 .48715 .365 .49113 .37936 .48592 .37837 .48182 Mtetra .647 .956 .938 r .37837 .48182 .37936 .48592 .39369 .48039 .39282 .47617 Mtetra .662 .961 .934 r .39282 .47617 .39369 .48039 .408 .47452 .40724 .47018 Mtetra .678 .967 .929 r .40724 .47018 .408 .47452 .42227 .4683 .42163 .46382 Mtetra .693 .972 .923 r .42163 .46382 .42227 .4683 .4365 .46172 .43599 .45708 Mtetra .709 .977 .917 r .43599 .45708 .4365 .46172 .45069 .45475 .4503 .44994 Mtetra .724 .981 .91 r .4503 .44994 .45069 .45475 .46484 .44738 .46456 .44239 Mtetra .74 .985 .903 r .46456 .44239 .46484 .44738 .47895 .43959 .47878 .43442 Mtetra .755 .988 .896 r .47878 .43442 .47895 .43959 .493 .43138 .49294 .426 Mtetra .77 .991 .887 r .49294 .426 .493 .43138 .50699 .42273 .50704 .41712 Mtetra .518 .816 .999 r .8192 .26949 .81673 .27504 .83021 .27504 .83279 .26949 Mtetra .80562 .26949 .80325 .27504 .81673 .27504 .8192 .26949 Mtetra .79204 .26949 .78978 .27504 .80325 .27504 .80562 .26949 Mtetra .77845 .26949 .7763 .27504 .78978 .27504 .79204 .26949 Mtetra .76487 .26949 .76282 .27504 .7763 .27504 .77845 .26949 Mtetra .75129 .26949 .74934 .27504 .76282 .27504 .76487 .26949 Mtetra .7377 .26949 .73586 .27504 .74934 .27504 .75129 .26949 Mtetra .72412 .26949 .72239 .27504 .73586 .27504 .7377 .26949 Mtetra .71054 .26949 .70891 .27504 .72239 .27504 .72412 .26949 Mtetra .69696 .26949 .69543 .27504 .70891 .27504 .71054 .26949 Mtetra .68337 .26949 .68195 .27504 .69543 .27504 .69696 .26949 Mtetra .695 .821 .943 r .66988 .27151 .66872 .28093 .68195 .27504 .68337 .26949 Mtetra .908 .982 .77 r .65688 .28653 .6558 .29555 .66872 .28093 .66988 .27151 Mtetra .9 .985 .78 r .64376 .30101 .64275 .30964 .6558 .29555 .65688 .28653 Mtetra .891 .988 .79 r .63052 .31497 .62959 .32323 .64275 .30964 .64376 .30101 Mtetra .881 .99 .8 r .61717 .32839 .61633 .33629 .62959 .32323 .63052 .31497 Mtetra .871 .993 .811 r .60372 .34128 .60296 .34884 .61633 .33629 .61717 .32839 Mtetra .861 .994 .821 r .59016 .35365 .5895 .36088 .60296 .34884 .60372 .34128 Mtetra .849 .995 .831 r .57651 .36549 .57595 .37242 .5895 .36088 .59016 .35365 Mtetra .837 .996 .841 r .56278 .37682 .56231 .38345 .57595 .37242 .57651 .36549 Mtetra .825 .996 .851 r .54896 .38764 .54858 .39399 .56231 .38345 .56278 .37682 Mtetra .812 .996 .86 r .53506 .39795 .53479 .40404 .54858 .39399 .54896 .38764 Mtetra .798 .995 .87 r .52108 .40778 .52092 .41362 .53479 .40404 .53506 .39795 Mtetra .784 .993 .879 r .50704 .41712 .50699 .42273 .52092 .41362 .52108 .40778 Mtetra .367 .686 .98 r .159 .33 .16161 .33636 .17514 .33978 .17264 .33341 Mtetra .351 .672 .976 r .17264 .33341 .17514 .33978 .18868 .34352 .18628 .33714 Mtetra .332 .656 .971 r .18628 .33714 .18868 .34352 .20221 .34764 .19992 .34125 Mtetra .31 .637 .965 r .19992 .34125 .20221 .34764 .21574 .3522 .21355 .3458 Mtetra .284 .615 .957 r .21355 .3458 .21574 .3522 .22927 .35726 .22718 .35085 Mtetra .253 .588 .947 r .22718 .35085 .22927 .35726 .2428 .36292 .24081 .3565 Mtetra .217 .555 .933 r .24081 .3565 .2428 .36292 .25632 .3693 .25444 .36287 Mtetra .173 .515 .915 r .25444 .36287 .25632 .3693 .26983 .37656 .26806 .37012 Mtetra .119 .464 .89 r .26806 .37012 .26983 .37656 .28334 .38493 .28167 .37848 Mtetra .052 .399 .855 r .28167 .37848 .28334 .38493 .29683 .39476 .29526 .38829 Mtetra 0 .312 .803 r .29526 .38829 .29683 .39476 .31029 .40664 .30883 .40011 Mtetra 0 .192 .723 r .30883 .40011 .31029 .40664 .3237 .42167 .32235 .41504 Mtetra 0 .011 .585 r .32235 .41504 .3237 .42167 .33697 .44283 .33573 .4358 Mtetra 0 0 .2 r .33573 .4358 .33697 .44283 .34937 .49216 .34812 .48821 Mtetra .619 .945 .945 r .34812 .48821 .34937 .49216 .36388 .48715 .36275 .48309 Mtetra .634 .951 .941 r .36275 .48309 .36388 .48715 .37837 .48182 .37736 .47765 Mtetra .65 .957 .937 r .37736 .47765 .37837 .48182 .39282 .47617 .39193 .47187 Mtetra .666 .963 .933 r .39193 .47187 .39282 .47617 .40724 .47018 .40648 .46574 Mtetra .681 .968 .927 r .40648 .46574 .40724 .47018 .42163 .46382 .42099 .45923 Mtetra .697 .973 .922 r .42099 .45923 .42163 .46382 .43599 .45708 .43546 .45233 Mtetra .713 .978 .915 r .43546 .45233 .43599 .45708 .4503 .44994 .44989 .44501 Mtetra .729 .982 .908 r .44989 .44501 .4503 .44994 .46456 .44239 .46428 .43728 Mtetra .745 .986 .901 r .46428 .43728 .46456 .44239 .47878 .43442 .47861 .4291 Mtetra .76 .989 .893 r .47861 .4291 .47878 .43442 .49294 .426 .49288 .42046 Mtetra .775 .991 .885 r .49288 .42046 .49294 .426 .50704 .41712 .5071 .41135 Mtetra .518 .816 .999 r .82172 .26385 .8192 .26949 .83279 .26949 .83541 .26385 Mtetra .80803 .26385 .80562 .26949 .8192 .26949 .82172 .26385 Mtetra .79434 .26385 .79204 .26949 .80562 .26949 .80803 .26385 Mtetra .78065 .26385 .77845 .26949 .79204 .26949 .79434 .26385 Mtetra .76696 .26385 .76487 .26949 .77845 .26949 .78065 .26385 Mtetra .75327 .26385 .75129 .26949 .76487 .26949 .76696 .26385 Mtetra .73958 .26385 .7377 .26949 .75129 .26949 .75327 .26385 Mtetra .72589 .26385 .72412 .26949 .7377 .26949 .73958 .26385 Mtetra .7122 .26385 .71054 .26949 .72412 .26949 .72589 .26385 Mtetra .69851 .26385 .69696 .26949 .71054 .26949 .7122 .26385 Mtetra .68482 .26385 .68337 .26949 .69696 .26949 .69851 .26385 Mtetra .596 .797 .977 r .67113 .26385 .66988 .27151 .68337 .26949 .68482 .26385 Mtetra .899 .977 .808 r .65796 .27715 .65688 .28653 .66988 .27151 .67113 .26385 Mtetra .905 .983 .775 r .64477 .29204 .64376 .30101 .65688 .28653 .65796 .27715 Mtetra .896 .986 .786 r .63145 .30639 .63052 .31497 .64376 .30101 .64477 .29204 Mtetra .887 .989 .796 r .61802 .32019 .61717 .32839 .63052 .31497 .63145 .30639 Mtetra .877 .991 .806 r .60448 .33344 .60372 .34128 .61717 .32839 .61802 .32019 Mtetra .866 .993 .817 r .59083 .34615 .59016 .35365 .60372 .34128 .60448 .33344 Mtetra .855 .995 .827 r .57709 .35832 .57651 .36549 .59016 .35365 .59083 .34615 Mtetra .843 .996 .837 r .56325 .36996 .56278 .37682 .57651 .36549 .57709 .35832 Mtetra .831 .996 .847 r .54933 .38108 .54896 .38764 .56278 .37682 .56325 .36996 Mtetra .818 .996 .857 r .53533 .39167 .53506 .39795 .54896 .38764 .54933 .38108 Mtetra .804 .995 .867 r .52125 .40176 .52108 .40778 .53506 .39795 .53533 .39167 Mtetra .79 .993 .876 r .5071 .41135 .50704 .41712 .52108 .40778 .52125 .40176 Mtetra .37 .688 .98 r .15635 .32353 .159 .33 .17264 .33341 .1701 .32693 Mtetra .353 .674 .976 r .1701 .32693 .17264 .33341 .18628 .33714 .18384 .33065 Mtetra .334 .658 .972 r .18384 .33065 .18628 .33714 .19992 .34125 .19759 .33475 Mtetra .312 .639 .966 r .19759 .33475 .19992 .34125 .21355 .3458 .21133 .33928 Mtetra .287 .617 .958 r .21133 .33928 .21355 .3458 .22718 .35085 .22507 .34433 Mtetra .256 .59 .948 r .22507 .34433 .22718 .35085 .24081 .3565 .2388 .34997 Mtetra .22 .557 .934 r .2388 .34997 .24081 .3565 .25444 .36287 .25253 .35633 Mtetra .176 .517 .917 r .25253 .35633 .25444 .36287 .26806 .37012 .26626 .36358 Mtetra .123 .467 .892 r .26626 .36358 .26806 .37012 .28167 .37848 .27997 .37193 Mtetra .056 .403 .857 r .27997 .37193 .28167 .37848 .29526 .38829 .29367 .38172 Mtetra 0 .317 .806 r .29367 .38172 .29526 .38829 .30883 .40011 .30735 .39351 Mtetra 0 .199 .728 r .30735 .39351 .30883 .40011 .32235 .41504 .32097 .40833 Mtetra 0 .023 .594 r .32097 .40833 .32235 .41504 .33573 .4358 .33447 .42876 Mtetra 0 0 .269 r .33447 .42876 .33573 .4358 .34812 .48821 .34728 .4722 Mtetra .537 .579 .844 r .34728 .4722 .34812 .48821 .36275 .48309 .3616 .47896 Mtetra .638 .952 .94 r .3616 .47896 .36275 .48309 .37736 .47765 .37633 .4734 Mtetra .653 .958 .936 r .37633 .4734 .37736 .47765 .39193 .47187 .39103 .46749 Mtetra .669 .964 .931 r .39103 .46749 .39193 .47187 .40648 .46574 .40571 .4612 Mtetra .686 .97 .926 r .40571 .4612 .40648 .46574 .42099 .45923 .42034 .45454 Mtetra .702 .975 .92 r .42034 .45454 .42099 .45923 .43546 .45233 .43494 .44746 Mtetra .718 .979 .913 r .43494 .44746 .43546 .45233 .44989 .44501 .44949 .43997 Mtetra .734 .983 .906 r .44949 .43997 .44989 .44501 .46428 .43728 .46399 .43203 Mtetra .75 .987 .899 r .46399 .43203 .46428 .43728 .47861 .4291 .47844 .42363 Mtetra .766 .99 .89 r .47844 .42363 .47861 .4291 .49288 .42046 .49283 .41477 Mtetra .781 .992 .882 r .49283 .41477 .49288 .42046 .5071 .41135 .50716 .40541 Mtetra .518 .816 .999 r .82427 .25812 .82172 .26385 .83541 .26385 .83807 .25812 Mtetra .81047 .25812 .80803 .26385 .82172 .26385 .82427 .25812 Mtetra .79667 .25812 .79434 .26385 .80803 .26385 .81047 .25812 Mtetra .78287 .25812 .78065 .26385 .79434 .26385 .79667 .25812 Mtetra .76907 .25812 .76696 .26385 .78065 .26385 .78287 .25812 Mtetra .75527 .25812 .75327 .26385 .76696 .26385 .76907 .25812 Mtetra .74148 .25812 .73958 .26385 .75327 .26385 .75527 .25812 Mtetra .72768 .25812 .72589 .26385 .73958 .26385 .74148 .25812 Mtetra .71388 .25812 .7122 .26385 .72589 .26385 .72768 .25812 Mtetra .70008 .25812 .69851 .26385 .7122 .26385 .71388 .25812 Mtetra .68628 .25812 .68482 .26385 .69851 .26385 .70008 .25812 Mtetra .67248 .25812 .67113 .26385 .68482 .26385 .68628 .25812 Mtetra .852 .944 .879 r .65905 .26738 .65796 .27715 .67113 .26385 .67248 .25812 Mtetra .91 .981 .77 r .64579 .2827 .64477 .29204 .65796 .27715 .65905 .26738 Mtetra .902 .984 .781 r .63239 .29747 .63145 .30639 .64477 .29204 .64579 .2827 Mtetra .892 .987 .791 r .61887 .31166 .61802 .32019 .63145 .30639 .63239 .29747 Mtetra .883 .99 .802 r .60525 .3253 .60448 .33344 .61802 .32019 .61887 .31166 Mtetra .872 .992 .812 r .59151 .33838 .59083 .34615 .60448 .33344 .60525 .3253 Mtetra .861 .994 .823 r .57767 .3509 .57709 .35832 .59083 .34615 .59151 .33838 Mtetra .849 .995 .833 r .56374 .36287 .56325 .36996 .57709 .35832 .57767 .3509 Mtetra .837 .996 .843 r .54971 .3743 .54933 .38108 .56325 .36996 .56374 .36287 Mtetra .823 .996 .853 r .5356 .38519 .53533 .39167 .54933 .38108 .54971 .3743 Mtetra .81 .995 .863 r .52142 .39556 .52125 .40176 .53533 .39167 .5356 .38519 Mtetra .795 .994 .873 r .50716 .40541 .5071 .41135 .52125 .40176 .52142 .39556 Mtetra .372 .689 .981 r .15366 .31695 .15635 .32353 .1701 .32693 .16751 .32033 Mtetra .356 .675 .977 r .16751 .32033 .1701 .32693 .18384 .33065 .18137 .32404 Mtetra .337 .659 .972 r .18137 .32404 .18384 .33065 .19759 .33475 .19522 .32813 Mtetra .315 .641 .966 r .19522 .32813 .19759 .33475 .21133 .33928 .20907 .33266 Mtetra .29 .619 .958 r .20907 .33266 .21133 .33928 .22507 .34433 .22292 .33769 Mtetra .259 .592 .949 r .22292 .33769 .22507 .34433 .2388 .34997 .23676 .34333 Mtetra .223 .56 .935 r .23676 .34333 .2388 .34997 .25253 .35633 .2506 .34969 Mtetra .179 .52 .918 r .2506 .34969 .25253 .35633 .26626 .36358 .26443 .35692 Mtetra .126 .47 .893 r .26443 .35692 .26626 .36358 .27997 .37193 .27825 .36527 Mtetra .059 .406 .859 r .27825 .36527 .27997 .37193 .29367 .38172 .29206 .37505 Mtetra 0 .322 .809 r .29206 .37505 .29367 .38172 .30735 .39351 .30584 .38681 Mtetra 0 .205 .732 r .30584 .38681 .30735 .39351 .32097 .40833 .31957 .40155 Mtetra 0 .033 .603 r .31957 .40155 .32097 .40833 .33447 .42876 .33319 .4217 Mtetra 0 0 .315 r .33319 .4217 .33447 .42876 .34728 .4722 .34626 .46051 Mtetra .202 .374 .812 r .34626 .46051 .34728 .4722 .3616 .47896 .36043 .47475 Mtetra .641 .954 .939 r .36043 .47475 .3616 .47896 .37633 .4734 .37529 .46906 Mtetra .657 .96 .935 r .37529 .46906 .37633 .4734 .39103 .46749 .39012 .463 Mtetra .673 .966 .93 r .39012 .463 .39103 .46749 .40571 .4612 .40492 .45657 Mtetra .69 .971 .924 r .40492 .45657 .40571 .4612 .42034 .45454 .41968 .44973 Mtetra .707 .976 .918 r .41968 .44973 .42034 .45454 .43494 .44746 .4344 .44248 Mtetra .723 .98 .911 r .4344 .44248 .43494 .44746 .44949 .43997 .44907 .43478 Mtetra .739 .984 .904 r .44907 .43478 .44949 .43997 .46399 .43203 .46369 .42663 Mtetra .756 .988 .896 r .46369 .42663 .46399 .43203 .47844 .42363 .47826 .41801 Mtetra .771 .991 .887 r .47826 .41801 .47844 .42363 .49283 .41477 .49277 .4089 Mtetra .787 .993 .879 r .49277 .4089 .49283 .41477 .50716 .40541 .50721 .39929 Mtetra .518 .816 .999 r .82686 .2523 .82427 .25812 .83807 .25812 .84077 .2523 Mtetra .81295 .2523 .81047 .25812 .82427 .25812 .82686 .2523 Mtetra .79904 .2523 .79667 .25812 .81047 .25812 .81295 .2523 Mtetra .78513 .2523 .78287 .25812 .79667 .25812 .79904 .2523 Mtetra .77122 .2523 .76907 .25812 .78287 .25812 .78513 .2523 Mtetra .75731 .2523 .75527 .25812 .76907 .25812 .77122 .2523 Mtetra .74341 .2523 .74148 .25812 .75527 .25812 .75731 .2523 Mtetra .7295 .2523 .72768 .25812 .74148 .25812 .74341 .2523 Mtetra .71559 .2523 .71388 .25812 .72768 .25812 .7295 .2523 Mtetra .70168 .2523 .70008 .25812 .71388 .25812 .71559 .2523 Mtetra .68777 .2523 .68628 .25812 .70008 .25812 .70168 .2523 Mtetra .67386 .2523 .67248 .25812 .68628 .25812 .68777 .2523 Mtetra .769 .873 .924 r .66015 .25718 .65905 .26738 .67248 .25812 .67386 .2523 Mtetra .916 .978 .765 r .64681 .27296 .64579 .2827 .65905 .26738 .66015 .25718 Mtetra .907 .982 .776 r .63333 .28817 .63239 .29747 .64579 .2827 .64681 .27296 Mtetra .898 .985 .786 r .61974 .30279 .61887 .31166 .63239 .29747 .63333 .28817 Mtetra .888 .988 .797 r .60602 .31684 .60525 .3253 .61887 .31166 .61974 .30279 Mtetra .878 .991 .807 r .59219 .3303 .59151 .33838 .60525 .3253 .60602 .31684 Mtetra .867 .993 .818 r .57826 .34319 .57767 .3509 .59151 .33838 .59219 .3303 Mtetra .855 .994 .829 r .56423 .35552 .56374 .36287 .57767 .3509 .57826 .34319 Mtetra .843 .995 .839 r .5501 .36728 .54971 .3743 .56374 .36287 .56423 .35552 Mtetra .83 .996 .849 r .53588 .37849 .5356 .38519 .54971 .3743 .5501 .36728 Mtetra .816 .995 .859 r .52159 .38915 .52142 .39556 .5356 .38519 .53588 .37849 Mtetra .802 .994 .869 r .50721 .39929 .50716 .40541 .52142 .39556 .52159 .38915 Mtetra .375 .691 .981 r .15093 .31026 .15366 .31695 .16751 .32033 .16489 .31362 Mtetra .359 .677 .977 r .16489 .31362 .16751 .32033 .18137 .32404 .17886 .31732 Mtetra .34 .661 .973 r .17886 .31732 .18137 .32404 .19522 .32813 .19282 .3214 Mtetra .318 .643 .967 r .19282 .3214 .19522 .32813 .20907 .33266 .20678 .32591 Mtetra .292 .62 .959 r .20678 .32591 .20907 .33266 .22292 .33769 .22073 .33094 Mtetra .262 .594 .949 r .22073 .33094 .22292 .33769 .23676 .34333 .23468 .33657 Mtetra .226 .562 .936 r .23468 .33657 .23676 .34333 .2506 .34969 .24863 .34293 Mtetra .183 .522 .919 r .24863 .34293 .2506 .34969 .26443 .35692 .26257 .35016 Mtetra .129 .473 .895 r .26257 .35016 .26443 .35692 .27825 .36527 .2765 .3585 Mtetra .063 .409 .861 r .2765 .3585 .27825 .36527 .29206 .37505 .29041 .36828 Mtetra 0 .325 .811 r .29041 .36828 .29206 .37505 .30584 .38681 .30431 .38002 Mtetra 0 .211 .736 r .30431 .38002 .30584 .38681 .31957 .40155 .31815 .3947 Mtetra 0 .042 .61 r .31815 .3947 .31957 .40155 .33319 .4217 .33188 .41461 Mtetra 0 0 .346 r .33188 .41461 .33319 .4217 .34626 .46051 .34515 .45075 Mtetra 0 .17 .701 r .34515 .45075 .34626 .46051 .36043 .47475 .35924 .47046 Mtetra .644 .955 .938 r .35924 .47046 .36043 .47475 .37529 .46906 .37423 .46463 Mtetra .661 .961 .933 r .37423 .46463 .37529 .46906 .39012 .463 .38919 .45842 Mtetra .678 .967 .928 r .38919 .45842 .39012 .463 .40492 .45657 .40412 .45183 Mtetra .695 .972 .922 r .40412 .45183 .40492 .45657 .41968 .44973 .41901 .44481 Mtetra .712 .977 .916 r .41901 .44481 .41968 .44973 .4344 .44248 .43385 .43736 Mtetra .728 .982 .909 r .43385 .43736 .4344 .44248 .44907 .43478 .44865 .42946 Mtetra .745 .986 .901 r .44865 .42946 .44907 .43478 .46369 .42663 .4634 .42109 Mtetra .761 .989 .893 r .4634 .42109 .46369 .42663 .47826 .41801 .47808 .41222 Mtetra .777 .992 .884 r .47808 .41222 .47826 .41801 .49277 .4089 .49271 .40285 Mtetra .793 .993 .875 r .49271 .40285 .49277 .4089 .50721 .39929 .50727 .39296 Mtetra .518 .816 .999 r .82949 .24639 .82686 .2523 .84077 .2523 .84351 .24639 Mtetra .81547 .24639 .81295 .2523 .82686 .2523 .82949 .24639 Mtetra .80145 .24639 .79904 .2523 .81295 .2523 .81547 .24639 Mtetra .78743 .24639 .78513 .2523 .79904 .2523 .80145 .24639 Mtetra .77341 .24639 .77122 .2523 .78513 .2523 .78743 .24639 Mtetra .75939 .24639 .75731 .2523 .77122 .2523 .77341 .24639 Mtetra .74537 .24639 .74341 .2523 .75731 .2523 .75939 .24639 Mtetra .73135 .24639 .7295 .2523 .74341 .2523 .74537 .24639 Mtetra .71732 .24639 .71559 .2523 .7295 .2523 .73135 .24639 Mtetra .7033 .24639 .70168 .2523 .71559 .2523 .71732 .24639 Mtetra .68928 .24639 .68777 .2523 .70168 .2523 .7033 .24639 Mtetra .67526 .24639 .67386 .2523 .68777 .2523 .68928 .24639 Mtetra .651 .764 .932 r .66125 .24651 .66015 .25718 .67386 .2523 .67526 .24639 Mtetra .921 .975 .76 r .64783 .26279 .64681 .27296 .66015 .25718 .66125 .24651 Mtetra .913 .979 .77 r .63428 .27847 .63333 .28817 .64681 .27296 .64783 .26279 Mtetra .904 .983 .781 r .6206 .29354 .61974 .30279 .63333 .28817 .63428 .27847 Mtetra .894 .986 .792 r .6068 .30802 .60602 .31684 .61974 .30279 .6206 .29354 Mtetra .884 .989 .802 r .59288 .3219 .59219 .3303 .60602 .31684 .6068 .30802 Mtetra .873 .991 .813 r .57885 .33519 .57826 .34319 .59219 .3303 .59288 .3219 Mtetra .861 .993 .824 r .56472 .34788 .56423 .35552 .57826 .34319 .57885 .33519 Mtetra .849 .995 .835 r .55049 .36 .5501 .36728 .56423 .35552 .56472 .34788 Mtetra .836 .995 .845 r .53616 .37154 .53588 .37849 .5501 .36728 .55049 .36 Mtetra .822 .995 .856 r .52176 .38253 .52159 .38915 .53588 .37849 .53616 .37154 Mtetra .808 .995 .866 r .50727 .39296 .50721 .39929 .52159 .38915 .52176 .38253 Mtetra .378 .692 .981 r .14815 .30344 .15093 .31026 .16489 .31362 .16223 .30679 Mtetra .361 .679 .978 r .16223 .30679 .16489 .31362 .17886 .31732 .17631 .31048 Mtetra .343 .663 .973 r .17631 .31048 .17886 .31732 .19282 .3214 .19038 .31454 Mtetra .321 .644 .967 r .19038 .31454 .19282 .3214 .20678 .32591 .20445 .31905 Mtetra .295 .622 .96 r .20445 .31905 .20678 .32591 .22073 .33094 .21851 .32407 Mtetra .265 .596 .95 r .21851 .32407 .22073 .33094 .23468 .33657 .23258 .3297 Mtetra .229 .564 .937 r .23258 .3297 .23468 .33657 .24863 .34293 .24663 .33605 Mtetra .186 .525 .92 r .24663 .33605 .24863 .34293 .26257 .35016 .26068 .34328 Mtetra .132 .475 .896 r .26068 .34328 .26257 .35016 .2765 .3585 .27472 .35163 Mtetra .066 .412 .863 r .27472 .35163 .2765 .3585 .29041 .36828 .28875 .3614 Mtetra 0 .329 .814 r .28875 .3614 .29041 .36828 .30431 .38002 .30275 .37313 Mtetra 0 .215 .739 r .30275 .37313 .30431 .38002 .31815 .3947 .3167 .38777 Mtetra 0 .051 .617 r .3167 .38777 .31815 .3947 .33188 .41461 .33055 .40749 Mtetra 0 0 .37 r .33055 .40749 .33188 .41461 .34515 .45075 .344 .44179 Mtetra 0 .024 .596 r .344 .44179 .34515 .45075 .35924 .47046 .35802 .46608 Mtetra .648 .957 .936 r .35802 .46608 .35924 .47046 .37423 .46463 .37315 .4601 Mtetra .665 .963 .932 r .37315 .4601 .37423 .46463 .38919 .45842 .38825 .45374 Mtetra .682 .969 .926 r .38825 .45374 .38919 .45842 .40412 .45183 .4033 .44697 Mtetra .7 .974 .92 r .4033 .44697 .40412 .45183 .41901 .44481 .41832 .43977 Mtetra .717 .979 .914 r .41832 .43977 .41901 .44481 .43385 .43736 .4333 .43211 Mtetra .734 .983 .906 r .4333 .43211 .43385 .43736 .44865 .42946 .44822 .42399 Mtetra .751 .987 .899 r .44822 .42399 .44865 .42946 .4634 .42109 .46309 .41537 Mtetra .767 .99 .89 r .46309 .41537 .4634 .42109 .47808 .41222 .4779 .40625 Mtetra .784 .992 .881 r .4779 .40625 .47808 .41222 .49271 .40285 .49265 .3966 Mtetra .799 .994 .872 r .49265 .3966 .49271 .40285 .50727 .39296 .50733 .38641 Mtetra .518 .816 .999 r .83217 .24037 .82949 .24639 .84351 .24639 .8463 .24037 Mtetra .81803 .24037 .81547 .24639 .82949 .24639 .83217 .24037 Mtetra .8039 .24037 .80145 .24639 .81547 .24639 .81803 .24037 Mtetra .78976 .24037 .78743 .24639 .80145 .24639 .8039 .24037 Mtetra .77563 .24037 .77341 .24639 .78743 .24639 .78976 .24037 Mtetra .76149 .24037 .75939 .24639 .77341 .24639 .77563 .24037 Mtetra .74736 .24037 .74537 .24639 .75939 .24639 .76149 .24037 Mtetra .73323 .24037 .73135 .24639 .74537 .24639 .74736 .24037 Mtetra .71909 .24037 .71732 .24639 .73135 .24639 .73323 .24037 Mtetra .70496 .24037 .7033 .24639 .71732 .24639 .71909 .24037 Mtetra .69082 .24037 .68928 .24639 .7033 .24639 .70496 .24037 Mtetra .67669 .24037 .67526 .24639 .68928 .24639 .69082 .24037 Mtetra .524 .815 .999 r .66255 .24037 .66125 .24651 .67526 .24639 .67669 .24037 Mtetra .887 .955 .842 r .64886 .25214 .64783 .26279 .66125 .24651 .66255 .24037 Mtetra .919 .976 .765 r .63523 .26832 .63428 .27847 .64783 .26279 .64886 .25214 Mtetra .91 .98 .775 r .62147 .28388 .6206 .29354 .63428 .27847 .63523 .26832 Mtetra .901 .984 .786 r .60758 .29882 .6068 .30802 .6206 .29354 .62147 .28388 Mtetra .89 .987 .797 r .59357 .31314 .59288 .3219 .6068 .30802 .60758 .29882 Mtetra .88 .99 .808 r .57945 .32685 .57885 .33519 .59288 .3219 .59357 .31314 Mtetra .868 .992 .819 r .56521 .33995 .56472 .34788 .57885 .33519 .57945 .32685 Mtetra .856 .994 .83 r .55088 .35244 .55049 .36 .56472 .34788 .56521 .33995 Mtetra .843 .995 .841 r .53645 .36434 .53616 .37154 .55049 .36 .55088 .35244 Mtetra .829 .995 .852 r .52193 .37566 .52176 .38253 .53616 .37154 .53645 .36434 Mtetra .814 .995 .862 r .50733 .38641 .50727 .39296 .52176 .38253 .52193 .37566 Mtetra .38 .694 .982 r .14533 .2965 .14815 .30344 .16223 .30679 .15953 .29984 Mtetra .364 .68 .978 r .15953 .29984 .16223 .30679 .17631 .31048 .17372 .30351 Mtetra .345 .665 .974 r .17372 .30351 .17631 .31048 .19038 .31454 .1879 .30757 Mtetra .324 .646 .968 r .1879 .30757 .19038 .31454 .20445 .31905 .20208 .31207 Mtetra .298 .624 .96 r .20208 .31207 .20445 .31905 .21851 .32407 .21626 .31708 Mtetra .268 .598 .951 r .21626 .31708 .21851 .32407 .23258 .3297 .23044 .3227 Mtetra .232 .566 .938 r .23044 .3227 .23258 .3297 .24663 .33605 .2446 .32905 Mtetra .189 .527 .921 r .2446 .32905 .24663 .33605 .26068 .34328 .25877 .33629 Mtetra .135 .478 .897 r .25877 .33629 .26068 .34328 .27472 .35163 .27292 .34464 Mtetra .069 .415 .864 r .27292 .34464 .27472 .35163 .28875 .3614 .28705 .35442 Mtetra 0 .332 .816 r .28705 .35442 .28875 .3614 .30275 .37313 .30117 .36614 Mtetra 0 .22 .742 r .30117 .36614 .30275 .37313 .3167 .38777 .31523 .38075 Mtetra 0 .058 .622 r .31523 .38075 .3167 .38777 .33055 .40749 .3292 .40033 Mtetra 0 0 .388 r .3292 .40033 .33055 .40749 .344 .44179 .3428 .43329 Mtetra 0 0 .512 r .3428 .43329 .344 .44179 .35802 .46608 .35679 .46161 Mtetra .652 .958 .935 r .35679 .46161 .35802 .46608 .37315 .4601 .37206 .45548 Mtetra .67 .965 .93 r .37206 .45548 .37315 .4601 .38825 .45374 .38729 .44895 Mtetra .687 .97 .924 r .38729 .44895 .38825 .45374 .4033 .44697 .40248 .44199 Mtetra .705 .976 .918 r .40248 .44199 .4033 .44697 .41832 .43977 .41763 .43459 Mtetra .722 .98 .911 r .41763 .43459 .41832 .43977 .4333 .43211 .43273 .42671 Mtetra .74 .984 .904 r .43273 .42671 .4333 .43211 .44822 .42399 .44779 .41835 Mtetra .757 .988 .896 r .44779 .41835 .44822 .42399 .46309 .41537 .46279 .40948 Mtetra .774 .991 .887 r .46279 .40948 .46309 .41537 .4779 .40625 .47772 .40008 Mtetra .79 .993 .878 r .47772 .40008 .4779 .40625 .49265 .3966 .49259 .39014 Mtetra .806 .994 .868 r .49259 .39014 .49265 .3966 .50733 .38641 .50739 .37963 Mtetra .518 .816 .999 r .83489 .23426 .83217 .24037 .8463 .24037 .84914 .23426 Mtetra .82064 .23426 .81803 .24037 .83217 .24037 .83489 .23426 Mtetra .80639 .23426 .8039 .24037 .81803 .24037 .82064 .23426 Mtetra .79214 .23426 .78976 .24037 .8039 .24037 .80639 .23426 Mtetra .77789 .23426 .77563 .24037 .78976 .24037 .79214 .23426 Mtetra .76364 .23426 .76149 .24037 .77563 .24037 .77789 .23426 Mtetra .74939 .23426 .74736 .24037 .76149 .24037 .76364 .23426 Mtetra .73514 .23426 .73323 .24037 .74736 .24037 .74939 .23426 Mtetra .72088 .23426 .71909 .24037 .73323 .24037 .73514 .23426 Mtetra .70663 .23426 .70496 .24037 .71909 .24037 .72088 .23426 Mtetra .69238 .23426 .69082 .24037 .70496 .24037 .70663 .23426 Mtetra .67813 .23426 .67669 .24037 .69082 .24037 .69238 .23426 Mtetra .66388 .23426 .66255 .24037 .67669 .24037 .67813 .23426 Mtetra .808 .891 .903 r .64989 .24096 .64886 .25214 .66255 .24037 .66388 .23426 Mtetra .924 .972 .759 r .63619 .25768 .63523 .26832 .64886 .25214 .64989 .24096 Mtetra .916 .977 .77 r .62235 .27376 .62147 .28388 .63523 .26832 .63619 .25768 Mtetra .907 .981 .781 r .60837 .2892 .60758 .29882 .62147 .28388 .62235 .27376 Mtetra .897 .985 .792 r .59427 .30399 .59357 .31314 .60758 .29882 .60837 .2892 Mtetra .886 .988 .803 r .58005 .31815 .57945 .32685 .59357 .31314 .59427 .30399 Mtetra .875 .99 .814 r .56572 .33167 .56521 .33995 .57945 .32685 .58005 .31815 Mtetra .863 .993 .825 r .55128 .34458 .55088 .35244 .56521 .33995 .56572 .33167 Mtetra .85 .994 .836 r .53674 .35686 .53645 .36434 .55088 .35244 .55128 .34458 Mtetra .836 .995 .847 r .52211 .36854 .52193 .37566 .53645 .36434 .53674 .35686 Mtetra .821 .995 .858 r .50739 .37963 .50733 .38641 .52193 .37566 .52211 .36854 Mtetra .383 .695 .982 r .14247 .28944 .14533 .2965 .15953 .29984 .15678 .29277 Mtetra .367 .682 .978 r .15678 .29277 .15953 .29984 .17372 .30351 .17108 .29642 Mtetra .348 .666 .974 r .17108 .29642 .17372 .30351 .1879 .30757 .18539 .30047 Mtetra .327 .648 .968 r .18539 .30047 .1879 .30757 .20208 .31207 .19968 .30496 Mtetra .301 .626 .961 r .19968 .30496 .20208 .31207 .21626 .31708 .21397 .30996 Mtetra .271 .6 .952 r .21397 .30996 .21626 .31708 .23044 .3227 .22826 .31558 Mtetra .235 .568 .939 r .22826 .31558 .23044 .3227 .2446 .32905 .24254 .32193 Mtetra .192 .529 .922 r .24254 .32193 .2446 .32905 .25877 .33629 .25682 .32918 Mtetra .138 .48 .898 r .25682 .32918 .25877 .33629 .27292 .34464 .27108 .33753 Mtetra .072 .417 .865 r .27108 .33753 .27292 .34464 .28705 .35442 .28533 .34732 Mtetra 0 .335 .817 r .28533 .34732 .28705 .35442 .30117 .36614 .29956 .35906 Mtetra 0 .223 .744 r .29956 .35906 .30117 .36614 .31523 .38075 .31374 .37365 Mtetra 0 .063 .627 r .31374 .37365 .31523 .38075 .3292 .40033 .32782 .39313 Mtetra 0 0 .403 r .32782 .39313 .3292 .40033 .3428 .43329 .34156 .42509 Mtetra 0 0 .446 r .34156 .42509 .3428 .43329 .35679 .46161 .35554 .45705 Mtetra .657 .96 .933 r .35554 .45705 .35679 .46161 .37206 .45548 .37094 .45075 Mtetra .674 .966 .928 r .37094 .45075 .37206 .45548 .38729 .44895 .38631 .44404 Mtetra .692 .972 .922 r .38631 .44404 .38729 .44895 .40248 .44199 .40164 .43688 Mtetra .711 .977 .916 r .40164 .43688 .40248 .44199 .41763 .43459 .41693 .42927 Mtetra .728 .982 .909 r .41693 .42927 .41763 .43459 .43273 .42671 .43216 .42116 Mtetra .746 .986 .901 r .43216 .42116 .43273 .42671 .44779 .41835 .44735 .41254 Mtetra .764 .989 .893 r .44735 .41254 .44779 .41835 .46279 .40948 .46248 .4034 Mtetra .781 .992 .883 r .46248 .4034 .46279 .40948 .47772 .40008 .47754 .39371 Mtetra .797 .993 .874 r .47754 .39371 .47772 .40008 .49259 .39014 .49253 .38344 Mtetra .813 .994 .864 r .49253 .38344 .49259 .39014 .50739 .37963 .50745 .37259 Mtetra .518 .816 .999 r .83765 .22805 .83489 .23426 .84914 .23426 .85202 .22805 Mtetra .82329 .22805 .82064 .23426 .83489 .23426 .83765 .22805 Mtetra .80892 .22805 .80639 .23426 .82064 .23426 .82329 .22805 Mtetra .79455 .22805 .79214 .23426 .80639 .23426 .80892 .22805 Mtetra .78018 .22805 .77789 .23426 .79214 .23426 .79455 .22805 Mtetra .76581 .22805 .76364 .23426 .77789 .23426 .78018 .22805 Mtetra .75145 .22805 .74939 .23426 .76364 .23426 .76581 .22805 Mtetra .73708 .22805 .73514 .23426 .74939 .23426 .75145 .22805 Mtetra .72271 .22805 .72088 .23426 .73514 .23426 .73708 .22805 Mtetra .70834 .22805 .70663 .23426 .72088 .23426 .72271 .22805 Mtetra .69397 .22805 .69238 .23426 .70663 .23426 .70834 .22805 Mtetra .6796 .22805 .67813 .23426 .69238 .23426 .69397 .22805 Mtetra .66524 .22805 .66388 .23426 .67813 .23426 .6796 .22805 Mtetra .684 .778 .922 r .65091 .2292 .64989 .24096 .66388 .23426 .66524 .22805 Mtetra .93 .968 .753 r .63714 .2465 .63619 .25768 .64989 .24096 .65091 .2292 Mtetra .922 .973 .764 r .62322 .26314 .62235 .27376 .63619 .25768 .63714 .2465 Mtetra .913 .978 .775 r .60916 .27911 .60837 .2892 .62235 .27376 .62322 .26314 Mtetra .903 .982 .786 r .59497 .29441 .59427 .30399 .60837 .2892 .60916 .27911 Mtetra .893 .985 .797 r .58066 .30905 .58005 .31815 .59427 .30399 .59497 .29441 Mtetra .882 .989 .809 r .56622 .32304 .56572 .33167 .58005 .31815 .58066 .30905 Mtetra .87 .991 .82 r .55168 .33638 .55128 .34458 .56572 .33167 .56622 .32304 Mtetra .857 .993 .831 r .53703 .34907 .53674 .35686 .55128 .34458 .55168 .33638 Mtetra .843 .994 .842 r .52228 .36114 .52211 .36854 .53674 .35686 .53703 .34907 Mtetra .829 .995 .853 r .50745 .37259 .50739 .37963 .52211 .36854 .52228 .36114 Mtetra .386 .697 .982 r .13957 .28225 .14247 .28944 .15678 .29277 .15399 .28556 Mtetra .37 .684 .979 r .15399 .28556 .15678 .29277 .17108 .29642 .16841 .2892 Mtetra .351 .668 .974 r .16841 .2892 .17108 .29642 .18539 .30047 .18283 .29324 Mtetra .33 .65 .969 r .18283 .29324 .18539 .30047 .19968 .30496 .19724 .29772 Mtetra .304 .628 .962 r .19724 .29772 .19968 .30496 .21397 .30996 .21165 .30272 Mtetra .274 .602 .952 r .21165 .30272 .21397 .30996 .22826 .31558 .22605 .30833 Mtetra .238 .57 .94 r .22605 .30833 .22826 .31558 .24254 .32193 .24045 .31469 Mtetra .194 .531 .923 r .24045 .31469 .24254 .32193 .25682 .32918 .25484 .32194 Mtetra .141 .482 .899 r .25484 .32194 .25682 .32918 .27108 .33753 .26922 .33031 Mtetra .074 .419 .867 r .26922 .33031 .27108 .33753 .28533 .34732 .28358 .34011 Mtetra 0 .337 .819 r .28358 .34011 .28533 .34732 .29956 .35906 .29792 .35187 Mtetra 0 .226 .746 r .29792 .35187 .29956 .35906 .31374 .37365 .31222 .36647 Mtetra 0 .068 .63 r .31222 .36647 .31374 .37365 .32782 .39313 .32641 .38588 Mtetra 0 0 .415 r .32641 .38588 .32782 .39313 .34156 .42509 .3403 .4171 Mtetra 0 0 .394 r .3403 .4171 .34156 .42509 .35554 .45705 .35427 .45239 Mtetra .661 .962 .932 r .35427 .45239 .35554 .45705 .37094 .45075 .36981 .44591 Mtetra .68 .968 .926 r .36981 .44591 .37094 .45075 .38631 .44404 .38532 .43901 Mtetra .698 .974 .92 r .38532 .43901 .38631 .44404 .40164 .43688 .40079 .43164 Mtetra .717 .979 .914 r .40079 .43164 .40164 .43688 .41693 .42927 .41621 .42379 Mtetra .735 .983 .906 r .41621 .42379 .41693 .42927 .43216 .42116 .43158 .41543 Mtetra .753 .987 .898 r .43158 .41543 .43216 .42116 .44735 .41254 .4469 .40655 Mtetra .771 .99 .889 r .4469 .40655 .44735 .41254 .46248 .4034 .46216 .39711 Mtetra .788 .992 .88 r .46216 .39711 .46248 .4034 .47754 .39371 .47735 .3871 Mtetra .805 .994 .87 r .47735 .3871 .47754 .39371 .49253 .38344 .49247 .37649 Mtetra .821 .995 .859 r .49247 .37649 .49253 .38344 .50745 .37259 .50751 .36528 Mtetra .518 .816 .999 r .84047 .22174 .83765 .22805 .85202 .22805 .85495 .22174 Mtetra .82598 .22174 .82329 .22805 .83765 .22805 .84047 .22174 Mtetra .81149 .22174 .80892 .22805 .82329 .22805 .82598 .22174 Mtetra .797 .22174 .79455 .22805 .80892 .22805 .81149 .22174 Mtetra .78251 .22174 .78018 .22805 .79455 .22805 .797 .22174 Mtetra .76803 .22174 .76581 .22805 .78018 .22805 .78251 .22174 Mtetra .75354 .22174 .75145 .22805 .76581 .22805 .76803 .22174 Mtetra .73905 .22174 .73708 .22805 .75145 .22805 .75354 .22174 Mtetra .72456 .22174 .72271 .22805 .73708 .22805 .73905 .22174 Mtetra .71007 .22174 .70834 .22805 .72271 .22805 .72456 .22174 Mtetra .69559 .22174 .69397 .22805 .70834 .22805 .71007 .22174 Mtetra .6811 .22174 .6796 .22805 .69397 .22805 .69559 .22174 Mtetra .66661 .22174 .66524 .22805 .6796 .22805 .6811 .22174 Mtetra .563 .809 .991 r .65212 .22174 .65091 .2292 .66524 .22805 .66661 .22174 Mtetra .901 .949 .826 r .63809 .23472 .63714 .2465 .65091 .2292 .65212 .22174 Mtetra .928 .969 .757 r .6241 .25196 .62322 .26314 .63714 .2465 .63809 .23472 Mtetra .92 .974 .768 r .60996 .2685 .60916 .27911 .62322 .26314 .6241 .25196 Mtetra .91 .979 .78 r .59568 .28435 .59497 .29441 .60916 .27911 .60996 .2685 Mtetra .9 .983 .791 r .58126 .29952 .58066 .30905 .59497 .29441 .59568 .28435 Mtetra .889 .986 .803 r .56673 .314 .56622 .32304 .58066 .30905 .58126 .29952 Mtetra .877 .989 .814 r .55208 .32781 .55168 .33638 .56622 .32304 .56673 .314 Mtetra .864 .992 .826 r .53732 .34095 .53703 .34907 .55168 .33638 .55208 .32781 Mtetra .851 .993 .837 r .52246 .35343 .52228 .36114 .53703 .34907 .53732 .34095 Mtetra .836 .994 .849 r .50751 .36528 .50745 .37259 .52228 .36114 .52246 .35343 Mtetra .389 .698 .983 r .13661 .27492 .13957 .28225 .15399 .28556 .15116 .27822 Mtetra .373 .685 .979 r .15116 .27822 .15399 .28556 .16841 .2892 .1657 .28185 Mtetra .354 .67 .975 r .1657 .28185 .16841 .2892 .18283 .29324 .18023 .28587 Mtetra .332 .651 .969 r .18023 .28587 .18283 .29324 .19724 .29772 .19476 .29034 Mtetra .307 .63 .962 r .19476 .29034 .19724 .29772 .21165 .30272 .20929 .29534 Mtetra .277 .604 .953 r .20929 .29534 .21165 .30272 .22605 .30833 .22381 .30095 Mtetra .241 .572 .94 r .22381 .30095 .22605 .30833 .24045 .31469 .23832 .30731 Mtetra .197 .533 .924 r .23832 .30731 .24045 .31469 .25484 .32194 .25283 .31457 Mtetra .143 .484 .9 r .25283 .31457 .25484 .32194 .26922 .33031 .26732 .32296 Mtetra .076 .421 .868 r .26732 .32296 .26922 .33031 .28358 .34011 .2818 .33279 Mtetra 0 .339 .82 r .2818 .33279 .28358 .34011 .29792 .35187 .29626 .34458 Mtetra 0 .228 .748 r .29626 .34458 .29792 .35187 .31222 .36647 .31067 .35921 Mtetra 0 .072 .633 r .31067 .35921 .31222 .36647 .32641 .38588 .32498 .37858 Mtetra 0 0 .424 r .32498 .37858 .32641 .38588 .3403 .4171 .339 .40926 Mtetra 0 0 .352 r .339 .40926 .3403 .4171 .35427 .45239 .35297 .44762 Mtetra .666 .964 .93 r .35297 .44762 .35427 .45239 .36981 .44591 .36866 .44096 Mtetra .685 .97 .924 r .36866 .44096 .36981 .44591 .38532 .43901 .38431 .43384 Mtetra .704 .976 .918 r .38431 .43384 .38532 .43901 .40079 .43164 .39992 .42625 Mtetra .723 .981 .911 r .39992 .42625 .40079 .43164 .41621 .42379 .41548 .41815 Mtetra .742 .985 .903 r .41548 .41815 .41621 .42379 .43158 .41543 .43099 .40952 Mtetra .76 .988 .895 r .43099 .40952 .43158 .41543 .4469 .40655 .44645 .40034 Mtetra .778 .991 .886 r .44645 .40034 .4469 .40655 .46216 .39711 .46184 .39059 Mtetra .796 .993 .876 r .46184 .39059 .46216 .39711 .47735 .3871 .47716 .38023 Mtetra .813 .994 .865 r .47716 .38023 .47735 .3871 .49247 .37649 .49241 .36926 Mtetra .829 .994 .855 r .49241 .36926 .49247 .37649 .50751 .36528 .50757 .35765 Mtetra .518 .816 .999 r .84332 .21532 .84047 .22174 .85495 .22174 .85793 .21532 Mtetra .82872 .21532 .82598 .22174 .84047 .22174 .84332 .21532 Mtetra .81411 .21532 .81149 .22174 .82598 .22174 .82872 .21532 Mtetra .7995 .21532 .797 .22174 .81149 .22174 .81411 .21532 Mtetra .78489 .21532 .78251 .22174 .797 .22174 .7995 .21532 Mtetra .77028 .21532 .76803 .22174 .78251 .22174 .78489 .21532 Mtetra .75567 .21532 .75354 .22174 .76803 .22174 .77028 .21532 Mtetra .74106 .21532 .73905 .22174 .75354 .22174 .75567 .21532 Mtetra .72645 .21532 .72456 .22174 .73905 .22174 .74106 .21532 Mtetra .71184 .21532 .71007 .22174 .72456 .22174 .72645 .21532 Mtetra .69723 .21532 .69559 .22174 .71007 .22174 .71184 .21532 Mtetra .68262 .21532 .6811 .22174 .69559 .22174 .69723 .21532 Mtetra .66801 .21532 .66661 .22174 .6811 .22174 .68262 .21532 Mtetra .6534 .21532 .65212 .22174 .66661 .22174 .66801 .21532 Mtetra .814 .878 .893 r .63904 .22227 .63809 .23472 .65212 .22174 .6534 .21532 Mtetra .934 .964 .75 r .62497 .24016 .6241 .25196 .63809 .23472 .63904 .22227 Mtetra .926 .97 .762 r .61075 .25732 .60996 .2685 .6241 .25196 .62497 .24016 Mtetra .917 .975 .773 r .59638 .27376 .59568 .28435 .60996 .2685 .61075 .25732 Mtetra .907 .98 .785 r .58188 .28949 .58126 .29952 .59568 .28435 .59638 .27376 Mtetra .896 .984 .797 r .56724 .30451 .56673 .314 .58126 .29952 .58188 .28949 Mtetra .885 .987 .808 r .55249 .31883 .55208 .32781 .56673 .314 .56724 .30451 Mtetra .872 .99 .82 r .53762 .33245 .53732 .34095 .55208 .32781 .55249 .31883 Mtetra .858 .992 .832 r .52264 .34538 .52246 .35343 .53732 .34095 .53762 .33245 Mtetra .844 .994 .843 r .50757 .35765 .50751 .36528 .52246 .35343 .52264 .34538 Mtetra .391 .7 .983 r .13362 .26746 .13661 .27492 .15116 .27822 .14828 .27074 Mtetra .376 .687 .979 r .14828 .27074 .15116 .27822 .1657 .28185 .16294 .27436 Mtetra .357 .671 .975 r .16294 .27436 .1657 .28185 .18023 .28587 .17759 .27836 Mtetra .335 .653 .97 r .17759 .27836 .18023 .28587 .19476 .29034 .19225 .28283 Mtetra .31 .631 .963 r .19225 .28283 .19476 .29034 .20929 .29534 .20689 .28782 Mtetra .28 .605 .954 r .20689 .28782 .20929 .29534 .22381 .30095 .22153 .29344 Mtetra .243 .574 .941 r .22153 .29344 .22381 .30095 .23832 .30731 .23616 .2998 Mtetra .199 .535 .924 r .23616 .2998 .23832 .30731 .25283 .31457 .25079 .30707 Mtetra .145 .485 .901 r .25079 .30707 .25283 .31457 .26732 .32296 .2654 .31548 Mtetra .078 .423 .868 r .2654 .31548 .26732 .32296 .2818 .33279 .28 .32535 Mtetra 0 .34 .821 r .28 .32535 .2818 .33279 .29626 .34458 .29457 .33718 Mtetra 0 .23 .749 r .29457 .33718 .29626 .34458 .31067 .35921 .30909 .35185 Mtetra 0 .074 .635 r .30909 .35185 .31067 .35921 .32498 .37858 .32352 .37124 Mtetra 0 0 .43 r .32352 .37124 .32498 .37858 .339 .40926 .33767 .40155 Mtetra 0 0 .318 r .33767 .40155 .339 .40926 .35297 .44762 .35165 .44274 Mtetra .672 .966 .928 r .35165 .44274 .35297 .44762 .36866 .44096 .36749 .43587 Mtetra .691 .972 .922 r .36749 .43587 .36866 .44096 .38431 .43384 .38329 .42854 Mtetra .71 .977 .916 r .38329 .42854 .38431 .43384 .39992 .42625 .39904 .4207 Mtetra .73 .982 .908 r .39904 .4207 .39992 .42625 .41548 .41815 .41475 .41233 Mtetra .749 .986 .9 r .41475 .41233 .41548 .41815 .43099 .40952 .4304 .40341 Mtetra .768 .99 .891 r .4304 .40341 .43099 .40952 .44645 .40034 .44599 .39392 Mtetra .786 .992 .882 r .44599 .39392 .44645 .40034 .46184 .39059 .46152 .38382 Mtetra .804 .994 .871 r .46152 .38382 .46184 .39059 .47716 .38023 .47697 .37309 Mtetra .821 .994 .861 r .47697 .37309 .47716 .38023 .49241 .36926 .49235 .36172 Mtetra .837 .994 .849 r .49235 .36172 .49241 .36926 .50757 .35765 .50763 .34968 Mtetra .518 .816 .999 r .84623 .20879 .84332 .21532 .85793 .21532 .86097 .20879 Mtetra .8315 .20879 .82872 .21532 .84332 .21532 .84623 .20879 Mtetra .81677 .20879 .81411 .21532 .82872 .21532 .8315 .20879 Mtetra .80203 .20879 .7995 .21532 .81411 .21532 .81677 .20879 Mtetra .7873 .20879 .78489 .21532 .7995 .21532 .80203 .20879 Mtetra .77257 .20879 .77028 .21532 .78489 .21532 .7873 .20879 Mtetra .75783 .20879 .75567 .21532 .77028 .21532 .77257 .20879 Mtetra .7431 .20879 .74106 .21532 .75567 .21532 .75783 .20879 Mtetra .72837 .20879 .72645 .21532 .74106 .21532 .7431 .20879 Mtetra .71363 .20879 .71184 .21532 .72645 .21532 .72837 .20879 Mtetra .6989 .20879 .69723 .21532 .71184 .21532 .71363 .20879 Mtetra .68417 .20879 .68262 .21532 .69723 .21532 .6989 .20879 Mtetra .66943 .20879 .66801 .21532 .68262 .21532 .68417 .20879 Mtetra .6547 .20879 .6534 .21532 .66801 .21532 .66943 .20879 Mtetra .671 .747 .908 r .63998 .20907 .63904 .22227 .6534 .21532 .6547 .20879 Mtetra .94 .959 .743 r .62584 .22766 .62497 .24016 .63904 .22227 .63998 .20907 Mtetra .933 .965 .755 r .61154 .2455 .61075 .25732 .62497 .24016 .62584 .22766 Mtetra .924 .971 .766 r .59708 .26258 .59638 .27376 .61075 .25732 .61154 .2455 Mtetra .914 .976 .778 r .58249 .27893 .58188 .28949 .59638 .27376 .59708 .26258 Mtetra .904 .98 .79 r .56775 .29452 .56724 .30451 .58188 .28949 .58249 .27893 Mtetra .892 .985 .802 r .55289 .30939 .55249 .31883 .56724 .30451 .56775 .29452 Mtetra .88 .988 .814 r .53791 .32353 .53762 .33245 .55249 .31883 .55289 .30939 Mtetra .867 .991 .826 r .52282 .33695 .52264 .34538 .53762 .33245 .53791 .32353 Mtetra .852 .993 .838 r .50763 .34968 .50757 .35765 .52264 .34538 .52282 .33695 Mtetra .394 .702 .983 r .13057 .25985 .13362 .26746 .14828 .27074 .14535 .26312 Mtetra .378 .688 .98 r .14535 .26312 .14828 .27074 .16294 .27436 .16014 .26672 Mtetra .36 .673 .976 r .16014 .26672 .16294 .27436 .17759 .27836 .17491 .27072 Mtetra .338 .655 .97 r .17491 .27072 .17759 .27836 .19225 .28283 .18969 .27517 Mtetra .313 .633 .963 r .18969 .27517 .19225 .28283 .20689 .28782 .20445 .28016 Mtetra .282 .607 .954 r .20445 .28016 .20689 .28782 .22153 .29344 .21921 .28578 Mtetra .246 .575 .942 r .21921 .28578 .22153 .29344 .23616 .2998 .23397 .29215 Mtetra .202 .536 .925 r .23397 .29215 .23616 .2998 .25079 .30707 .24871 .29944 Mtetra .147 .487 .902 r .24871 .29944 .25079 .30707 .2654 .31548 .26344 .30788 Mtetra .079 .424 .869 r .26344 .30788 .2654 .31548 .28 .32535 .27816 .31779 Mtetra 0 .341 .821 r .27816 .31779 .28 .32535 .29457 .33718 .29284 .32967 Mtetra 0 .23 .749 r .29284 .32967 .29457 .33718 .30909 .35185 .30749 .34442 Mtetra 0 .075 .635 r .30749 .34442 .30909 .35185 .32352 .37124 .32204 .36386 Mtetra 0 0 .435 r .32204 .36386 .32352 .37124 .33767 .40155 .33631 .39395 Mtetra 0 0 .29 r .33631 .39395 .33767 .40155 .35165 .44274 .35031 .43774 Mtetra .677 .968 .926 r .35031 .43774 .35165 .44274 .36749 .43587 .3663 .43065 Mtetra .697 .974 .92 r .3663 .43065 .36749 .43587 .38329 .42854 .38225 .42307 Mtetra .717 .979 .913 r .38225 .42307 .38329 .42854 .39904 .4207 .39815 .41497 Mtetra .737 .984 .905 r .39815 .41497 .39904 .4207 .41475 .41233 .414 .40632 Mtetra .757 .988 .897 r .414 .40632 .41475 .41233 .4304 .40341 .42979 .39708 Mtetra .776 .991 .887 r .42979 .39708 .4304 .40341 .44599 .39392 .44553 .38724 Mtetra .795 .993 .877 r .44553 .38724 .44599 .39392 .46152 .38382 .46119 .37677 Mtetra .812 .994 .867 r .46119 .37677 .46152 .38382 .47697 .37309 .47678 .36564 Mtetra .83 .994 .855 r .47678 .36564 .47697 .37309 .49235 .36172 .49228 .35383 Mtetra .846 .993 .844 r .49228 .35383 .49235 .36172 .50763 .34968 .50769 .34133 Mtetra .518 .816 .999 r .84919 .20215 .84623 .20879 .86097 .20879 .86405 .20215 Mtetra .83433 .20215 .8315 .20879 .84623 .20879 .84919 .20215 Mtetra .81947 .20215 .81677 .20879 .8315 .20879 .83433 .20215 Mtetra .80461 .20215 .80203 .20879 .81677 .20879 .81947 .20215 Mtetra .78975 .20215 .7873 .20879 .80203 .20879 .80461 .20215 Mtetra .77489 .20215 .77257 .20879 .7873 .20879 .78975 .20215 Mtetra .76003 .20215 .75783 .20879 .77257 .20879 .77489 .20215 Mtetra .74518 .20215 .7431 .20879 .75783 .20879 .76003 .20215 Mtetra .73032 .20215 .72837 .20879 .7431 .20879 .74518 .20215 Mtetra .71546 .20215 .71363 .20879 .72837 .20879 .73032 .20215 Mtetra .7006 .20215 .6989 .20879 .71363 .20879 .71546 .20215 Mtetra .68574 .20215 .68417 .20879 .6989 .20879 .7006 .20215 Mtetra .67088 .20215 .66943 .20879 .68417 .20879 .68574 .20215 Mtetra .65602 .20215 .6547 .20879 .66943 .20879 .67088 .20215 Mtetra .53 .815 .998 r .64116 .20215 .63998 .20907 .6547 .20879 .65602 .20215 Mtetra .892 .925 .836 r .6267 .21437 .62584 .22766 .63998 .20907 .64116 .20215 Mtetra .939 .959 .747 r .61232 .23294 .61154 .2455 .62584 .22766 .6267 .21437 Mtetra .931 .965 .759 r .59779 .25073 .59708 .26258 .61154 .2455 .61232 .23294 Mtetra .922 .971 .771 r .5831 .26774 .58249 .27893 .59708 .26258 .59779 .25073 Mtetra .911 .977 .783 r .56827 .28398 .56775 .29452 .58249 .27893 .5831 .26774 Mtetra .9 .981 .795 r .5533 .29944 .55289 .30939 .56775 .29452 .56827 .28398 Mtetra .888 .985 .807 r .53821 .31415 .53791 .32353 .55289 .30939 .5533 .29944 Mtetra .875 .989 .82 r .52301 .3281 .52282 .33695 .53791 .32353 .53821 .31415 Mtetra .861 .991 .832 r .50769 .34133 .50763 .34968 .52282 .33695 .52301 .3281 Mtetra .397 .703 .983 r .12747 .2521 .13057 .25985 .14535 .26312 .14238 .25535 Mtetra .381 .69 .98 r .14238 .25535 .14535 .26312 .16014 .26672 .15729 .25893 Mtetra .363 .675 .976 r .15729 .25893 .16014 .26672 .17491 .27072 .17219 .26292 Mtetra .341 .657 .971 r .17219 .26292 .17491 .27072 .18969 .27517 .18709 .26737 Mtetra .316 .635 .964 r .18709 .26737 .18969 .27517 .20445 .28016 .20198 .27235 Mtetra .285 .609 .955 r .20198 .27235 .20445 .28016 .21921 .28578 .21686 .27797 Mtetra .248 .577 .942 r .21686 .27797 .21921 .28578 .23397 .29215 .23173 .28436 Mtetra .204 .537 .926 r .23173 .28436 .23397 .29215 .24871 .29944 .2466 .29167 Mtetra .149 .488 .902 r .2466 .29167 .24871 .29944 .26344 .30788 .26145 .30014 Mtetra .08 .424 .869 r .26145 .30014 .26344 .30788 .27816 .31779 .27629 .3101 Mtetra 0 .341 .821 r .27629 .3101 .27816 .31779 .29284 .32967 .29109 .32206 Mtetra 0 .23 .749 r .29109 .32206 .29284 .32967 .30749 .34442 .30585 .33689 Mtetra 0 .074 .635 r .30585 .33689 .30749 .34442 .32204 .36386 .32052 .35644 Mtetra 0 0 .436 r .32052 .35644 .32204 .36386 .33631 .39395 .33491 .38646 Mtetra 0 0 .267 r .33491 .38646 .33631 .39395 .35031 .43774 .34895 .43261 Mtetra .684 .97 .923 r .34895 .43261 .35031 .43774 .3663 .43065 .36509 .42529 Mtetra .704 .976 .917 r .36509 .42529 .3663 .43065 .38225 .42307 .38119 .41745 Mtetra .725 .981 .91 r .38119 .41745 .38225 .42307 .39815 .41497 .39724 .40905 Mtetra .745 .986 .902 r .39724 .40905 .39815 .41497 .414 .40632 .41324 .40009 Mtetra .765 .989 .893 r .41324 .40009 .414 .40632 .42979 .39708 .42918 .39051 Mtetra .785 .992 .883 r .42918 .39051 .42979 .39708 .44553 .38724 .44505 .38029 Mtetra .804 .993 .873 r .44505 .38029 .44553 .38724 .46119 .37677 .46086 .36941 Mtetra .822 .994 .861 r .46086 .36941 .46119 .37677 .47678 .36564 .47658 .35784 Mtetra .839 .993 .85 r .47658 .35784 .47678 .36564 .49228 .35383 .49222 .34556 Mtetra .855 .992 .838 r .49222 .34556 .49228 .35383 .50769 .34133 .50776 .33255 Mtetra .518 .816 .999 r .8522 .1954 .84919 .20215 .86405 .20215 .86718 .1954 Mtetra .83721 .1954 .83433 .20215 .84919 .20215 .8522 .1954 Mtetra .82222 .1954 .81947 .20215 .83433 .20215 .83721 .1954 Mtetra .80724 .1954 .80461 .20215 .81947 .20215 .82222 .1954 Mtetra .79225 .1954 .78975 .20215 .80461 .20215 .80724 .1954 Mtetra .77726 .1954 .77489 .20215 .78975 .20215 .79225 .1954 Mtetra .76227 .1954 .76003 .20215 .77489 .20215 .77726 .1954 Mtetra .74729 .1954 .74518 .20215 .76003 .20215 .76227 .1954 Mtetra .7323 .1954 .73032 .20215 .74518 .20215 .74729 .1954 Mtetra .71731 .1954 .71546 .20215 .73032 .20215 .7323 .1954 Mtetra .70233 .1954 .7006 .20215 .71546 .20215 .71731 .1954 Mtetra .68734 .1954 .68574 .20215 .7006 .20215 .70233 .1954 Mtetra .67235 .1954 .67088 .20215 .68574 .20215 .68734 .1954 Mtetra .65736 .1954 .65602 .20215 .67088 .20215 .67235 .1954 Mtetra .64238 .1954 .64116 .20215 .65602 .20215 .65736 .1954 Mtetra .773 .822 .891 r .62755 .20019 .6267 .21437 .64116 .20215 .64238 .1954 Mtetra .945 .953 .739 r .6131 .21957 .61232 .23294 .6267 .21437 .62755 .20019 Mtetra .938 .96 .751 r .59848 .23813 .59779 .25073 .61232 .23294 .6131 .21957 Mtetra .929 .966 .763 r .58371 .25587 .5831 .26774 .59779 .25073 .59848 .23813 Mtetra .919 .972 .775 r .56878 .27279 .56827 .28398 .5831 .26774 .58371 .25587 Mtetra .909 .977 .788 r .55371 .28891 .5533 .29944 .56827 .28398 .56878 .27279 Mtetra .897 .982 .8 r .53851 .30424 .53821 .31415 .5533 .29944 .55371 .28891 Mtetra .884 .986 .813 r .52319 .31878 .52301 .3281 .53821 .31415 .53851 .30424 Mtetra .87 .989 .825 r .50776 .33255 .50769 .34133 .52301 .3281 .52319 .31878 Mtetra .4 .705 .984 r .12432 .2442 .12747 .2521 .14238 .25535 .13936 .24742 Mtetra .384 .692 .98 r .13936 .24742 .14238 .25535 .15729 .25893 .15439 .251 Mtetra .366 .676 .976 r .15439 .251 .15729 .25893 .17219 .26292 .16942 .25497 Mtetra .344 .658 .971 r .16942 .25497 .17219 .26292 .18709 .26737 .18444 .25941 Mtetra .319 .636 .964 r .18444 .25941 .18709 .26737 .20198 .27235 .19946 .26439 Mtetra .288 .61 .955 r .19946 .26439 .20198 .27235 .21686 .27797 .21447 .27002 Mtetra .251 .578 .943 r .21447 .27002 .21686 .27797 .23173 .28436 .22947 .27642 Mtetra .206 .539 .926 r .22947 .27642 .23173 .28436 .2466 .29167 .24445 .28376 Mtetra .15 .489 .903 r .24445 .28376 .2466 .29167 .26145 .30014 .25943 .29227 Mtetra .081 .425 .869 r .25943 .29227 .26145 .30014 .27629 .3101 .27438 .30229 Mtetra 0 .341 .821 r .27438 .30229 .27629 .3101 .29109 .32206 .28931 .31434 Mtetra 0 .228 .748 r .28931 .31434 .29109 .32206 .30585 .33689 .30419 .32929 Mtetra 0 .072 .633 r .30419 .32929 .30585 .33689 .32052 .35644 .31898 .34898 Mtetra 0 0 .435 r .31898 .34898 .32052 .35644 .33491 .38646 .33349 .37908 Mtetra 0 0 .248 r .33349 .37908 .33491 .38646 .34895 .43261 .34756 .42734 Mtetra .691 .972 .921 r .34756 .42734 .34895 .43261 .36509 .42529 .36386 .41976 Mtetra .712 .978 .914 r .36386 .41976 .36509 .42529 .38119 .41745 .38011 .41163 Mtetra .733 .983 .906 r .38011 .41163 .38119 .41745 .39724 .40905 .39632 .40293 Mtetra .754 .987 .898 r .39632 .40293 .39724 .40905 .41324 .40009 .41247 .39361 Mtetra .774 .99 .889 r .41247 .39361 .41324 .40009 .42918 .39051 .42856 .38366 Mtetra .794 .992 .878 r .42856 .38366 .42918 .39051 .44505 .38029 .44458 .37303 Mtetra .813 .993 .867 r .44458 .37303 .44505 .38029 .46086 .36941 .46052 .36171 Mtetra .831 .993 .856 r .46052 .36171 .46086 .36941 .47658 .35784 .47638 .34966 Mtetra .848 .992 .844 r .47638 .34966 .47658 .35784 .49222 .34556 .49215 .33686 Mtetra .864 .99 .831 r .49215 .33686 .49222 .34556 .50776 .33255 .50782 .32328 Mtetra .518 .816 .999 r .85526 .18853 .8522 .1954 .86718 .1954 .87037 .18853 Mtetra .84014 .18853 .83721 .1954 .8522 .1954 .85526 .18853 Mtetra .82502 .18853 .82222 .1954 .83721 .1954 .84014 .18853 Mtetra .8099 .18853 .80724 .1954 .82222 .1954 .82502 .18853 Mtetra .79479 .18853 .79225 .1954 .80724 .1954 .8099 .18853 Mtetra .77967 .18853 .77726 .1954 .79225 .1954 .79479 .18853 Mtetra .76455 .18853 .76227 .1954 .77726 .1954 .77967 .18853 Mtetra .74944 .18853 .74729 .1954 .76227 .1954 .76455 .18853 Mtetra .73432 .18853 .7323 .1954 .74729 .1954 .74944 .18853 Mtetra .7192 .18853 .71731 .1954 .7323 .1954 .73432 .18853 Mtetra .70408 .18853 .70233 .1954 .71731 .1954 .7192 .18853 Mtetra .68897 .18853 .68734 .1954 .70233 .1954 .70408 .18853 Mtetra .67385 .18853 .67235 .1954 .68734 .1954 .68897 .18853 Mtetra .65873 .18853 .65736 .1954 .67235 .1954 .67385 .18853 Mtetra .64361 .18853 .64238 .1954 .65736 .1954 .65873 .18853 Mtetra .64 .768 .941 r .6285 .18853 .62755 .20019 .64238 .1954 .64361 .18853 Mtetra .932 .938 .779 r .61387 .20524 .6131 .21957 .62755 .20019 .6285 .18853 Mtetra .944 .953 .742 r .59918 .22465 .59848 .23813 .6131 .21957 .61387 .20524 Mtetra .936 .96 .754 r .58431 .24319 .58371 .25587 .59848 .23813 .59918 .22465 Mtetra .927 .967 .767 r .56929 .26089 .56878 .27279 .58371 .25587 .58431 .24319 Mtetra .917 .973 .78 r .55412 .27773 .55371 .28891 .56878 .27279 .56929 .26089 Mtetra .905 .978 .793 r .53882 .29373 .53851 .30424 .55371 .28891 .55412 .27773 Mtetra .893 .983 .806 r .52338 .30891 .52319 .31878 .53851 .30424 .53882 .29373 Mtetra .879 .987 .818 r .50782 .32328 .50776 .33255 .52319 .31878 .52338 .30891 Mtetra .403 .706 .984 r .12112 .23614 .12432 .2442 .13936 .24742 .13629 .23934 Mtetra .388 .693 .981 r .13629 .23934 .13936 .24742 .15439 .251 .15145 .2429 Mtetra .369 .678 .977 r .15145 .2429 .15439 .251 .16942 .25497 .16661 .24686 Mtetra .347 .66 .972 r .16661 .24686 .16942 .25497 .18444 .25941 .18176 .25129 Mtetra .322 .638 .965 r .18176 .25129 .18444 .25941 .19946 .26439 .1969 .25627 Mtetra .291 .612 .956 r .1969 .25627 .19946 .26439 .21447 .27002 .21204 .26191 Mtetra .253 .58 .943 r .21204 .26191 .21447 .27002 .22947 .27642 .22716 .26833 Mtetra .208 .54 .927 r .22716 .26833 .22947 .27642 .24445 .28376 .24227 .2757 Mtetra .151 .489 .903 r .24227 .2757 .24445 .28376 .25943 .29227 .25737 .28426 Mtetra .081 .424 .869 r .25737 .28426 .25943 .29227 .27438 .30229 .27245 .29436 Mtetra 0 .34 .82 r .27245 .29436 .27438 .30229 .28931 .31434 .2875 .30651 Mtetra 0 .226 .746 r .2875 .30651 .28931 .31434 .30419 .32929 .3025 .32161 Mtetra 0 .068 .63 r .3025 .32161 .30419 .32929 .31898 .34898 .3174 .3415 Mtetra 0 0 .432 r .3174 .3415 .31898 .34898 .33349 .37908 .33202 .37183 Mtetra 0 0 .231 r .33202 .37183 .33349 .37908 .34756 .42734 .34615 .42192 Mtetra .698 .975 .918 r .34615 .42192 .34756 .42734 .36386 .41976 .36261 .41405 Mtetra .72 .98 .911 r .36261 .41405 .36386 .41976 .38011 .41163 .37902 .40561 Mtetra .742 .985 .903 r .37902 .40561 .38011 .41163 .39632 .40293 .39538 .39657 Mtetra .763 .989 .894 r .39538 .39657 .39632 .40293 .41247 .39361 .41169 .38688 Mtetra .784 .991 .884 r .41169 .38688 .41247 .39361 .42856 .38366 .42793 .37651 Mtetra .804 .993 .873 r .42793 .37651 .42856 .38366 .44458 .37303 .4441 .36543 Mtetra .823 .993 .862 r .4441 .36543 .44458 .37303 .46052 .36171 .46018 .35361 Mtetra .842 .993 .849 r .46018 .35361 .46052 .36171 .47638 .34966 .47619 .34103 Mtetra .859 .991 .837 r .47619 .34103 .47638 .34966 .49215 .33686 .49209 .32766 Mtetra .874 .988 .824 r .49209 .32766 .49215 .33686 .50782 .32328 .50788 .31346 Mtetra .518 .816 .999 r .85837 .18153 .85526 .18853 .87037 .18853 .87362 .18153 Mtetra .84312 .18153 .84014 .18853 .85526 .18853 .85837 .18153 Mtetra .82787 .18153 .82502 .18853 .84014 .18853 .84312 .18153 Mtetra .81262 .18153 .8099 .18853 .82502 .18853 .82787 .18153 Mtetra .79737 .18153 .79479 .18853 .8099 .18853 .81262 .18153 Mtetra .78212 .18153 .77967 .18853 .79479 .18853 .79737 .18153 Mtetra .76687 .18153 .76455 .18853 .77967 .18853 .78212 .18153 Mtetra .75162 .18153 .74944 .18853 .76455 .18853 .76687 .18153 Mtetra .73637 .18153 .73432 .18853 .74944 .18853 .75162 .18153 Mtetra .72112 .18153 .7192 .18853 .73432 .18853 .73637 .18153 Mtetra .70587 .18153 .70408 .18853 .7192 .18853 .72112 .18153 Mtetra .69062 .18153 .68897 .18853 .70408 .18853 .70587 .18153 Mtetra .67537 .18153 .67385 .18853 .68897 .18853 .69062 .18153 Mtetra .66012 .18153 .65873 .18853 .67385 .18853 .67537 .18153 Mtetra .64487 .18153 .64361 .18853 .65873 .18853 .66012 .18153 Mtetra .62962 .18153 .6285 .18853 .64361 .18853 .64487 .18153 Mtetra .835 .857 .862 r .61462 .18982 .61387 .20524 .6285 .18853 .62962 .18153 Mtetra .951 .945 .733 r .59986 .21017 .59918 .22465 .61387 .20524 .61462 .18982 Mtetra .943 .953 .745 r .58491 .22961 .58431 .24319 .59918 .22465 .59986 .21017 Mtetra .935 .96 .758 r .5698 .24814 .56929 .26089 .58431 .24319 .58491 .22961 Mtetra .925 .967 .771 r .55453 .26579 .55412 .27773 .56929 .26089 .5698 .24814 Mtetra .914 .973 .784 r .53912 .28254 .53882 .29373 .55412 .27773 .55453 .26579 Mtetra .902 .979 .797 r .52356 .29843 .52338 .30891 .53882 .29373 .53912 .28254 Mtetra .889 .984 .811 r .50788 .31346 .50782 .32328 .52338 .30891 .52356 .29843 Mtetra .407 .708 .984 r .11787 .22791 .12112 .23614 .13629 .23934 .13317 .2311 Mtetra .391 .695 .981 r .13317 .2311 .13629 .23934 .15145 .2429 .14846 .23464 Mtetra .372 .68 .977 r .14846 .23464 .15145 .2429 .16661 .24686 .16375 .23859 Mtetra .35 .661 .972 r .16375 .23859 .16661 .24686 .18176 .25129 .17903 .24301 Mtetra .324 .64 .965 r .17903 .24301 .18176 .25129 .1969 .25627 .1943 .24799 Mtetra .293 .613 .956 r .1943 .24799 .1969 .25627 .21204 .26191 .20956 .25364 Mtetra .255 .581 .944 r .20956 .25364 .21204 .26191 .22716 .26833 .22481 .26008 Mtetra .209 .54 .927 r .22481 .26008 .22716 .26833 .24227 .2757 .24005 .26749 Mtetra .152 .489 .903 r .24005 .26749 .24227 .2757 .25737 .28426 .25528 .27611 Mtetra .08 .424 .869 r .25528 .27611 .25737 .28426 .27245 .29436 .27048 .2863 Mtetra 0 .337 .819 r .27048 .2863 .27245 .29436 .2875 .30651 .28565 .29857 Mtetra 0 .222 .743 r .28565 .29857 .2875 .30651 .3025 .32161 .30077 .31385 Mtetra 0 .062 .625 r .30077 .31385 .3025 .32161 .3174 .3415 .31579 .33401 Mtetra 0 0 .426 r .31579 .33401 .3174 .3415 .33202 .37183 .33052 .36473 Mtetra 0 0 .217 r .33052 .36473 .33202 .37183 .34615 .42192 .34472 .41633 Mtetra .706 .977 .915 r .34472 .41633 .34615 .42192 .36261 .41405 .36134 .40815 Mtetra .729 .982 .907 r .36134 .40815 .36261 .41405 .37902 .40561 .37791 .39937 Mtetra .752 .987 .899 r .37791 .39937 .37902 .40561 .39538 .39657 .39444 .38994 Mtetra .773 .99 .889 r .39444 .38994 .39538 .39657 .41169 .38688 .4109 .37983 Mtetra .795 .992 .879 r .4109 .37983 .41169 .38688 .42793 .37651 .42729 .36901 Mtetra .815 .993 .867 r .42729 .36901 .42793 .37651 .4441 .36543 .44361 .35743 Mtetra .834 .993 .855 r .44361 .35743 .4441 .36543 .46018 .35361 .45984 .34507 Mtetra .852 .991 .842 r .45984 .34507 .46018 .35361 .47619 .34103 .47598 .3319 Mtetra .869 .988 .829 r .47598 .3319 .47619 .34103 .49209 .32766 .49202 .31788 Mtetra .885 .985 .816 r .49202 .31788 .49209 .32766 .50788 .31346 .50795 .303 Mtetra .518 .816 .999 r .86154 .17442 .85837 .18153 .87362 .18153 .87692 .17442 Mtetra .84615 .17442 .84312 .18153 .85837 .18153 .86154 .17442 Mtetra .83077 .17442 .82787 .18153 .84312 .18153 .84615 .17442 Mtetra .81538 .17442 .81262 .18153 .82787 .18153 .83077 .17442 Mtetra .8 .17442 .79737 .18153 .81262 .18153 .81538 .17442 Mtetra .78462 .17442 .78212 .18153 .79737 .18153 .8 .17442 Mtetra .76923 .17442 .76687 .18153 .78212 .18153 .78462 .17442 Mtetra .75385 .17442 .75162 .18153 .76687 .18153 .76923 .17442 Mtetra .73846 .17442 .73637 .18153 .75162 .18153 .75385 .17442 Mtetra .72308 .17442 .72112 .18153 .73637 .18153 .73846 .17442 Mtetra .70769 .17442 .70587 .18153 .72112 .18153 .72308 .17442 Mtetra .69231 .17442 .69062 .18153 .70587 .18153 .70769 .17442 Mtetra .67692 .17442 .67537 .18153 .69062 .18153 .69231 .17442 Mtetra .66154 .17442 .66012 .18153 .67537 .18153 .67692 .17442 Mtetra .64615 .17442 .64487 .18153 .66012 .18153 .66154 .17442 Mtetra .63077 .17442 .62962 .18153 .64487 .18153 .64615 .17442 Mtetra .672 .728 .891 r .61538 .17442 .61462 .18982 .62962 .18153 .63077 .17442 Mtetra .952 .934 .74 r .60052 .19451 .59986 .21017 .61462 .18982 .61538 .17442 Mtetra .95 .944 .736 r .5855 .21495 .58491 .22961 .59986 .21017 .60052 .19451 Mtetra .942 .952 .748 r .5703 .23443 .5698 .24814 .58491 .22961 .5855 .21495 Mtetra .933 .96 .762 r .55494 .25296 .55453 .26579 .5698 .24814 .5703 .23443 Mtetra .923 .967 .775 r .53942 .27056 .53912 .28254 .55453 .26579 .55494 .25296 Mtetra .912 .974 .789 r .52375 .28724 .52356 .29843 .53912 .28254 .53942 .27056 Mtetra .899 .98 .802 r .50795 .303 .50788 .31346 .52356 .29843 .52375 .28724 Mtetra .41 .71 .984 r .11457 .21952 .11787 .22791 .13317 .2311 .13 .22269 Mtetra .394 .697 .981 r .13 .22269 .13317 .2311 .14846 .23464 .14543 .22621 Mtetra .376 .681 .977 r .14543 .22621 .14846 .23464 .16375 .23859 .16084 .23015 Mtetra .354 .663 .972 r .16084 .23015 .16375 .23859 .17903 .24301 .17626 .23456 Mtetra .327 .641 .966 r .17626 .23456 .17903 .24301 .1943 .24799 .19166 .23955 Mtetra .296 .614 .957 r .19166 .23955 .1943 .24799 .20956 .25364 .20705 .2452 Mtetra .257 .582 .944 r .20705 .2452 .20956 .25364 .22481 .26008 .22243 .25167 Mtetra .21 .541 .927 r .22243 .25167 .22481 .26008 .24005 .26749 .2378 .25913 Mtetra .152 .489 .903 r .2378 .25913 .24005 .26749 .25528 .27611 .25315 .26782 Mtetra .078 .422 .868 r .25315 .26782 .25528 .27611 .27048 .2863 .26847 .27811 Mtetra 0 .334 .817 r .26847 .27811 .27048 .2863 .28565 .29857 .28377 .29053 Mtetra 0 .216 .739 r .28377 .29053 .28565 .29857 .30077 .31385 .29901 .30604 Mtetra 0 .054 .618 r .29901 .30604 .30077 .31385 .31579 .33401 .31414 .32653 Mtetra 0 0 .416 r .31414 .32653 .31579 .33401 .33052 .36473 .32898 .35783 Mtetra 0 0 .206 r .32898 .35783 .33052 .36473 .34472 .41633 .34326 .41055 Mtetra .716 .979 .911 r .34326 .41055 .34472 .41633 .36134 .40815 .36005 .40203 Mtetra .739 .985 .903 r .36005 .40203 .36134 .40815 .37791 .39937 .37679 .39287 Mtetra .762 .989 .894 r .37679 .39287 .37791 .39937 .39444 .38994 .39347 .38302 Mtetra .785 .991 .884 r .39347 .38302 .39444 .38994 .4109 .37983 .4101 .37245 Mtetra .806 .993 .873 r .4101 .37245 .4109 .37983 .42729 .36901 .42665 .36111 Mtetra .827 .993 .861 r .42665 .36111 .42729 .36901 .44361 .35743 .44312 .34898 Mtetra .846 .992 .848 r .44312 .34898 .44361 .35743 .45984 .34507 .4595 .33601 Mtetra .864 .989 .835 r .4595 .33601 .45984 .34507 .47598 .3319 .47578 .32218 Mtetra .88 .985 .821 r .47578 .32218 .47598 .3319 .49202 .31788 .49196 .30745 Mtetra .896 .98 .807 r .49196 .30745 .49202 .31788 .50795 .303 .50801 .2918 Mtetra .518 .816 .999 r .86476 .16718 .86154 .17442 .87692 .17442 .88029 .16718 Mtetra .84924 .16718 .84615 .17442 .86154 .17442 .86476 .16718 Mtetra .83372 .16718 .83077 .17442 .84615 .17442 .84924 .16718 Mtetra .8182 .16718 .81538 .17442 .83077 .17442 .83372 .16718 Mtetra .80268 .16718 .8 .17442 .81538 .17442 .8182 .16718 Mtetra .78715 .16718 .78462 .17442 .8 .17442 .80268 .16718 Mtetra .77163 .16718 .76923 .17442 .78462 .17442 .78715 .16718 Mtetra .75611 .16718 .75385 .17442 .76923 .17442 .77163 .16718 Mtetra .74059 .16718 .73846 .17442 .75385 .17442 .75611 .16718 Mtetra .72507 .16718 .72308 .17442 .73846 .17442 .74059 .16718 Mtetra .70955 .16718 .70769 .17442 .72308 .17442 .72507 .16718 Mtetra .69402 .16718 .69231 .17442 .70769 .17442 .70955 .16718 Mtetra .6785 .16718 .67692 .17442 .69231 .17442 .69402 .16718 Mtetra .66298 .16718 .66154 .17442 .67692 .17442 .6785 .16718 Mtetra .64746 .16718 .64615 .17442 .66154 .17442 .66298 .16718 Mtetra .63194 .16718 .63077 .17442 .64615 .17442 .64746 .16718 Mtetra .61641 .16718 .61538 .17442 .63077 .17442 .63194 .16718 Mtetra .861 .859 .837 r .60116 .17748 .60052 .19451 .61538 .17442 .61641 .16718 Mtetra .957 .934 .725 r .58607 .19903 .5855 .21495 .60052 .19451 .60116 .17748 Mtetra .95 .943 .738 r .5708 .21957 .5703 .23443 .5855 .21495 .58607 .19903 Mtetra .942 .952 .751 r .55534 .23911 .55494 .25296 .5703 .23443 .5708 .21957 Mtetra .932 .96 .765 r .53971 .25765 .53942 .27056 .55494 .25296 .55534 .23911 Mtetra .921 .968 .779 r .52393 .27521 .52375 .28724 .53942 .27056 .53971 .25765 Mtetra .909 .975 .793 r .50801 .2918 .50795 .303 .52375 .28724 .52393 .27521 Mtetra .413 .711 .985 r .1112 .21096 .11457 .21952 .13 .22269 .12677 .2141 Mtetra .397 .698 .982 r .12677 .2141 .13 .22269 .14543 .22621 .14234 .2176 Mtetra .379 .683 .978 r .14234 .2176 .14543 .22621 .16084 .23015 .15789 .22153 Mtetra .357 .665 .973 r .15789 .22153 .16084 .23015 .17626 .23456 .17343 .22594 Mtetra .33 .642 .966 r .17343 .22594 .17626 .23456 .19166 .23955 .18897 .23093 Mtetra .298 .616 .957 r .18897 .23093 .19166 .23955 .20705 .2452 .20449 .2366 Mtetra .259 .582 .944 r .20449 .2366 .20705 .2452 .22243 .25167 .22001 .2431 Mtetra .211 .541 .927 r .22001 .2431 .22243 .25167 .2378 .25913 .2355 .25061 Mtetra .151 .488 .902 r .2355 .25061 .2378 .25913 .25315 .26782 .25098 .25938 Mtetra .076 .42 .867 r .25098 .25938 .25315 .26782 .26847 .27811 .26643 .26979 Mtetra 0 .33 .814 r .26643 .26979 .26847 .27811 .28377 .29053 .28185 .2824 Mtetra 0 .209 .734 r .28185 .2824 .28377 .29053 .29901 .30604 .29721 .29817 Mtetra 0 .043 .609 r .29721 .29817 .29901 .30604 .31414 .32653 .31246 .31909 Mtetra 0 0 .403 r .31246 .31909 .31414 .32653 .32898 .35783 .3274 .3512 Mtetra 0 0 .197 r .3274 .3512 .32898 .35783 .34326 .41055 .34178 .40457 Mtetra .726 .982 .908 r .34178 .40457 .34326 .41055 .36005 .40203 .35874 .39567 Mtetra .75 .987 .899 r .35874 .39567 .36005 .40203 .37679 .39287 .37565 .38608 Mtetra .774 .99 .889 r .37565 .38608 .37679 .39287 .39347 .38302 .3925 .37576 Mtetra .797 .992 .878 r .3925 .37576 .39347 .38302 .4101 .37245 .40929 .36466 Mtetra .818 .993 .866 r .40929 .36466 .4101 .37245 .42665 .36111 .426 .35276 Mtetra .839 .992 .853 r .426 .35276 .42665 .36111 .44312 .34898 .44262 .33999 Mtetra .858 .99 .84 r .44262 .33999 .44312 .34898 .4595 .33601 .45916 .32634 Mtetra .876 .986 .826 r .45916 .32634 .4595 .33601 .47578 .32218 .47558 .31177 Mtetra .892 .981 .812 r .47558 .31177 .47578 .32218 .49196 .30745 .49189 .29624 Mtetra .907 .975 .797 r .49189 .29624 .49196 .30745 .50801 .2918 .50807 .27972 Mtetra .518 .816 .999 r .86805 .1598 .86476 .16718 .88029 .16718 .88371 .1598 Mtetra .85239 .1598 .84924 .16718 .86476 .16718 .86805 .1598 Mtetra .83672 .1598 .83372 .16718 .84924 .16718 .85239 .1598 Mtetra .82106 .1598 .8182 .16718 .83372 .16718 .83672 .1598 Mtetra .8054 .1598 .80268 .16718 .8182 .16718 .82106 .1598 Mtetra .78974 .1598 .78715 .16718 .80268 .16718 .8054 .1598 Mtetra .77408 .1598 .77163 .16718 .78715 .16718 .78974 .1598 Mtetra .75842 .1598 .75611 .16718 .77163 .16718 .77408 .1598 Mtetra .74275 .1598 .74059 .16718 .75611 .16718 .75842 .1598 Mtetra .72709 .1598 .72507 .16718 .74059 .16718 .74275 .1598 Mtetra .71143 .1598 .70955 .16718 .72507 .16718 .72709 .1598 Mtetra .69577 .1598 .69402 .16718 .70955 .16718 .71143 .1598 Mtetra .68011 .1598 .6785 .16718 .69402 .16718 .69577 .1598 Mtetra .66445 .1598 .66298 .16718 .6785 .16718 .68011 .1598 Mtetra .64878 .1598 .64746 .16718 .66298 .16718 .66445 .1598 Mtetra .63312 .1598 .63194 .16718 .64746 .16718 .64878 .1598 Mtetra .61746 .1598 .61641 .16718 .63194 .16718 .63312 .1598 Mtetra .682 .709 .868 r .6018 .1598 .60116 .17748 .61641 .16718 .61746 .1598 Mtetra .959 .921 .726 r .58663 .18161 .58607 .19903 .60116 .17748 .6018 .1598 Mtetra .957 .933 .727 r .57127 .20336 .5708 .21957 .58607 .19903 .58663 .18161 Mtetra .949 .942 .74 r .55573 .22403 .55534 .23911 .5708 .21957 .57127 .20336 Mtetra .941 .952 .754 r .54 .24364 .53971 .25765 .55534 .23911 .55573 .22403 Mtetra .931 .96 .768 r .52412 .26219 .52393 .27521 .53971 .25765 .54 .24364 Mtetra .919 .968 .783 r .50807 .27972 .50801 .2918 .52393 .27521 .52412 .26219 Mtetra .417 .713 .985 r .10779 .20221 .1112 .21096 .12677 .2141 .1235 .20533 Mtetra .401 .7 .982 r .1235 .20533 .12677 .2141 .14234 .2176 .1392 .20881 Mtetra .382 .684 .978 r .1392 .20881 .14234 .2176 .15789 .22153 .15489 .21272 Mtetra .36 .666 .973 r .15489 .21272 .15789 .22153 .17343 .22594 .17057 .21713 Mtetra .333 .644 .966 r .17057 .21713 .17343 .22594 .18897 .23093 .18624 .22212 Mtetra .3 .617 .957 r .18624 .22212 .18897 .23093 .20449 .2366 .2019 .22782 Mtetra .261 .583 .945 r .2019 .22782 .20449 .2366 .22001 .2431 .21754 .23435 Mtetra .211 .541 .927 r .21754 .23435 .22001 .2431 .2355 .25061 .23317 .24193 Mtetra .15 .487 .902 r .23317 .24193 .2355 .25061 .25098 .25938 .24878 .2508 Mtetra .072 .416 .865 r .24878 .2508 .25098 .25938 .26643 .26979 .26436 .26136 Mtetra 0 .324 .81 r .26436 .26136 .26643 .26979 .28185 .2824 .2799 .27418 Mtetra 0 .199 .727 r .2799 .27418 .28185 .2824 .29721 .29817 .29537 .29027 Mtetra 0 .029 .597 r .29537 .29027 .29721 .29817 .31246 .31909 .31073 .31172 Mtetra 0 0 .385 r .31073 .31172 .31246 .31909 .3274 .3512 .32576 .34492 Mtetra 0 0 .19 r .32576 .34492 .3274 .3512 .34178 .40457 .34027 .39834 Mtetra .737 .985 .903 r .34027 .39834 .34178 .40457 .35874 .39567 .35741 .38901 Mtetra .762 .989 .894 r .35741 .38901 .35874 .39567 .37565 .38608 .3745 .37894 Mtetra .786 .991 .883 r .3745 .37894 .37565 .38608 .3925 .37576 .39152 .36809 Mtetra .81 .993 .871 r .39152 .36809 .3925 .37576 .40929 .36466 .40847 .35641 Mtetra .832 .992 .859 r .40847 .35641 .40929 .36466 .426 .35276 .42535 .34386 Mtetra .852 .99 .845 r .42535 .34386 .426 .35276 .44262 .33999 .44213 .33039 Mtetra .871 .987 .831 r .44213 .33039 .44262 .33999 .45916 .32634 .45881 .31596 Mtetra .888 .982 .816 r .45881 .31596 .45916 .32634 .47558 .31177 .47538 .30054 Mtetra .904 .976 .801 r .47538 .30054 .47558 .31177 .49189 .29624 .49183 .28409 Mtetra .918 .968 .786 r .49183 .28409 .49189 .29624 .50807 .27972 .50814 .26658 Mtetra .518 .816 .999 r .87139 .1523 .86805 .1598 .88371 .1598 .88719 .1523 Mtetra .85559 .1523 .85239 .1598 .86805 .1598 .87139 .1523 Mtetra .83978 .1523 .83672 .1598 .85239 .1598 .85559 .1523 Mtetra .82398 .1523 .82106 .1598 .83672 .1598 .83978 .1523 Mtetra .80817 .1523 .8054 .1598 .82106 .1598 .82398 .1523 Mtetra .79237 .1523 .78974 .1598 .8054 .1598 .80817 .1523 Mtetra .77657 .1523 .77408 .1598 .78974 .1598 .79237 .1523 Mtetra .76076 .1523 .75842 .1598 .77408 .1598 .77657 .1523 Mtetra .74496 .1523 .74275 .1598 .75842 .1598 .76076 .1523 Mtetra .72916 .1523 .72709 .1598 .74275 .1598 .74496 .1523 Mtetra .71335 .1523 .71143 .1598 .72709 .1598 .72916 .1523 Mtetra .69755 .1523 .69577 .1598 .71143 .1598 .71335 .1523 Mtetra .68174 .1523 .68011 .1598 .69577 .1598 .69755 .1523 Mtetra .66594 .1523 .66445 .1598 .68011 .1598 .68174 .1523 Mtetra .65014 .1523 .64878 .1598 .66445 .1598 .66594 .1523 Mtetra .63433 .1523 .63312 .1598 .64878 .1598 .65014 .1523 Mtetra .61853 .1523 .61746 .1598 .63312 .1598 .63433 .1523 Mtetra .60272 .1523 .6018 .1598 .61746 .1598 .61853 .1523 Mtetra .853 .831 .825 r .58715 .16237 .58663 .18161 .6018 .1598 .60272 .1523 Mtetra .963 .92 .715 r .57173 .1855 .57127 .20336 .58663 .18161 .58715 .16237 Mtetra .957 .931 .728 r .55611 .20747 .55573 .22403 .57127 .20336 .57173 .1855 Mtetra .949 .941 .742 r .54029 .22829 .54 .24364 .55573 .22403 .55611 .20747 Mtetra .94 .951 .756 r .52429 .24799 .52412 .26219 .54 .24364 .54029 .22829 Mtetra .93 .96 .771 r .50814 .26658 .50807 .27972 .52412 .26219 .52429 .24799 Mtetra .42 .714 .985 r .10431 .19327 .10779 .20221 .1235 .20533 .12016 .19637 Mtetra .404 .701 .982 r .12016 .19637 .1235 .20533 .1392 .20881 .136 .19983 Mtetra .386 .686 .978 r .136 .19983 .1392 .20881 .15489 .21272 .15183 .20373 Mtetra .363 .667 .973 r .15183 .20373 .15489 .21272 .17057 .21713 .16765 .20813 Mtetra .336 .645 .967 r .16765 .20813 .17057 .21713 .18624 .22212 .18346 .21313 Mtetra .303 .617 .957 r .18346 .21313 .18624 .22212 .2019 .22782 .19925 .21885 Mtetra .262 .583 .945 r .19925 .21885 .2019 .22782 .21754 .23435 .21503 .22543 Mtetra .211 .54 .927 r .21503 .22543 .21754 .23435 .23317 .24193 .23079 .23308 Mtetra .148 .484 .901 r .23079 .23308 .23317 .24193 .24878 .2508 .24653 .24207 Mtetra .067 .412 .862 r .24653 .24207 .24878 .2508 .26436 .26136 .26224 .2528 Mtetra 0 .316 .805 r .26224 .2528 .26436 .26136 .2799 .27418 .2779 .26588 Mtetra 0 .187 .718 r .2779 .26588 .2799 .27418 .29537 .29027 .2935 .28237 Mtetra 0 .011 .582 r .2935 .28237 .29537 .29027 .31073 .31172 .30896 .30448 Mtetra 0 0 .362 r .30896 .30448 .31073 .31172 .32576 .34492 .32406 .33914 Mtetra .687 .405 0 r .32406 .33914 .32576 .34492 .34027 .39834 .33874 .39184 Mtetra .75 .987 .898 r .33874 .39184 .34027 .39834 .35741 .38901 .35606 .38202 Mtetra .776 .99 .888 r .35606 .38202 .35741 .38901 .3745 .37894 .37333 .37141 Mtetra .8 .992 .876 r .37333 .37141 .3745 .37894 .39152 .36809 .39053 .35995 Mtetra .824 .992 .864 r .39053 .35995 .39152 .36809 .40847 .35641 .40765 .3476 Mtetra .846 .991 .85 r .40765 .3476 .40847 .35641 .42535 .34386 .42469 .33431 Mtetra .866 .987 .836 r .42469 .33431 .42535 .34386 .44213 .33039 .44163 .32002 Mtetra .885 .982 .821 r .44163 .32002 .44213 .33039 .45881 .31596 .45847 .30471 Mtetra .901 .976 .805 r .45847 .30471 .45881 .31596 .47538 .30054 .47518 .28832 Mtetra .916 .968 .79 r .47518 .28832 .47538 .30054 .49183 .28409 .49176 .27081 Mtetra .929 .96 .774 r .49176 .27081 .49183 .28409 .50814 .26658 .5082 .25217 Mtetra .518 .816 .999 r .87479 .14465 .87139 .1523 .88719 .1523 .89074 .14465 Mtetra .85885 .14465 .85559 .1523 .87139 .1523 .87479 .14465 Mtetra .8429 .14465 .83978 .1523 .85559 .1523 .85885 .14465 Mtetra .82695 .14465 .82398 .1523 .83978 .1523 .8429 .14465 Mtetra .811 .14465 .80817 .1523 .82398 .1523 .82695 .14465 Mtetra .79505 .14465 .79237 .1523 .80817 .1523 .811 .14465 Mtetra .7791 .14465 .77657 .1523 .79237 .1523 .79505 .14465 Mtetra .76315 .14465 .76076 .1523 .77657 .1523 .7791 .14465 Mtetra .7472 .14465 .74496 .1523 .76076 .1523 .76315 .14465 Mtetra .73126 .14465 .72916 .1523 .74496 .1523 .7472 .14465 Mtetra .71531 .14465 .71335 .1523 .72916 .1523 .73126 .14465 Mtetra .69936 .14465 .69755 .1523 .71335 .1523 .71531 .14465 Mtetra .68341 .14465 .68174 .1523 .69755 .1523 .69936 .14465 Mtetra .66746 .14465 .66594 .1523 .68174 .1523 .68341 .14465 Mtetra .65151 .14465 .65014 .1523 .66594 .1523 .66746 .14465 Mtetra .63556 .14465 .63433 .1523 .65014 .1523 .65151 .14465 Mtetra .61962 .14465 .61853 .1523 .63433 .1523 .63556 .14465 Mtetra .60367 .14465 .60272 .1523 .61853 .1523 .61962 .14465 Mtetra .68 .714 .874 r .58772 .14465 .58715 .16237 .60272 .1523 .60367 .14465 Mtetra .951 .896 .738 r .57216 .16561 .57173 .1855 .58715 .16237 .58772 .14465 Mtetra .963 .917 .715 r .55647 .18909 .55611 .20747 .57173 .1855 .57216 .16561 Mtetra .957 .928 .729 r .54056 .21133 .54029 .22829 .55611 .20747 .55647 .18909 Mtetra .949 .939 .743 r .52447 .23235 .52429 .24799 .54029 .22829 .54056 .21133 Mtetra .94 .95 .758 r .5082 .25217 .50814 .26658 .52429 .24799 .52447 .23235 Mtetra .424 .716 .985 r .10078 .18414 .10431 .19327 .12016 .19637 .11677 .18721 Mtetra .408 .703 .982 r .11677 .18721 .12016 .19637 .136 .19983 .13276 .19065 Mtetra .389 .688 .979 r .13276 .19065 .136 .19983 .15183 .20373 .14873 .19454 Mtetra .366 .669 .974 r .14873 .19454 .15183 .20373 .16765 .20813 .16469 .19894 Mtetra .339 .646 .967 r .16469 .19894 .16765 .20813 .18346 .21313 .18063 .20395 Mtetra .305 .618 .957 r .18063 .20395 .18346 .21313 .19925 .21885 .19657 .2097 Mtetra .263 .583 .944 r .19657 .2097 .19925 .21885 .21503 .22543 .21248 .21634 Mtetra .21 .538 .926 r .21248 .21634 .21503 .22543 .23079 .23308 .22837 .22408 Mtetra .144 .481 .899 r .22837 .22408 .23079 .23308 .24653 .24207 .24424 .2332 Mtetra .06 .406 .859 r .24424 .2332 .24653 .24207 .26224 .2528 .26008 .24414 Mtetra 0 .306 .799 r .26008 .24414 .26224 .2528 .2779 .26588 .27587 .25753 Mtetra 0 .171 .707 r .27587 .25753 .2779 .26588 .2935 .28237 .29158 .2745 Mtetra 0 0 .563 r .29158 .2745 .2935 .28237 .30896 .30448 .30714 .29743 Mtetra 0 0 .333 r .30714 .29743 .30896 .30448 .32406 .33914 .3223 .33407 Mtetra .698 .405 0 r .3223 .33407 .32406 .33914 .33874 .39184 .33719 .38501 Mtetra .764 .989 .892 r .33719 .38501 .33874 .39184 .35606 .38202 .3547 .37464 Mtetra .79 .992 .881 r .3547 .37464 .35606 .38202 .37333 .37141 .37215 .3634 Mtetra .816 .993 .869 r .37215 .3634 .37333 .37141 .39053 .35995 .38953 .35125 Mtetra .84 .991 .855 r .38953 .35125 .39053 .35995 .40765 .3476 .40683 .33812 Mtetra .861 .988 .84 r .40683 .33812 .40765 .3476 .42469 .33431 .42403 .32397 Mtetra .881 .983 .825 r .42403 .32397 .42469 .33431 .44163 .32002 .44114 .30874 Mtetra .899 .976 .809 r .44114 .30874 .44163 .32002 .45847 .30471 .45813 .29239 Mtetra .915 .968 .793 r .45813 .29239 .45847 .30471 .47518 .28832 .47499 .27487 Mtetra .928 .959 .776 r .47499 .27487 .47518 .28832 .49176 .27081 .4917 .25614 Mtetra .94 .948 .76 r .4917 .25614 .49176 .27081 .5082 .25217 .50826 .23616 Mtetra .518 .816 .999 r .87826 .13686 .87479 .14465 .89074 .14465 .89436 .13686 Mtetra .86216 .13686 .85885 .14465 .87479 .14465 .87826 .13686 Mtetra .84607 .13686 .8429 .14465 .85885 .14465 .86216 .13686 Mtetra .82997 .13686 .82695 .14465 .8429 .14465 .84607 .13686 Mtetra .81388 .13686 .811 .14465 .82695 .14465 .82997 .13686 Mtetra .79778 .13686 .79505 .14465 .811 .14465 .81388 .13686 Mtetra .78168 .13686 .7791 .14465 .79505 .14465 .79778 .13686 Mtetra .76559 .13686 .76315 .14465 .7791 .14465 .78168 .13686 Mtetra .74949 .13686 .7472 .14465 .76315 .14465 .76559 .13686 Mtetra .7334 .13686 .73126 .14465 .7472 .14465 .74949 .13686 Mtetra .7173 .13686 .71531 .14465 .73126 .14465 .7334 .13686 Mtetra .7012 .13686 .69936 .14465 .71531 .14465 .7173 .13686 Mtetra .68511 .13686 .68341 .14465 .69936 .14465 .7012 .13686 Mtetra .66901 .13686 .66746 .14465 .68341 .14465 .68511 .13686 Mtetra .65291 .13686 .65151 .14465 .66746 .14465 .66901 .13686 Mtetra .63682 .13686 .63556 .14465 .65151 .14465 .65291 .13686 Mtetra .62072 .13686 .61962 .14465 .63556 .14465 .63682 .13686 Mtetra .60463 .13686 .60367 .14465 .61962 .14465 .62072 .13686 Mtetra .58853 .13686 .58772 .14465 .60367 .14465 .60463 .13686 Mtetra .794 .757 .819 r .57255 .14318 .57216 .16561 .58772 .14465 .58853 .13686 Mtetra .968 .9 .7 r .5568 .16843 .55647 .18909 .57216 .16561 .57255 .14318 Mtetra .963 .913 .714 r .54082 .19233 .54056 .21133 .55647 .18909 .5568 .16843 Mtetra .957 .925 .729 r .52464 .2149 .52447 .23235 .54056 .21133 .54082 .19233 Mtetra .949 .937 .744 r .50826 .23616 .5082 .25217 .52447 .23235 .52464 .2149 Mtetra .428 .718 .985 r .09719 .1748 .10078 .18414 .11677 .18721 .11333 .17784 Mtetra .412 .705 .982 r .11333 .17784 .11677 .18721 .13276 .19065 .12946 .18126 Mtetra .393 .689 .979 r .12946 .18126 .13276 .19065 .14873 .19454 .14557 .18514 Mtetra .37 .67 .974 r .14557 .18514 .14873 .19454 .16469 .19894 .16167 .18953 Mtetra .341 .647 .967 r .16167 .18953 .16469 .19894 .18063 .20395 .17776 .19456 Mtetra .306 .618 .957 r .17776 .19456 .18063 .20395 .19657 .2097 .19383 .20035 Mtetra .263 .582 .944 r .19383 .20035 .19657 .2097 .21248 .21634 .20988 .20705 Mtetra .209 .536 .925 r .20988 .20705 .21248 .21634 .22837 .22408 .22591 .2149 Mtetra .14 .477 .897 r .22591 .2149 .22837 .22408 .24424 .2332 .24191 .2242 Mtetra .051 .398 .855 r .24191 .2242 .24424 .2332 .26008 .24414 .25787 .23538 Mtetra 0 .293 .79 r .25787 .23538 .26008 .24414 .27587 .25753 .27378 .24915 Mtetra 0 .151 .692 r .27378 .24915 .27587 .25753 .29158 .2745 .28961 .26672 Mtetra 0 0 .538 r .28961 .26672 .29158 .2745 .30714 .29743 .30527 .29069 Mtetra 0 0 .295 r .30527 .29069 .30714 .29743 .3223 .33407 .32045 .33007 Mtetra .711 .4 0 r .32045 .33007 .3223 .33407 .33719 .38501 .33562 .37779 Mtetra .78 .991 .885 r .33562 .37779 .33719 .38501 .3547 .37464 .35332 .36677 Mtetra .807 .993 .873 r .35332 .36677 .3547 .37464 .37215 .3634 .37096 .3548 Mtetra .833 .992 .859 r .37096 .3548 .37215 .3634 .38953 .35125 .38852 .34184 Mtetra .856 .989 .844 r .38852 .34184 .38953 .35125 .40683 .33812 .406 .32781 Mtetra .878 .984 .829 r .406 .32781 .40683 .33812 .42403 .32397 .42338 .31265 Mtetra .897 .977 .812 r .42338 .31265 .42403 .32397 .44114 .30874 .44065 .29632 Mtetra .913 .968 .795 r .44065 .29632 .44114 .30874 .45813 .29239 .45779 .27874 Mtetra .928 .958 .778 r .45779 .27874 .45813 .29239 .47499 .27487 .4748 .25989 Mtetra .94 .947 .761 r .4748 .25989 .47499 .27487 .4917 .25614 .49164 .2397 Mtetra .95 .934 .745 r .49164 .2397 .4917 .25614 .50826 .23616 .50831 .21814 Mtetra .518 .816 .999 r .88179 .12893 .87826 .13686 .89436 .13686 .89804 .12893 Mtetra .86555 .12893 .86216 .13686 .87826 .13686 .88179 .12893 Mtetra .8493 .12893 .84607 .13686 .86216 .13686 .86555 .12893 Mtetra .83305 .12893 .82997 .13686 .84607 .13686 .8493 .12893 Mtetra .81681 .12893 .81388 .13686 .82997 .13686 .83305 .12893 Mtetra .80056 .12893 .79778 .13686 .81388 .13686 .81681 .12893 Mtetra .78431 .12893 .78168 .13686 .79778 .13686 .80056 .12893 Mtetra .76807 .12893 .76559 .13686 .78168 .13686 .78431 .12893 Mtetra .75182 .12893 .74949 .13686 .76559 .13686 .76807 .12893 Mtetra .73557 .12893 .7334 .13686 .74949 .13686 .75182 .12893 Mtetra .71933 .12893 .7173 .13686 .7334 .13686 .73557 .12893 Mtetra .70308 .12893 .7012 .13686 .7173 .13686 .71933 .12893 Mtetra .68683 .12893 .68511 .13686 .7012 .13686 .70308 .12893 Mtetra .67059 .12893 .66901 .13686 .68511 .13686 .68683 .12893 Mtetra .65434 .12893 .65291 .13686 .66901 .13686 .67059 .12893 Mtetra .6381 .12893 .63682 .13686 .65291 .13686 .65434 .12893 Mtetra .62185 .12893 .62072 .13686 .63682 .13686 .6381 .12893 Mtetra .6056 .12893 .60463 .13686 .62072 .13686 .62185 .12893 Mtetra .58936 .12893 .58853 .13686 .60463 .13686 .6056 .12893 Mtetra .651 .757 .928 r .57311 .12893 .57255 .14318 .58853 .13686 .58936 .12893 Mtetra .902 .834 .768 r .5571 .14487 .5568 .16843 .57255 .14318 .57311 .12893 Mtetra .968 .895 .698 r .54106 .17075 .54082 .19233 .5568 .16843 .5571 .14487 Mtetra .964 .908 .713 r .52479 .19516 .52464 .2149 .54082 .19233 .54106 .17075 Mtetra .957 .922 .728 r .50831 .21814 .50826 .23616 .52464 .2149 .52479 .19516 Mtetra .432 .72 .985 r .09354 .16524 .09719 .1748 .11333 .17784 .10983 .16826 Mtetra .416 .706 .983 r .10983 .16826 .11333 .17784 .12946 .18126 .1261 .17166 Mtetra .396 .691 .979 r .1261 .17166 .12946 .18126 .14557 .18514 .14236 .17552 Mtetra .373 .671 .974 r .14236 .17552 .14557 .18514 .16167 .18953 .15861 .17992 Mtetra .344 .648 .967 r .15861 .17992 .16167 .18953 .17776 .19456 .17484 .18497 Mtetra .308 .618 .957 r .17484 .18497 .17776 .19456 .19383 .20035 .19105 .1908 Mtetra .263 .581 .944 r .19105 .1908 .19383 .20035 .20988 .20705 .20724 .19758 Mtetra .206 .533 .924 r .20724 .19758 .20988 .20705 .22591 .2149 .2234 .20556 Mtetra .133 .471 .894 r .2234 .20556 .22591 .2149 .24191 .2242 .23954 .21506 Mtetra .039 .388 .849 r .23954 .21506 .24191 .2242 .25787 .23538 .25563 .22655 Mtetra 0 .277 .779 r .25563 .22655 .25787 .23538 .27378 .24915 .27165 .24078 Mtetra 0 .126 .672 r .27165 .24078 .27378 .24915 .28961 .26672 .28759 .2591 Mtetra 0 0 .506 r .28759 .2591 .28961 .26672 .30527 .29069 .30333 .28442 Mtetra 0 0 .247 r .30333 .28442 .30527 .29069 .32045 .33007 .31848 .32777 Mtetra .73 .387 0 r .31848 .32777 .32045 .33007 .33562 .37779 .33404 .37009 Mtetra .798 .992 .877 r .33404 .37009 .33562 .37779 .35332 .36677 .35194 .3583 Mtetra .826 .992 .863 r .35194 .3583 .35332 .36677 .37096 .3548 .36977 .34548 Mtetra .851 .989 .848 r .36977 .34548 .37096 .3548 .38852 .34184 .38752 .33154 Mtetra .874 .984 .832 r .38752 .33154 .38852 .34184 .406 .32781 .40518 .31644 Mtetra .895 .977 .815 r .40518 .31644 .406 .32781 .42338 .31265 .42274 .30008 Mtetra .913 .968 .797 r .42274 .30008 .42338 .31265 .44065 .29632 .44017 .28242 Mtetra .928 .957 .779 r .44017 .28242 .44065 .29632 .45779 .27874 .45747 .26338 Mtetra .94 .944 .761 r .45747 .26338 .45779 .27874 .4748 .25989 .47461 .24292 Mtetra .95 .931 .744 r .47461 .24292 .4748 .25989 .49164 .2397 .49159 .22097 Mtetra .958 .917 .727 r .49159 .22097 .49164 .2397 .50831 .21814 .50836 .19749 Mtetra .518 .816 .999 r .88539 .12085 .88179 .12893 .89804 .12893 .90179 .12085 Mtetra .86899 .12085 .86555 .12893 .88179 .12893 .88539 .12085 Mtetra .85259 .12085 .8493 .12893 .86555 .12893 .86899 .12085 Mtetra .83619 .12085 .83305 .12893 .8493 .12893 .85259 .12085 Mtetra .81979 .12085 .81681 .12893 .83305 .12893 .83619 .12085 Mtetra .80339 .12085 .80056 .12893 .81681 .12893 .81979 .12085 Mtetra .78699 .12085 .78431 .12893 .80056 .12893 .80339 .12085 Mtetra .77059 .12085 .76807 .12893 .78431 .12893 .78699 .12085 Mtetra .75419 .12085 .75182 .12893 .76807 .12893 .77059 .12085 Mtetra .73779 .12085 .73557 .12893 .75182 .12893 .75419 .12085 Mtetra .72139 .12085 .71933 .12893 .73557 .12893 .73779 .12085 Mtetra .705 .12085 .70308 .12893 .71933 .12893 .72139 .12085 Mtetra .6886 .12085 .68683 .12893 .70308 .12893 .705 .12085 Mtetra .6722 .12085 .67059 .12893 .68683 .12893 .6886 .12085 Mtetra .6558 .12085 .65434 .12893 .67059 .12893 .6722 .12085 Mtetra .6394 .12085 .6381 .12893 .65434 .12893 .6558 .12085 Mtetra .623 .12085 .62185 .12893 .6381 .12893 .6394 .12085 Mtetra .6066 .12085 .6056 .12893 .62185 .12893 .623 .12085 Mtetra .5902 .12085 .58936 .12893 .6056 .12893 .6066 .12085 Mtetra .5738 .12085 .57311 .12893 .58936 .12893 .5902 .12085 Mtetra .697 .668 .818 r .5574 .12085 .5571 .14487 .57311 .12893 .5738 .12085 Mtetra .957 .864 .706 r .54127 .14577 .54106 .17075 .5571 .14487 .5574 .12085 Mtetra .968 .888 .695 r .52493 .17244 .52479 .19516 .54106 .17075 .54127 .14577 Mtetra .964 .902 .711 r .50836 .19749 .50831 .21814 .52479 .19516 .52493 .17244 Mtetra .436 .721 .985 r .08983 .15546 .09354 .16524 .10983 .16826 .10626 .15844 Mtetra .42 .708 .983 r .10626 .15844 .10983 .16826 .1261 .17166 .12269 .16182 Mtetra .4 .692 .979 r .12269 .16182 .1261 .17166 .14236 .17552 .1391 .16567 Mtetra .376 .672 .974 r .1391 .16567 .14236 .17552 .15861 .17992 .15549 .17007 Mtetra .346 .648 .967 r .15549 .17007 .15861 .17992 .17484 .18497 .17187 .17515 Mtetra .309 .618 .957 r .17187 .17515 .17484 .18497 .19105 .1908 .18822 .18104 Mtetra .262 .579 .943 r .18822 .18104 .19105 .1908 .20724 .19758 .20455 .18793 Mtetra .201 .529 .922 r .20455 .18793 .20724 .19758 .2234 .20556 .22085 .19607 Mtetra .124 .463 .89 r .22085 .19607 .2234 .20556 .23954 .21506 .23711 .20581 Mtetra .023 .375 .841 r .23711 .20581 .23954 .21506 .25563 .22655 .25333 .21768 Mtetra 0 .255 .765 r .25333 .21768 .25563 .22655 .27165 .24078 .26947 .23249 Mtetra 0 .093 .646 r .26947 .23249 .27165 .24078 .28759 .2591 .2855 .25176 Mtetra 0 0 .465 r .2855 .25176 .28759 .2591 .30333 .28442 .30131 .27887 Mtetra .699 .4 0 r .30131 .27887 .30333 .28442 .31848 .32777 .31632 .32849 Mtetra .761 .355 0 r .31632 .32849 .31848 .32777 .33404 .37009 .33244 .36176 Mtetra .818 .993 .867 r .33244 .36176 .33404 .37009 .35194 .3583 .35055 .34906 Mtetra .846 .99 .852 r .35055 .34906 .35194 .3583 .36977 .34548 .36858 .3352 Mtetra .871 .985 .835 r .36858 .3352 .36977 .34548 .38752 .33154 .38653 .32011 Mtetra .893 .977 .817 r .38653 .32011 .38752 .33154 .40518 .31644 .40438 .30369 Mtetra .912 .967 .799 r .40438 .30369 .40518 .31644 .42274 .30008 .42211 .28588 Mtetra .928 .955 .78 r .42211 .28588 .42274 .30008 .44017 .28242 .43971 .26659 Mtetra .941 .941 .761 r .43971 .26659 .44017 .28242 .45747 .26338 .45717 .24576 Mtetra .951 .926 .742 r .45717 .24576 .45747 .26338 .47461 .24292 .47445 .22331 Mtetra .959 .911 .724 r .47445 .22331 .47461 .24292 .49159 .22097 .49153 .19918 Mtetra .965 .895 .707 r .49153 .19918 .49159 .22097 .50836 .19749 .50841 .17332 Mtetra .518 .816 .999 r .88906 .11262 .88539 .12085 .90179 .12085 .90561 .11262 Mtetra .8725 .11262 .86899 .12085 .88539 .12085 .88906 .11262 Mtetra .85595 .11262 .85259 .12085 .86899 .12085 .8725 .11262 Mtetra .83939 .11262 .83619 .12085 .85259 .12085 .85595 .11262 Mtetra .82284 .11262 .81979 .12085 .83619 .12085 .83939 .11262 Mtetra .80628 .11262 .80339 .12085 .81979 .12085 .82284 .11262 Mtetra .78972 .11262 .78699 .12085 .80339 .12085 .80628 .11262 Mtetra .77317 .11262 .77059 .12085 .78699 .12085 .78972 .11262 Mtetra .75661 .11262 .75419 .12085 .77059 .12085 .77317 .11262 Mtetra .74006 .11262 .73779 .12085 .75419 .12085 .75661 .11262 Mtetra .7235 .11262 .72139 .12085 .73779 .12085 .74006 .11262 Mtetra .70695 .11262 .705 .12085 .72139 .12085 .7235 .11262 Mtetra .69039 .11262 .6886 .12085 .705 .12085 .70695 .11262 Mtetra .67383 .11262 .6722 .12085 .6886 .12085 .69039 .11262 Mtetra .65728 .11262 .6558 .12085 .6722 .12085 .67383 .11262 Mtetra .64072 .11262 .6394 .12085 .6558 .12085 .65728 .11262 Mtetra .62417 .11262 .623 .12085 .6394 .12085 .64072 .11262 Mtetra .60761 .11262 .6066 .12085 .623 .12085 .62417 .11262 Mtetra .59106 .11262 .5902 .12085 .6066 .12085 .60761 .11262 Mtetra .5745 .11262 .5738 .12085 .5902 .12085 .59106 .11262 Mtetra .55794 .11262 .5574 .12085 .5738 .12085 .5745 .11262 Mtetra .75 .674 .777 r .54143 .11619 .54127 .14577 .5574 .12085 .55794 .11262 Mtetra .97 .863 .676 r .52505 .14568 .52493 .17244 .54127 .14577 .54143 .11619 Mtetra .968 .879 .691 r .50841 .17332 .50836 .19749 .52493 .17244 .52505 .14568 Mtetra .441 .723 .985 r .08605 .14544 .08983 .15546 .10626 .15844 .10264 .14839 Mtetra .424 .71 .983 r .10264 .14839 .10626 .15844 .12269 .16182 .11922 .15174 Mtetra .404 .693 .979 r .11922 .15174 .12269 .16182 .1391 .16567 .13578 .15558 Mtetra .379 .673 .974 r .13578 .15558 .1391 .16567 .15549 .17007 .15232 .15999 Mtetra .348 .648 .967 r .15232 .15999 .15549 .17007 .17187 .17515 .16885 .16511 Mtetra .309 .617 .957 r .16885 .16511 .17187 .17515 .18822 .18104 .18534 .17107 Mtetra .259 .576 .942 r .18534 .17107 .18822 .18104 .20455 .18793 .20181 .17808 Mtetra .195 .523 .919 r .20181 .17808 .20455 .18793 .22085 .19607 .21825 .18642 Mtetra .111 .453 .884 r .21825 .18642 .22085 .19607 .23711 .20581 .23464 .19648 Mtetra .002 .357 .83 r .23464 .19648 .23711 .20581 .25333 .21768 .25097 .20882 Mtetra 0 .226 .745 r .25097 .20882 .25333 .21768 .26947 .23249 .26722 .22438 Mtetra 0 .051 .611 r .26722 .22438 .26947 .23249 .2855 .25176 .28334 .24488 Mtetra 0 0 .41 r .28334 .24488 .2855 .25176 .30131 .27887 .29918 .27445 Mtetra .754 .472 0 r .29918 .27445 .30131 .27887 .31632 .32849 .31378 .33632 Mtetra .752 .234 0 r .31378 .33632 .31632 .32849 .33244 .36176 .33084 .35263 Mtetra .841 .991 .854 r .33084 .35263 .33244 .36176 .35055 .34906 .34916 .3388 Mtetra .869 .985 .837 r .34916 .3388 .35055 .34906 .36858 .3352 .36741 .32367 Mtetra .892 .977 .819 r .36741 .32367 .36858 .3352 .38653 .32011 .38556 .30713 Mtetra .913 .966 .799 r .38556 .30713 .38653 .32011 .40438 .30369 .4036 .28908 Mtetra .93 .952 .779 r .4036 .28908 .40438 .30369 .42211 .28588 .42152 .26944 Mtetra .943 .937 .759 r .42152 .26944 .42211 .28588 .43971 .26659 .43929 .24812 Mtetra .953 .921 .739 r .43929 .24812 .43971 .26659 .45717 .24576 .45689 .22501 Mtetra .96 .903 .72 r .45689 .22501 .45717 .24576 .47445 .22331 .4743 .20005 Mtetra .965 .886 .702 r .4743 .20005 .47445 .22331 .49153 .19918 .49149 .17315 Mtetra .968 .868 .685 r .49149 .17315 .49153 .19918 .50841 .17332 .50845 .14423 Mtetra .518 .816 .999 r .8928 .10422 .88906 .11262 .90561 .11262 .90951 .10422 Mtetra .87608 .10422 .8725 .11262 .88906 .11262 .8928 .10422 Mtetra .85937 .10422 .85595 .11262 .8725 .11262 .87608 .10422 Mtetra .84265 .10422 .83939 .11262 .85595 .11262 .85937 .10422 Mtetra .82594 .10422 .82284 .11262 .83939 .11262 .84265 .10422 Mtetra .80922 .10422 .80628 .11262 .82284 .11262 .82594 .10422 Mtetra .79251 .10422 .78972 .11262 .80628 .11262 .80922 .10422 Mtetra .77579 .10422 .77317 .11262 .78972 .11262 .79251 .10422 Mtetra .75908 .10422 .75661 .11262 .77317 .11262 .77579 .10422 Mtetra .74236 .10422 .74006 .11262 .75661 .11262 .75908 .10422 Mtetra .72565 .10422 .7235 .11262 .74006 .11262 .74236 .10422 Mtetra .70893 .10422 .70695 .11262 .7235 .11262 .72565 .10422 Mtetra .69222 .10422 .69039 .11262 .70695 .11262 .70893 .10422 Mtetra .6755 .10422 .67383 .11262 .69039 .11262 .69222 .10422 Mtetra .65879 .10422 .65728 .11262 .67383 .11262 .6755 .10422 Mtetra .64207 .10422 .64072 .11262 .65728 .11262 .65879 .10422 Mtetra .62536 .10422 .62417 .11262 .64072 .11262 .64207 .10422 Mtetra .60865 .10422 .60761 .11262 .62417 .11262 .62536 .10422 Mtetra .59193 .10422 .59106 .11262 .60761 .11262 .60865 .10422 Mtetra .57522 .10422 .5745 .11262 .59106 .11262 .59193 .10422 Mtetra .5585 .10422 .55794 .11262 .5745 .11262 .57522 .10422 Mtetra .61 .79 .968 r .54179 .10422 .54143 .11619 .55794 .11262 .5585 .10422 Mtetra .808 .707 .754 r .52513 .11323 .52505 .14568 .54143 .11619 .54179 .10422 Mtetra .969 .85 .669 r .50845 .14423 .50841 .17332 .52505 .14568 .52513 .11323 Mtetra .446 .725 .985 r .08221 .13516 .08605 .14544 .10264 .14839 .09896 .13808 Mtetra .429 .711 .983 r .09896 .13808 .10264 .14839 .11922 .15174 .11569 .14141 Mtetra .408 .695 .979 r .11569 .14141 .11922 .15174 .13578 .15558 .13241 .14524 Mtetra .383 .674 .974 r .13241 .14524 .13578 .15558 .15232 .15999 .1491 .14967 Mtetra .35 .648 .967 r .1491 .14967 .15232 .15999 .16885 .16511 .16577 .15483 Mtetra .309 .615 .956 r .16577 .15483 .16885 .16511 .18534 .17107 .18241 .16088 Mtetra .255 .572 .94 r .18241 .16088 .18534 .17107 .20181 .17808 .19902 .16806 Mtetra .186 .515 .915 r .19902 .16806 .20181 .17808 .21825 .18642 .21559 .17665 Mtetra .094 .438 .877 r .21559 .17665 .21825 .18642 .23464 .19648 .23211 .1871 Mtetra 0 .333 .815 r .23211 .1871 .23464 .19648 .25097 .20882 .24855 .20006 Mtetra 0 .188 .717 r .24855 .20006 .25097 .20882 .26722 .22438 .2649 .2166 Mtetra 0 0 .563 r .2649 .2166 .26722 .22438 .28334 .24488 .28108 .23878 Mtetra 0 0 .338 r .28108 .23878 .28334 .24488 .29918 .27445 .2969 .2719 Mtetra .806 .546 0 r .2969 .2719 .29918 .27445 .31378 .33632 .31062 .35623 Mtetra .29 0 .098 r .31062 .35623 .31378 .33632 .33084 .35263 .32925 .34238 Mtetra .867 .986 .838 r .32925 .34238 .33084 .35263 .34916 .3388 .3478 .32714 Mtetra .893 .977 .819 r .3478 .32714 .34916 .3388 .36741 .32367 .36626 .31038 Mtetra .914 .964 .798 r .36626 .31038 .36741 .32367 .38556 .30713 .38462 .292 Mtetra .932 .949 .776 r .38462 .292 .38556 .30713 .4036 .28908 .40287 .27186 Mtetra .945 .932 .755 r .40287 .27186 .4036 .28908 .42152 .26944 .42097 .24986 Mtetra .955 .913 .734 r .42097 .24986 .42152 .26944 .43929 .24812 .4389 .22587 Mtetra .962 .894 .713 r .4389 .22587 .43929 .24812 .45689 .22501 .45665 .19978 Mtetra .966 .874 .694 r .45665 .19978 .45689 .22501 .4743 .20005 .47418 .1715 Mtetra .967 .854 .676 r .47418 .1715 .4743 .20005 .49149 .17315 .49146 .1409 Mtetra .967 .835 .66 r .49146 .1409 .49149 .17315 .50845 .14423 .50847 .10787 Mtetra .518 .816 .999 r .89661 .09567 .8928 .10422 .90951 .10422 .91348 .09567 Mtetra .87973 .09567 .87608 .10422 .8928 .10422 .89661 .09567 Mtetra .86285 .09567 .85937 .10422 .87608 .10422 .87973 .09567 Mtetra .84597 .09567 .84265 .10422 .85937 .10422 .86285 .09567 Mtetra .8291 .09567 .82594 .10422 .84265 .10422 .84597 .09567 Mtetra .81222 .09567 .80922 .10422 .82594 .10422 .8291 .09567 Mtetra .79534 .09567 .79251 .10422 .80922 .10422 .81222 .09567 Mtetra .77847 .09567 .77579 .10422 .79251 .10422 .79534 .09567 Mtetra .76159 .09567 .75908 .10422 .77579 .10422 .77847 .09567 Mtetra .74471 .09567 .74236 .10422 .75908 .10422 .76159 .09567 Mtetra .72784 .09567 .72565 .10422 .74236 .10422 .74471 .09567 Mtetra .71096 .09567 .70893 .10422 .72565 .10422 .72784 .09567 Mtetra .69408 .09567 .69222 .10422 .70893 .10422 .71096 .09567 Mtetra .67721 .09567 .6755 .10422 .69222 .10422 .69408 .09567 Mtetra .66033 .09567 .65879 .10422 .6755 .10422 .67721 .09567 Mtetra .64345 .09567 .64207 .10422 .65879 .10422 .66033 .09567 Mtetra .62658 .09567 .62536 .10422 .64207 .10422 .64345 .09567 Mtetra .6097 .09567 .60865 .10422 .62536 .10422 .62658 .09567 Mtetra .59282 .09567 .59193 .10422 .60865 .10422 .6097 .09567 Mtetra .57595 .09567 .57522 .10422 .59193 .10422 .59282 .09567 Mtetra .55907 .09567 .5585 .10422 .57522 .10422 .57595 .09567 Mtetra .54219 .09567 .54179 .10422 .5585 .10422 .55907 .09567 Mtetra .669 .733 .898 r .52532 .09567 .52513 .11323 .54179 .10422 .54219 .09567 Mtetra .83 .708 .731 r .50847 .10787 .50845 .14423 .52513 .11323 .52532 .09567 Mtetra .451 .727 .985 r .07831 .12462 .08221 .13516 .09896 .13808 .09522 .12749 Mtetra .434 .713 .982 r .09522 .12749 .09896 .13808 .11569 .14141 .11211 .1308 Mtetra .413 .696 .979 r .11211 .1308 .11569 .14141 .13241 .14524 .12898 .13462 Mtetra .386 .675 .974 r .12898 .13462 .13241 .14524 .1491 .14967 .14583 .13908 Mtetra .352 .647 .966 r .14583 .13908 .1491 .14967 .16577 .15483 .16264 .1443 Mtetra .307 .612 .955 r .16264 .1443 .16577 .15483 .18241 .16088 .17943 .15048 Mtetra .249 .566 .937 r .17943 .15048 .18241 .16088 .19902 .16806 .19618 .15786 Mtetra .172 .504 .91 r .19618 .15786 .19902 .16806 .21559 .17665 .21287 .16679 Mtetra .069 .418 .866 r .21287 .16679 .21559 .17665 .23211 .1871 .22951 .17776 Mtetra 0 .299 .793 r .22951 .17776 .23211 .1871 .24855 .20006 .24606 .19154 Mtetra 0 .135 .676 r .24606 .19154 .24855 .20006 .2649 .2166 .26249 .20941 Mtetra 0 0 .495 r .26249 .20941 .2649 .2166 .28108 .23878 .2787 .23397 Mtetra .68 .335 0 r .2787 .23397 .28108 .23878 .2969 .2719 .2944 .27274 Mtetra .835 .544 .001 r .2944 .27274 .2969 .2719 .31062 .35623 .30881 .34598 Mtetra .865 .987 .838 r .30881 .34598 .31062 .35623 .32925 .34238 .32768 .33053 Mtetra .894 .976 .818 r .32768 .33053 .32925 .34238 .3478 .32714 .34648 .31344 Mtetra .917 .961 .795 r .34648 .31344 .3478 .32714 .36626 .31038 .36518 .29454 Mtetra .935 .944 .772 r .36518 .29454 .36626 .31038 .38462 .292 .38376 .2737 Mtetra .948 .924 .749 r .38376 .2737 .38462 .292 .40287 .27186 .40221 .25075 Mtetra .958 .903 .726 r .40221 .25075 .40287 .27186 .42097 .24986 .4205 .22554 Mtetra .963 .881 .704 r .4205 .22554 .42097 .24986 .4389 .22587 .4386 .19791 Mtetra .966 .859 .684 r .4386 .19791 .4389 .22587 .45665 .19978 .45649 .16771 Mtetra .966 .837 .665 r .45649 .16771 .45665 .19978 .47418 .1715 .47411 .13478 Mtetra .964 .816 .648 r .47411 .13478 .47418 .1715 .49146 .1409 .49145 .09895 Mtetra .815 .678 .712 r .49145 .09895 .49146 .1409 .50847 .10787 .50852 .08694 Mtetra .518 .816 .999 r .90049 .08694 .89661 .09567 .91348 .09567 .91753 .08694 Mtetra .88345 .08694 .87973 .09567 .89661 .09567 .90049 .08694 Mtetra .86641 .08694 .86285 .09567 .87973 .09567 .88345 .08694 Mtetra .514 .832 1 r .84941 .08748 .84597 .09567 .86285 .09567 .86641 .08694 Mtetra .503 .8 .999 r .83232 .08694 .8291 .09567 .84597 .09567 .84941 .08748 Mtetra .518 .816 .999 r .81528 .08694 .81222 .09567 .8291 .09567 .83232 .08694 Mtetra .79824 .08694 .79534 .09567 .81222 .09567 .81528 .08694 Mtetra .78119 .08694 .77847 .09567 .79534 .09567 .79824 .08694 Mtetra .76415 .08694 .76159 .09567 .77847 .09567 .78119 .08694 Mtetra .74711 .08694 .74471 .09567 .76159 .09567 .76415 .08694 Mtetra .73007 .08694 .72784 .09567 .74471 .09567 .74711 .08694 Mtetra .71303 .08694 .71096 .09567 .72784 .09567 .73007 .08694 Mtetra .69598 .08694 .69408 .09567 .71096 .09567 .71303 .08694 Mtetra .67894 .08694 .67721 .09567 .69408 .09567 .69598 .08694 Mtetra .6619 .08694 .66033 .09567 .67721 .09567 .67894 .08694 Mtetra .64486 .08694 .64345 .09567 .66033 .09567 .6619 .08694 Mtetra .62782 .08694 .62658 .09567 .64345 .09567 .64486 .08694 Mtetra .61077 .08694 .6097 .09567 .62658 .09567 .62782 .08694 Mtetra .59373 .08694 .59282 .09567 .6097 .09567 .61077 .08694 Mtetra .57669 .08694 .57595 .09567 .59282 .09567 .59373 .08694 Mtetra .55965 .08694 .55907 .09567 .57595 .09567 .57669 .08694 Mtetra .54261 .08694 .54219 .09567 .55907 .09567 .55965 .08694 Mtetra .52556 .08694 .52532 .09567 .54219 .09567 .54261 .08694 Mtetra .684 .704 .862 r .50852 .08694 .50847 .10787 .52532 .09567 .52556 .08694 Mtetra .456 .729 .985 r .07435 .11379 .07831 .12462 .09522 .12749 .09142 .11662 Mtetra .439 .714 .982 r .09142 .11662 .09522 .12749 .11211 .1308 .10847 .1199 Mtetra .417 .697 .978 r .10847 .1199 .11211 .1308 .12898 .13462 .1255 .12372 Mtetra .389 .674 .973 r .1255 .12372 .12898 .13462 .14583 .13908 .14249 .12821 Mtetra .352 .646 .965 r .14249 .12821 .14583 .13908 .16264 .1443 .15946 .13353 Mtetra .304 .608 .953 r .15946 .13353 .16264 .1443 .17943 .15048 .17639 .13987 Mtetra .239 .557 .934 r .17639 .13987 .17943 .15048 .19618 .15786 .19327 .14754 Mtetra .151 .487 .902 r .19327 .14754 .19618 .15786 .21287 .16679 .21009 .15692 Mtetra .033 .389 .849 r .21009 .15692 .21287 .16679 .22951 .17776 .22684 .1686 Mtetra 0 .25 .76 r .22684 .1686 .22951 .17776 .24606 .19154 .24348 .18351 Mtetra 0 .06 .614 r .24348 .18351 .24606 .19154 .26249 .20941 .25995 .2033 Mtetra 0 0 .398 r .25995 .2033 .26249 .20941 .2787 .23397 .27613 .23149 Mtetra .771 .442 0 r .27613 .23149 .2787 .23397 .2944 .27274 .29145 .28077 Mtetra .89 .53 .053 r .29145 .28077 .2944 .27274 .30881 .34598 .30705 .33386 Mtetra .897 .975 .814 r .30705 .33386 .30881 .34598 .32768 .33053 .32619 .31623 Mtetra .922 .957 .79 r .32619 .31623 .32768 .33053 .34648 .31344 .34524 .29658 Mtetra .94 .936 .764 r .34524 .29658 .34648 .31344 .36518 .29454 .3642 .27471 Mtetra .953 .913 .739 r .3642 .27471 .36518 .29454 .38376 .2737 .38303 .2504 Mtetra .96 .888 .714 r .38303 .2504 .38376 .2737 .40221 .25075 .4017 .22343 Mtetra .964 .863 .691 r .4017 .22343 .40221 .25075 .4205 .22554 .42018 .19358 Mtetra .964 .839 .669 r .42018 .19358 .4205 .22554 .4386 .19791 .43845 .1606 Mtetra .962 .814 .65 r .43845 .1606 .4386 .19791 .45649 .16771 .45645 .12426 Mtetra .959 .791 .632 r .45645 .12426 .45649 .16771 .47411 .13478 .47414 .08427 Mtetra .757 .608 .693 r .47414 .08427 .47411 .13478 .49145 .09895 .49139 .07805 Mtetra .683 .707 .866 r .49139 .07805 .49145 .09895 .50852 .08694 .50861 .07805 Mtetra .518 .816 .999 r .90445 .07805 .90049 .08694 .91753 .08694 .92166 .07805 Mtetra .88724 .07805 .88345 .08694 .90049 .08694 .90445 .07805 Mtetra .87003 .07805 .86641 .08694 .88345 .08694 .88724 .07805 Mtetra .535 .814 .997 r .85282 .07805 .84941 .08748 .86641 .08694 .87003 .07805 Mtetra .518 .816 .999 r .83561 .07805 .83232 .08694 .84941 .08748 .85282 .07805 Mtetra .8184 .07805 .81528 .08694 .83232 .08694 .83561 .07805 Mtetra .80119 .07805 .79824 .08694 .81528 .08694 .8184 .07805 Mtetra .78398 .07805 .78119 .08694 .79824 .08694 .80119 .07805 Mtetra .515 .832 1 r .7668 .07859 .76415 .08694 .78119 .08694 .78398 .07805 Mtetra .502 .8 .999 r .74955 .07805 .74711 .08694 .76415 .08694 .7668 .07859 Mtetra .518 .816 .999 r .73234 .07805 .73007 .08694 .74711 .08694 .74955 .07805 Mtetra .71513 .07805 .71303 .08694 .73007 .08694 .73234 .07805 Mtetra .69792 .07805 .69598 .08694 .71303 .08694 .71513 .07805 Mtetra .68071 .07805 .67894 .08694 .69598 .08694 .69792 .07805 Mtetra .6635 .07805 .6619 .08694 .67894 .08694 .68071 .07805 Mtetra .64629 .07805 .64486 .08694 .6619 .08694 .6635 .07805 Mtetra .62908 .07805 .62782 .08694 .64486 .08694 .64629 .07805 Mtetra .61187 .07805 .61077 .08694 .62782 .08694 .62908 .07805 Mtetra .59466 .07805 .59373 .08694 .61077 .08694 .61187 .07805 Mtetra .57745 .07805 .57669 .08694 .59373 .08694 .59466 .07805 Mtetra .56024 .07805 .55965 .08694 .57669 .08694 .57745 .07805 Mtetra .54303 .07805 .54261 .08694 .55965 .08694 .56024 .07805 Mtetra .52582 .07805 .52556 .08694 .54261 .08694 .54303 .07805 Mtetra .50861 .07805 .50852 .08694 .52556 .08694 .52582 .07805 Mtetra .463 .73 .984 r .07032 .10264 .07435 .11379 .09142 .11662 .08756 .10543 Mtetra .445 .716 .982 r .08756 .10543 .09142 .11662 .10847 .1199 .10477 .10868 Mtetra .422 .697 .978 r .10477 .10868 .10847 .1199 .1255 .12372 .12196 .11251 Mtetra .391 .674 .972 r .12196 .11251 .1255 .12372 .14249 .12821 .13911 .11706 Mtetra .351 .643 .964 r .13911 .11706 .14249 .12821 .15946 .13353 .15622 .1225 Mtetra .297 .601 .95 r .15622 .1225 .15946 .13353 .17639 .13987 .17329 .12908 Mtetra .222 .544 .928 r .17329 .12908 .17639 .13987 .19327 .14754 .1903 .13714 Mtetra .119 .462 .889 r .1903 .13714 .19327 .14754 .21009 .15692 .20724 .14715 Mtetra 0 .344 .822 r .20724 .14715 .21009 .15692 .22684 .1686 .22407 .15986 Mtetra 0 .176 .705 r .22407 .15986 .22684 .1686 .24348 .18351 .24076 .17646 Mtetra 0 0 .516 r .24076 .17646 .24348 .18351 .25995 .2033 .25722 .19921 Mtetra .684 .308 0 r .25722 .19921 .25995 .2033 .27613 .23149 .27322 .23361 Mtetra .859 .579 .047 r .27322 .23361 .27613 .23149 .29145 .28077 .28684 .31899 Mtetra .625 .246 .305 r .28684 .31899 .29145 .28077 .30705 .33386 .30539 .31866 Mtetra .929 .951 .781 r .30539 .31866 .30705 .33386 .32619 .31623 .32483 .29785 Mtetra .947 .925 .752 r .32483 .29785 .32619 .31623 .34524 .29658 .34419 .27442 Mtetra .957 .897 .724 r .34419 .27442 .34524 .29658 .3642 .27471 .36343 .24804 Mtetra .963 .869 .697 r .36343 .24804 .3642 .27471 .38303 .2504 .38253 .2184 Mtetra .964 .84 .673 r .38253 .2184 .38303 .2504 .4017 .22343 .40145 .18513 Mtetra .961 .812 .65 r .40145 .18513 .4017 .22343 .42018 .19358 .42014 .14784 Mtetra .957 .786 .63 r .42014 .14784 .42018 .19358 .43845 .1606 .43856 .10609 Mtetra .921 .737 .636 r .43856 .10609 .43845 .1606 .45645 .12426 .45654 .06897 Mtetra .707 .557 .682 r .45654 .06897 .45645 .12426 .47414 .08427 .47393 .06897 Mtetra .642 .766 .938 r .47393 .06897 .47414 .08427 .49139 .07805 .49131 .06897 Mtetra .518 .816 .999 r .49131 .06897 .49139 .07805 .50861 .07805 .50869 .06897 Mtetra .90849 .06897 .90445 .07805 .92166 .07805 .92587 .06897 Mtetra .89111 .06897 .88724 .07805 .90445 .07805 .90849 .06897 Mtetra .87373 .06897 .87003 .07805 .88724 .07805 .89111 .06897 Mtetra .85634 .06897 .85282 .07805 .87003 .07805 .87373 .06897 Mtetra .83896 .06897 .83561 .07805 .85282 .07805 .85634 .06897 Mtetra .82158 .06897 .8184 .07805 .83561 .07805 .83896 .06897 Mtetra .8042 .06897 .80119 .07805 .8184 .07805 .82158 .06897 Mtetra .78681 .06897 .78398 .07805 .80119 .07805 .8042 .06897 Mtetra .535 .814 .997 r .76943 .06897 .7668 .07859 .78398 .07805 .78681 .06897 Mtetra .518 .816 .999 r .75205 .06897 .74955 .07805 .7668 .07859 .76943 .06897 Mtetra .73467 .06897 .73234 .07805 .74955 .07805 .75205 .06897 Mtetra .71728 .06897 .71513 .07805 .73234 .07805 .73467 .06897 Mtetra .6999 .06897 .69792 .07805 .71513 .07805 .71728 .06897 Mtetra .516 .832 1 r .68254 .06952 .68071 .07805 .69792 .07805 .6999 .06897 Mtetra .501 .8 .999 r .66513 .06897 .6635 .07805 .68071 .07805 .68254 .06952 Mtetra .518 .816 .999 r .64775 .06897 .64629 .07805 .6635 .07805 .66513 .06897 Mtetra .63037 .06897 .62908 .07805 .64629 .07805 .64775 .06897 Mtetra .61299 .06897 .61187 .07805 .62908 .07805 .63037 .06897 Mtetra .5956 .06897 .59466 .07805 .61187 .07805 .61299 .06897 Mtetra .57822 .06897 .57745 .07805 .59466 .07805 .5956 .06897 Mtetra .56084 .06897 .56024 .07805 .57745 .07805 .57822 .06897 Mtetra .54346 .06897 .54303 .07805 .56024 .07805 .56084 .06897 Mtetra .52607 .06897 .52582 .07805 .54303 .07805 .54346 .06897 Mtetra .50869 .06897 .50861 .07805 .52582 .07805 .52607 .06897 Mtetra .469 .732 .984 r .06623 .09115 .07032 .10264 .08756 .10543 .08364 .09388 Mtetra .451 .717 .981 r .08364 .09388 .08756 .10543 .10477 .10868 .10101 .09712 Mtetra .426 .697 .977 r .10101 .09712 .10477 .10868 .12196 .11251 .11836 .10097 Mtetra .393 .672 .971 r .11836 .10097 .12196 .11251 .13911 .11706 .13567 .1056 Mtetra .347 .638 .962 r .13567 .1056 .13911 .11706 .15622 .1225 .15293 .11124 Mtetra .284 .59 .946 r .15293 .11124 .15622 .1225 .17329 .12908 .17013 .11816 Mtetra .195 .522 .918 r .17013 .11816 .17329 .12908 .1903 .13714 .18725 .1268 Mtetra .067 .421 .867 r .18725 .1268 .1903 .13714 .20724 .14715 .20428 .13778 Mtetra 0 .271 .773 r .20428 .13778 .20724 .14715 .22407 .15986 .22116 .15209 Mtetra 0 .057 .606 r .22116 .15209 .22407 .15986 .24076 .17646 .23784 .17143 Mtetra 0 0 .357 r .23784 .17143 .24076 .17646 .25722 .19921 .25416 .19938 Mtetra .817 .465 0 r .25416 .19938 .25722 .19921 .27322 .23361 .26958 .24708 Mtetra .926 .598 .14 r .26958 .24708 .27322 .23361 .28684 .31899 .28408 .32045 Mtetra .606 .866 .525 r .28408 .32045 .28684 .31899 .30539 .31866 .30396 .29779 Mtetra .955 .908 .733 r .30396 .29779 .30539 .31866 .32483 .29785 .32379 .27183 Mtetra .962 .874 .702 r .32379 .27183 .32483 .29785 .34419 .27442 .34352 .24209 Mtetra .963 .84 .673 r .34352 .24209 .34419 .27442 .36343 .24804 .36312 .20801 Mtetra .961 .808 .647 r .36312 .20801 .36343 .24804 .38253 .2184 .38256 .16893 Mtetra .955 .778 .624 r .38256 .16893 .38253 .2184 .40145 .18513 .40178 .12409 Mtetra .948 .751 .603 r .40178 .12409 .40145 .18513 .42014 .14784 .42072 .07255 Mtetra .775 .585 .643 r .42072 .07255 .42014 .14784 .43856 .10609 .43855 .05972 Mtetra .707 .58 .71 r .43855 .05972 .43856 .10609 .45654 .06897 .4561 .05972 Mtetra .518 .816 .999 r .4561 .05972 .45654 .06897 .47393 .06897 .47366 .05972 Mtetra .47366 .05972 .47393 .06897 .49131 .06897 .49122 .05972 Mtetra .49122 .05972 .49131 .06897 .50869 .06897 .50878 .05972 Mtetra .91261 .05972 .90849 .06897 .92587 .06897 .93017 .05972 Mtetra .89506 .05972 .89111 .06897 .90849 .06897 .91261 .05972 Mtetra .8775 .05972 .87373 .06897 .89111 .06897 .89506 .05972 Mtetra .85994 .05972 .85634 .06897 .87373 .06897 .8775 .05972 Mtetra .84238 .05972 .83896 .06897 .85634 .06897 .85994 .05972 Mtetra .82482 .05972 .82158 .06897 .83896 .06897 .84238 .05972 Mtetra .80727 .05972 .8042 .06897 .82158 .06897 .82482 .05972 Mtetra .78971 .05972 .78681 .06897 .8042 .06897 .80727 .05972 Mtetra .77215 .05972 .76943 .06897 .78681 .06897 .78971 .05972 Mtetra .75459 .05972 .75205 .06897 .76943 .06897 .77215 .05972 Mtetra .73703 .05972 .73467 .06897 .75205 .06897 .75459 .05972 Mtetra .71948 .05972 .71728 .06897 .73467 .06897 .73703 .05972 Mtetra .70192 .05972 .6999 .06897 .71728 .06897 .71948 .05972 Mtetra .535 .814 .997 r .68436 .05972 .68254 .06952 .6999 .06897 .70192 .05972 Mtetra .518 .816 .999 r .6668 .05972 .66513 .06897 .68254 .06952 .68436 .05972 Mtetra .64924 .05972 .64775 .06897 .66513 .06897 .6668 .05972 Mtetra .63169 .05972 .63037 .06897 .64775 .06897 .64924 .05972 Mtetra .61413 .05972 .61299 .06897 .63037 .06897 .63169 .05972 Mtetra .518 .832 1 r .59658 .06027 .5956 .06897 .61299 .06897 .61413 .05972 Mtetra .5 .8 .999 r .57901 .05972 .57822 .06897 .5956 .06897 .59658 .06027 Mtetra .518 .816 .999 r .56145 .05972 .56084 .06897 .57822 .06897 .57901 .05972 Mtetra .5439 .05972 .54346 .06897 .56084 .06897 .56145 .05972 Mtetra .52634 .05972 .52607 .06897 .54346 .06897 .5439 .05972 Mtetra .50878 .05972 .50869 .06897 .52607 .06897 .52634 .05972 Mtetra .477 .734 .983 r .06208 .07927 .06623 .09115 .08364 .09388 .07966 .08195 Mtetra .457 .718 .98 r .07966 .08195 .08364 .09388 .10101 .09712 .0972 .08517 Mtetra .43 .697 .976 r .0972 .08517 .10101 .09712 .11836 .10097 .11471 .08907 Mtetra .392 .668 .97 r .11471 .08907 .11836 .10097 .13567 .1056 .13216 .09385 Mtetra .338 .629 .959 r .13216 .09385 .13567 .1056 .15293 .11124 .14956 .09978 Mtetra .26 .571 .939 r .14956 .09978 .15293 .11124 .17013 .11816 .16688 .10726 Mtetra .144 .483 .9 r .16688 .10726 .17013 .11816 .18725 .1268 .18409 .11685 Mtetra 0 .346 .822 r .18409 .11685 .18725 .1268 .20428 .13778 .20116 .12945 Mtetra 0 .137 .671 r .20116 .12945 .20428 .13778 .22116 .15209 .21802 .14656 Mtetra 0 0 .419 r .21802 .14656 .22116 .15209 .23784 .17143 .23452 .17111 Mtetra .796 .414 0 r .23452 .17111 .23784 .17143 .25416 .19938 .25031 .21054 Mtetra .916 .639 .148 r .25031 .21054 .25416 .19938 .26958 .24708 .26228 .3209 Mtetra .496 .19 .378 r .26228 .3209 .26958 .24708 .28408 .32045 .28271 .29499 Mtetra .963 .88 .703 r .28271 .29499 .28408 .32045 .30396 .29779 .30312 .26451 Mtetra .965 .839 .669 r .30312 .26451 .30396 .29779 .32379 .27183 .32349 .22852 Mtetra .961 .801 .638 r .32349 .22852 .32379 .27183 .34352 .24209 .34378 .18586 Mtetra .954 .766 .611 r .34378 .18586 .34352 .24209 .36312 .20801 .36397 .13499 Mtetra .945 .736 .588 r .36397 .13499 .36312 .20801 .38256 .16893 .38398 .07385 Mtetra .802 .592 .618 r .38398 .07385 .38256 .16893 .40178 .12409 .40245 .05027 Mtetra .705 .529 .648 r .40245 .05027 .40178 .12409 .42072 .07255 .42018 .05027 Mtetra .684 .705 .863 r .42018 .05027 .42072 .07255 .43855 .05972 .43792 .05027 Mtetra .518 .816 .999 r .43792 .05027 .43855 .05972 .4561 .05972 .45566 .05027 Mtetra .45566 .05027 .4561 .05972 .47366 .05972 .47339 .05027 Mtetra .47339 .05027 .47366 .05972 .49122 .05972 .49113 .05027 Mtetra .499 .8 .999 r .49113 .05027 .49122 .05972 .50878 .05972 .50887 .05083 Mtetra .518 .816 .999 r .91682 .05027 .91261 .05972 .93017 .05972 .93456 .05027 Mtetra .89908 .05027 .89506 .05972 .91261 .05972 .91682 .05027 Mtetra .88135 .05027 .8775 .05972 .89506 .05972 .89908 .05027 Mtetra .86361 .05027 .85994 .05972 .8775 .05972 .88135 .05027 Mtetra .84587 .05027 .84238 .05972 .85994 .05972 .86361 .05027 Mtetra .82813 .05027 .82482 .05972 .84238 .05972 .84587 .05027 Mtetra .8104 .05027 .80727 .05972 .82482 .05972 .82813 .05027 Mtetra .79266 .05027 .78971 .05972 .80727 .05972 .8104 .05027 Mtetra .77492 .05027 .77215 .05972 .78971 .05972 .79266 .05027 Mtetra .75719 .05027 .75459 .05972 .77215 .05972 .77492 .05027 Mtetra .73945 .05027 .73703 .05972 .75459 .05972 .75719 .05027 Mtetra .72171 .05027 .71948 .05972 .73703 .05972 .73945 .05027 Mtetra .70398 .05027 .70192 .05972 .71948 .05972 .72171 .05027 Mtetra .68624 .05027 .68436 .05972 .70192 .05972 .70398 .05027 Mtetra .6685 .05027 .6668 .05972 .68436 .05972 .68624 .05027 Mtetra .65076 .05027 .64924 .05972 .6668 .05972 .6685 .05027 Mtetra .63303 .05027 .63169 .05972 .64924 .05972 .65076 .05027 Mtetra .61529 .05027 .61413 .05972 .63169 .05972 .63303 .05027 Mtetra .535 .814 .997 r .59755 .05027 .59658 .06027 .61413 .05972 .61529 .05027 Mtetra .518 .816 .999 r .57982 .05027 .57901 .05972 .59658 .06027 .59755 .05027 Mtetra .56208 .05027 .56145 .05972 .57901 .05972 .57982 .05027 Mtetra .54434 .05027 .5439 .05972 .56145 .05972 .56208 .05027 Mtetra .52661 .05027 .52634 .05972 .5439 .05972 .54434 .05027 Mtetra .519 .832 1 r .50887 .05083 .50878 .05972 .52634 .05972 .52661 .05027 Mtetra .486 .735 .982 r .05788 .06694 .06208 .07927 .07966 .08195 .07563 .06956 Mtetra .464 .718 .979 r .07563 .06956 .07966 .08195 .0972 .08517 .09334 .07278 Mtetra .433 .694 .974 r .09334 .07278 .0972 .08517 .11471 .08907 .111 .07679 Mtetra .387 .661 .967 r .111 .07679 .11471 .08907 .13216 .09385 .1286 .08183 Mtetra .318 .611 .953 r .1286 .08183 .13216 .09385 .14956 .09978 .14611 .0883 Mtetra .209 .533 .923 r .14611 .0883 .14956 .09978 .16688 .10726 .16351 .09677 Mtetra .036 .402 .856 r .16351 .09677 .16688 .10726 .18409 .11685 .18074 .10816 Mtetra 0 .185 .706 r .18074 .10816 .18409 .11685 .20116 .12945 .19773 .124 Mtetra 0 0 .43 r .19773 .124 .20116 .12945 .21802 .14656 .21432 .14729 Mtetra .815 .42 0 r .21432 .14729 .21802 .14656 .23452 .17111 .23011 .18536 Mtetra .934 .639 .173 r .23011 .18536 .23452 .17111 .25031 .21054 .24233 .28419 Mtetra .664 .331 .4 r .24233 .28419 .25031 .21054 .26228 .3209 .26136 .28518 Mtetra .969 .834 .654 r .26136 .28518 .26228 .3209 .28271 .29499 .28268 .24469 Mtetra .963 .787 .618 r .28268 .24469 .28271 .29499 .30312 .26451 .30414 .19376 Mtetra .954 .749 .587 r .30414 .19376 .30312 .26451 .32349 .22852 .32577 .1284 Mtetra .947 .719 .561 r .32577 .1284 .32349 .22852 .34378 .18586 .34763 .04193 Mtetra .703 .486 .591 r .34763 .04193 .34378 .18586 .36397 .13499 .3656 .04063 Mtetra .703 .509 .623 r .3656 .04063 .36397 .13499 .38398 .07385 .38352 .04063 Mtetra .703 .634 .777 r .38352 .04063 .38398 .07385 .40245 .05027 .40144 .04063 Mtetra .498 .8 .999 r .40144 .04063 .40245 .05027 .42018 .05027 .41935 .04119 Mtetra .52 .832 1 r .41935 .04119 .42018 .05027 .43792 .05027 .43728 .04063 Mtetra .518 .816 .999 r .43728 .04063 .43792 .05027 .45566 .05027 .4552 .04063 Mtetra .4552 .04063 .45566 .05027 .47339 .05027 .47312 .04063 Mtetra .47312 .04063 .47339 .05027 .49113 .05027 .49104 .04063 Mtetra .49104 .04063 .49113 .05027 .50887 .05083 .50896 .04063 Mtetra .92111 .04063 .91682 .05027 .93456 .05027 .93903 .04063 Mtetra .90319 .04063 .89908 .05027 .91682 .05027 .92111 .04063 Mtetra .88527 .04063 .88135 .05027 .89908 .05027 .90319 .04063 Mtetra .86735 .04063 .86361 .05027 .88135 .05027 .88527 .04063 Mtetra .84943 .04063 .84587 .05027 .86361 .05027 .86735 .04063 Mtetra .83151 .04063 .82813 .05027 .84587 .05027 .84943 .04063 Mtetra .81359 .04063 .8104 .05027 .82813 .05027 .83151 .04063 Mtetra .79567 .04063 .79266 .05027 .8104 .05027 .81359 .04063 Mtetra .77775 .04063 .77492 .05027 .79266 .05027 .79567 .04063 Mtetra .75984 .04063 .75719 .05027 .77492 .05027 .77775 .04063 Mtetra .74192 .04063 .73945 .05027 .75719 .05027 .75984 .04063 Mtetra .724 .04063 .72171 .05027 .73945 .05027 .74192 .04063 Mtetra .70608 .04063 .70398 .05027 .72171 .05027 .724 .04063 Mtetra .68816 .04063 .68624 .05027 .70398 .05027 .70608 .04063 Mtetra .67024 .04063 .6685 .05027 .68624 .05027 .68816 .04063 Mtetra .65232 .04063 .65076 .05027 .6685 .05027 .67024 .04063 Mtetra .6344 .04063 .63303 .05027 .65076 .05027 .65232 .04063 Mtetra .61648 .04063 .61529 .05027 .63303 .05027 .6344 .04063 Mtetra .59856 .04063 .59755 .05027 .61529 .05027 .61648 .04063 Mtetra .58064 .04063 .57982 .05027 .59755 .05027 .59856 .04063 Mtetra .56272 .04063 .56208 .05027 .57982 .05027 .58064 .04063 Mtetra .5448 .04063 .54434 .05027 .56208 .05027 .56272 .04063 Mtetra .52688 .04063 .52661 .05027 .54434 .05027 .5448 .04063 Mtetra .535 .814 .997 r .50896 .04063 .50887 .05083 .52661 .05027 .52688 .04063 Mtetra .497 .736 .979 r .05363 .05407 .05788 .06694 .07563 .06956 .07156 .05664 Mtetra .472 .716 .976 r .07156 .05664 .07563 .06956 .09334 .07278 .08943 .0599 Mtetra .432 .688 .971 r .08943 .0599 .09334 .07278 .111 .07679 .10724 .06413 Mtetra .369 .644 .962 r .10724 .06413 .111 .07679 .1286 .08183 .12495 .06973 Mtetra .262 .569 .938 r .12495 .06973 .1286 .08183 .14611 .0883 .14252 .07736 Mtetra .072 .432 .873 r .14252 .07736 .14611 .0883 .16351 .09677 .15989 .08812 Mtetra 0 .173 .695 r .15989 .08812 .16351 .09677 .18074 .10816 .17692 .10404 Mtetra .643 .204 0 r .17692 .10404 .18074 .10816 .19773 .124 .19335 .12938 Mtetra .887 .513 .044 r .19335 .12938 .19773 .124 .21432 .14729 .2084 .17633 Mtetra .965 .674 .257 r .2084 .17633 .21432 .14729 .23011 .18536 .21839 .30176 Mtetra .437 .163 .399 r .21839 .30176 .23011 .18536 .24233 .28419 .24132 .24811 Mtetra .999 .845 .532 r .24132 .24811 .24233 .28419 .26136 .28518 .26523 .16997 Mtetra .969 .737 .532 r .26523 .16997 .26136 .28518 .28268 .24469 .29103 .04413 Mtetra .726 .493 .574 r .29103 .04413 .28268 .24469 .30414 .19376 .30989 .03079 Mtetra .696 .475 .583 r .30989 .03079 .30414 .19376 .32577 .1284 .32797 .03136 Mtetra .705 .509 .62 r .32797 .03136 .32577 .1284 .34763 .04193 .3461 .03079 Mtetra .554 .811 .993 r .3461 .03079 .34763 .04193 .3656 .04063 .3642 .03079 Mtetra .518 .816 .999 r .3642 .03079 .3656 .04063 .38352 .04063 .38231 .03079 Mtetra .38231 .03079 .38352 .04063 .40144 .04063 .40042 .03079 Mtetra .40042 .03079 .40144 .04063 .41935 .04119 .41852 .03079 Mtetra .535 .814 .997 r .41852 .03079 .41935 .04119 .43728 .04063 .43663 .03079 Mtetra .518 .816 .999 r .43663 .03079 .43728 .04063 .4552 .04063 .45473 .03079 Mtetra .45473 .03079 .4552 .04063 .47312 .04063 .47284 .03079 Mtetra .47284 .03079 .47312 .04063 .49104 .04063 .49095 .03079 Mtetra .49095 .03079 .49104 .04063 .50896 .04063 .50905 .03079 Mtetra .92549 .03079 .92111 .04063 .93903 .04063 .9436 .03079 Mtetra .90739 .03079 .90319 .04063 .92111 .04063 .92549 .03079 Mtetra .88928 .03079 .88527 .04063 .90319 .04063 .90739 .03079 Mtetra .87118 .03079 .86735 .04063 .88527 .04063 .88928 .03079 Mtetra .85307 .03079 .84943 .04063 .86735 .04063 .87118 .03079 Mtetra .83496 .03079 .83151 .04063 .84943 .04063 .85307 .03079 Mtetra .81686 .03079 .81359 .04063 .83151 .04063 .83496 .03079 Mtetra .79875 .03079 .79567 .04063 .81359 .04063 .81686 .03079 Mtetra .78065 .03079 .77775 .04063 .79567 .04063 .79875 .03079 Mtetra .76254 .03079 .75984 .04063 .77775 .04063 .78065 .03079 Mtetra .74443 .03079 .74192 .04063 .75984 .04063 .76254 .03079 Mtetra .72633 .03079 .724 .04063 .74192 .04063 .74443 .03079 Mtetra .70822 .03079 .70608 .04063 .724 .04063 .72633 .03079 Mtetra .69011 .03079 .68816 .04063 .70608 .04063 .70822 .03079 Mtetra .67201 .03079 .67024 .04063 .68816 .04063 .69011 .03079 Mtetra .6539 .03079 .65232 .04063 .67024 .04063 .67201 .03079 Mtetra .6358 .03079 .6344 .04063 .65232 .04063 .6539 .03079 Mtetra .61769 .03079 .61648 .04063 .6344 .04063 .6358 .03079 Mtetra .59958 .03079 .59856 .04063 .61648 .04063 .61769 .03079 Mtetra .58148 .03079 .58064 .04063 .59856 .04063 .59958 .03079 Mtetra .56337 .03079 .56272 .04063 .58064 .04063 .58148 .03079 Mtetra .54527 .03079 .5448 .04063 .56272 .04063 .56337 .03079 Mtetra .52716 .03079 .52688 .04063 .5448 .04063 .54527 .03079 Mtetra .50905 .03079 .50896 .04063 .52688 .04063 .52716 .03079 Mtetra .51 .736 .976 r .04936 .04049 .05363 .05407 .07156 .05664 .06746 .04302 Mtetra .476 .71 .972 r .06746 .04302 .07156 .05664 .08943 .0599 .08548 .04647 Mtetra .415 .668 .965 r .08548 .04647 .08943 .0599 .10724 .06413 .10339 .05137 Mtetra .292 .585 .943 r .10339 .05137 .10724 .06413 .12495 .06973 .1211 .05865 Mtetra .026 .394 .851 r .1211 .05865 .12495 .06973 .14252 .07736 .13847 .07026 Mtetra 0 0 .511 r .13847 .07026 .14252 .07736 .15989 .08812 .15514 .09081 Mtetra .873 .496 .015 r .15514 .09081 .15989 .08812 .17692 .10404 .16996 .13523 Mtetra .969 .696 .276 r .16996 .13523 .17692 .10404 .19335 .12938 .176 .29316 Mtetra .152 0 .333 r .176 .29316 .19335 .12938 .2084 .17633 .207 .14411 Mtetra .985 .829 .439 r .207 .14411 .2084 .17633 .21839 .30176 .2347 .02074 Mtetra .694 .455 .558 r .2347 .02074 .21839 .30176 .24132 .24811 .253 .02074 Mtetra .695 .462 .566 r .253 .02074 .24132 .24811 .26523 .16997 .27129 .02074 Mtetra .698 .479 .587 r .27129 .02074 .26523 .16997 .29103 .04413 .28959 .02074 Mtetra .684 .705 .864 r .28959 .02074 .29103 .04413 .30989 .03079 .30789 .02074 Mtetra .518 .816 .999 r .30789 .02074 .30989 .03079 .32797 .03136 .32618 .02074 Mtetra .534 .814 .997 r .32618 .02074 .32797 .03136 .3461 .03079 .34448 .02074 Mtetra .518 .816 .999 r .34448 .02074 .3461 .03079 .3642 .03079 .36278 .02074 Mtetra .36278 .02074 .3642 .03079 .38231 .03079 .38107 .02074 Mtetra .38107 .02074 .38231 .03079 .40042 .03079 .39937 .02074 Mtetra .39937 .02074 .40042 .03079 .41852 .03079 .41767 .02074 Mtetra .41767 .02074 .41852 .03079 .43663 .03079 .43596 .02074 Mtetra .43596 .02074 .43663 .03079 .45473 .03079 .45426 .02074 Mtetra .45426 .02074 .45473 .03079 .47284 .03079 .47256 .02074 Mtetra .47256 .02074 .47284 .03079 .49095 .03079 .49085 .02074 Mtetra .49085 .02074 .49095 .03079 .50905 .03079 .50915 .02074 Mtetra .92997 .02074 .92549 .03079 .9436 .03079 .94826 .02074 Mtetra .91167 .02074 .90739 .03079 .92549 .03079 .92997 .02074 Mtetra .89338 .02074 .88928 .03079 .90739 .03079 .91167 .02074 Mtetra .87508 .02074 .87118 .03079 .88928 .03079 .89338 .02074 Mtetra .85678 .02074 .85307 .03079 .87118 .03079 .87508 .02074 Mtetra .83849 .02074 .83496 .03079 .85307 .03079 .85678 .02074 Mtetra .82019 .02074 .81686 .03079 .83496 .03079 .83849 .02074 Mtetra .80189 .02074 .79875 .03079 .81686 .03079 .82019 .02074 Mtetra .7836 .02074 .78065 .03079 .79875 .03079 .80189 .02074 Mtetra .7653 .02074 .76254 .03079 .78065 .03079 .7836 .02074 Mtetra .747 .02074 .74443 .03079 .76254 .03079 .7653 .02074 Mtetra .72871 .02074 .72633 .03079 .74443 .03079 .747 .02074 Mtetra .71041 .02074 .70822 .03079 .72633 .03079 .72871 .02074 Mtetra .69211 .02074 .69011 .03079 .70822 .03079 .71041 .02074 Mtetra .67382 .02074 .67201 .03079 .69011 .03079 .69211 .02074 Mtetra .65552 .02074 .6539 .03079 .67201 .03079 .67382 .02074 Mtetra .63722 .02074 .6358 .03079 .6539 .03079 .65552 .02074 Mtetra .61893 .02074 .61769 .03079 .6358 .03079 .63722 .02074 Mtetra .60063 .02074 .59958 .03079 .61769 .03079 .61893 .02074 Mtetra .58233 .02074 .58148 .03079 .59958 .03079 .60063 .02074 Mtetra .56404 .02074 .56337 .03079 .58148 .03079 .58233 .02074 Mtetra .54574 .02074 .54527 .03079 .56337 .03079 .56404 .02074 Mtetra .52744 .02074 .52716 .03079 .54527 .03079 .54574 .02074 Mtetra .50915 .02074 .50905 .03079 .52716 .03079 .52744 .02074 Mtetra .522 .728 .967 r .0451 .02582 .04936 .04049 .06746 .04302 .06335 .0285 Mtetra .445 .674 .961 r .06335 .0285 .06746 .04302 .08548 .04647 .08141 .03319 Mtetra .177 .485 .899 r .08141 .03319 .08548 .04647 .10339 .05137 .09893 .04323 Mtetra .688 .322 0 r .09893 .04323 .10339 .05137 .1211 .05865 .11407 .07764 Mtetra 0 0 0 r .11407 .07764 .1211 .05865 .13847 .07026 .13943 .01048 Mtetra .707 .554 .678 r .13943 .01048 .13847 .07026 .15514 .09081 .15792 .01048 Mtetra .704 .522 .64 r .15792 .01048 .15514 .09081 .16996 .13523 .17641 .01048 Mtetra .7 .489 .598 r .17641 .01048 .16996 .13523 .176 .29316 .1949 .01048 Mtetra .694 .454 .556 r .1949 .01048 .176 .29316 .207 .14411 .21339 .01048 Mtetra .699 .485 .593 r .21339 .01048 .207 .14411 .2347 .02074 .23188 .01048 Mtetra .518 .816 .999 r .23188 .01048 .2347 .02074 .253 .02074 .25037 .01048 Mtetra .25037 .01048 .253 .02074 .27129 .02074 .26886 .01048 Mtetra .26886 .01048 .27129 .02074 .28959 .02074 .28735 .01048 Mtetra .28735 .01048 .28959 .02074 .30789 .02074 .30584 .01048 Mtetra .30584 .01048 .30789 .02074 .32618 .02074 .32434 .01048 Mtetra .32434 .01048 .32618 .02074 .34448 .02074 .34283 .01048 Mtetra .34283 .01048 .34448 .02074 .36278 .02074 .36132 .01048 Mtetra .36132 .01048 .36278 .02074 .38107 .02074 .37981 .01048 Mtetra .37981 .01048 .38107 .02074 .39937 .02074 .3983 .01048 Mtetra .3983 .01048 .39937 .02074 .41767 .02074 .41679 .01048 Mtetra .41679 .01048 .41767 .02074 .43596 .02074 .43528 .01048 Mtetra .43528 .01048 .43596 .02074 .45426 .02074 .45377 .01048 Mtetra .45377 .01048 .45426 .02074 .47256 .02074 .47226 .01048 Mtetra .47226 .01048 .47256 .02074 .49085 .02074 .49075 .01048 Mtetra .49075 .01048 .49085 .02074 .50915 .02074 .50925 .01048 Mtetra .93454 .01048 .92997 .02074 .94826 .02074 .95303 .01048 Mtetra .91605 .01048 .91167 .02074 .92997 .02074 .93454 .01048 Mtetra .89756 .01048 .89338 .02074 .91167 .02074 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1060 a(al-) 0 1158 y(w) n(a) n(ys) p 201 1158 a(lies) p 345 1158 a(b) r(et) n(w) n(een) p Fj 665 1158 a(min) p Fi 817 1170 a(th) p Fn 912 1158 a(and) p Fj 1074 1158 a(max) p Fi 1238 1170 a(th) p Fn 1334 1158 a(\(see) p 1500 1158 a(Eq.) p 1651 1158 a(\(2\)\).) 57 2054 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 865 @rhi @setspecial %%BeginDocument: figure/comp-2-01-1-5-15-0_1-cwnd.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 1 %%CreationDate: Fri Aug 10 02:34:51 2001 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke userlinewidth 2 mul setlinewidth } def /AL { stroke userlinewidth 2 div setlinewidth } def /UL { dup gnulinewidth mul /userlinewidth exch def 10 mul /udl exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 udl mul 2 udl mul] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 936 720 M 63 0 V 5793 0 R -63 0 V stroke 792 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 936 1728 M 63 0 V 5793 0 R -63 0 V stroke 792 1728 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 936 2736 M 63 0 V 5793 0 R -63 0 V stroke 792 2736 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 936 3744 M 63 0 V 5793 0 R -63 0 V stroke 792 3744 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 936 4752 M 63 0 V 5793 0 R -63 0 V stroke 792 4752 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 936 720 M 0 63 V 0 3969 R 0 -63 V stroke 936 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 2107 720 M 0 63 V 0 3969 R 0 -63 V stroke 2107 480 M [ [(Helvetica) 240.0 0.0 true true (10.2)] ] -80.0 MCshow 3278 720 M 0 63 V 0 3969 R 0 -63 V stroke 3278 480 M [ [(Helvetica) 240.0 0.0 true true (10.4)] ] -80.0 MCshow 4450 720 M 0 63 V 0 3969 R 0 -63 V stroke 4450 480 M [ [(Helvetica) 240.0 0.0 true true (10.6)] ] -80.0 MCshow 5621 720 M 0 63 V 0 3969 R 0 -63 V stroke 5621 480 M [ [(Helvetica) 240.0 0.0 true true (10.8)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (11)] ] -80.0 MCshow 1.000 UL LTb 936 720 M 5856 0 V 0 4032 V -5856 0 V 936 720 L stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Window Size \(packet\))] ] -80.0 MCshow grestore 3864 120 M [ [(Helvetica) 240.0 0.0 true true (Time \(s\))] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5721 4569 M [ [(Helvetica) 240.0 0.0 true true (Analysis)] ] -80.0 MRshow 1049 2237 Pls 1236 2237 Pls 1424 2237 Pls 1612 2237 Pls 1800 2237 Pls 1987 2237 Pls 2175 2237 Pls 2363 2237 Pls 2550 2237 Pls 2738 2237 Pls 2926 2237 Pls 3114 2237 Pls 3301 2237 Pls 3489 2237 Pls 3677 2237 Pls 3865 2237 Pls 4052 2237 Pls 4240 2237 Pls 4428 2237 Pls 4615 2237 Pls 4803 2237 Pls 4991 2237 Pls 5179 2237 Pls 5366 2237 Pls 5554 2237 Pls 5742 2237 Pls 5929 2237 Pls 6117 2237 Pls 6305 2237 Pls 6493 2237 Pls 6680 2237 Pls 6184 4569 Pls 1.000 UL LT1 5721 4329 M [ [(Helvetica) 240.0 0.0 true true (Simulation)] ] -80.0 MRshow 5865 4329 M 639 0 V 936 3167 M 2 11 V 3 17 V 3 16 V 4 17 V 3 16 V 3 16 V 3 16 V 3 16 V 3 16 V 3 15 V 3 16 V 3 16 V 4 15 V 3 15 V 3 16 V 3 15 V 3 15 V 3 15 V 4 15 V 2 15 V 3 14 V 4 15 V 3 15 V 3 14 V 3 15 V 3 14 V 3 14 V 4 14 V 3 15 V 3 14 V 3 14 V 3 14 V 3 14 V 3 13 V 3 14 V 3 14 V 4 13 V 3 14 V 3 0 V 3 0 V 3 -1599 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 29 V 3 28 V 2 28 V 4 27 V 3 27 V 3 26 V 3 26 V 3 25 V 3 25 V 4 25 V 3 24 V 3 24 V 3 23 V 3 24 V 3 23 V 3 22 V 3 23 V 3 22 V 4 22 V 3 21 V 3 21 V 3 22 V 3 20 V 3 21 V 4 20 V 3 21 V 2 20 V 4 20 V 3 19 V 3 20 V 3 19 V 3 19 V 3 19 V 4 19 V 3 18 V 3 19 V 3 18 V 3 18 V 3 18 V 3 18 V 3 18 V 3 17 V 4 18 V 3 17 V 3 17 V 3 17 V 3 17 V 3 0 V 4 0 V 2 -1407 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 40 V 3 39 V 3 37 V 3 37 V 3 35 V 3 34 V 3 33 V 3 32 V 3 31 V 4 31 V 3 30 V 3 29 V 3 29 V 3 28 V 3 28 V 3 27 V 3 26 V 3 26 V 4 26 V 3 25 V 3 25 V 3 25 V 3 24 V 3 24 V 4 23 V 3 24 V 2 22 V 4 23 V 3 22 V 3 22 V 3 22 V 3 22 V 3 21 V 4 21 V 3 21 V 3 21 V 3 20 V 3 20 V 3 20 V 3 20 V 3 20 V 3 19 V 4 19 V 3 19 V 3 19 V 3 19 V 3 18 V 3 19 V 4 18 V 2 18 V 3 18 V 4 18 V 3 18 V 3 17 V 3 18 V 3 17 V 3 17 V 4 17 V 3 17 V 3 17 V 3 17 V 3 16 V 3 17 V 3 16 V 3 16 V 3 17 V 4 16 V 3 15 V 3 16 V 3 16 V 3 16 V 3 15 V 4 16 V 2 15 V 3 15 V 4 16 V 3 0 V 3 0 V 3 -1480 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 33 V 3 33 V 4 32 V 3 31 V 3 30 V 3 30 V 3 29 V 3 28 V 3 28 V 3 28 V 3 27 V 4 26 V 3 26 V 3 25 V 3 26 V 3 24 V 3 25 V 4 24 V 3 24 V 2 23 V 4 23 V 3 23 V 3 22 V 3 22 V 3 22 V 3 22 V 4 21 V 3 22 V 3 21 V 3 20 V 3 21 V 3 20 V 3 20 V 3 20 V 3 20 V 4 19 V 3 20 V 3 19 V 3 19 V 3 19 V 3 19 V 4 18 V 2 18 V 3 19 V 4 18 V 3 18 V 3 17 V 3 18 V 3 17 V 3 18 V 4 17 V 3 17 V 3 17 V 3 17 V 3 17 V 3 16 V 3 0 V 3 0 V 3 -1248 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 33 V 4 33 V 3 32 V 3 31 V 3 30 V 3 30 V 3 29 V 4 28 V 3 28 V 2 28 V 4 27 V 3 26 V 3 26 V 3 25 V 3 26 V 3 24 V 4 25 V 3 24 V 3 24 V 3 23 V 3 23 V 3 23 V 3 22 V 3 22 V 3 22 V 4 22 V 3 21 V 3 22 V 3 21 V 3 20 V 3 21 V 4 20 V 2 20 V 3 20 V 4 20 V 3 19 V 3 20 V 3 19 V 3 19 V 3 19 V 4 19 V 3 18 V 3 18 V 3 19 V 3 18 V 3 18 V 3 17 V 3 18 V 3 17 V 4 18 V 3 17 V 3 17 V 3 17 V 3 17 V 3 17 V 4 16 V 2 17 V 3 16 V 4 17 V 3 16 V 3 16 V 3 16 V 3 16 V 3 16 V 4 15 V 3 16 V 2 16 V 4 15 V 3 15 V 3 16 V 3 15 V 3 0 V 3 0 V 4 -1486 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 33 V 3 33 V 3 32 V 3 31 V 3 30 V 4 30 V 3 29 V 2 28 V 4 28 V 3 28 V 3 27 V 3 26 V 3 26 V 3 25 V 4 26 V 3 24 V 3 25 V 3 24 V 3 24 V 3 23 V 3 23 V 3 23 V 3 22 V 4 22 V 3 22 V 3 22 V 3 21 V 3 22 V 3 21 V 4 20 V 2 21 V 3 20 V 4 20 V 3 20 V 3 20 V 3 19 V 3 20 V 3 19 V 4 19 V 3 19 V 3 19 V 3 18 V 3 18 V 3 19 V 3 18 V 3 18 V 3 17 V 4 18 V 3 17 V 3 18 V 3 17 V currentpoint stroke M 3 17 V 3 17 V 3 17 V 3 17 V 3 16 V 4 17 V 3 16 V 3 17 V 3 16 V 3 16 V 3 16 V 4 16 V 3 16 V 2 15 V 4 16 V 3 16 V 3 15 V 3 15 V 3 16 V 3 15 V 4 15 V 3 15 V 3 15 V 3 15 V 3 14 V 3 15 V 3 15 V 3 14 V 3 15 V 4 14 V 3 14 V 3 14 V 3 15 V 3 14 V 3 14 V 4 14 V 2 14 V 3 13 V 4 14 V 3 14 V 3 13 V 3 0 V 3 0 V 3 -1585 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 29 V 3 28 V 3 28 V 3 27 V 3 27 V 4 26 V 2 26 V 3 25 V 4 25 V 3 25 V 3 24 V 3 24 V 3 23 V 3 24 V 4 23 V 3 22 V 2 23 V 4 22 V 3 22 V 3 21 V 3 21 V 3 22 V 3 20 V 4 21 V 3 20 V 3 21 V 3 20 V 3 20 V 3 19 V 3 20 V 3 19 V 3 19 V 4 19 V 3 19 V 3 18 V 3 19 V 3 18 V 3 18 V 4 18 V 3 18 V 2 18 V 4 17 V 3 18 V 3 17 V 3 17 V 3 17 V 3 17 V 4 17 V 3 17 V 3 16 V 3 17 V 3 16 V 3 17 V 3 16 V 3 16 V 3 16 V 4 16 V 3 15 V 3 16 V 3 16 V 3 15 V 3 16 V 4 15 V 2 15 V 3 15 V 4 15 V 3 15 V 3 15 V 3 15 V 3 15 V 3 14 V 4 15 V 3 14 V 3 15 V 3 14 V 3 14 V 3 14 V 3 15 V 3 0 V 3 0 V 4 -1481 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 29 V 3 28 V 3 28 V 3 27 V 4 27 V 3 26 V 2 26 V 4 25 V 3 25 V 3 25 V 3 24 V 3 24 V 3 23 V 4 24 V 3 23 V 3 22 V 3 23 V 3 22 V 3 22 V 3 21 V 3 21 V 3 22 V 4 20 V 3 21 V 3 20 V 3 21 V 3 20 V 3 20 V 4 19 V 2 20 V 3 19 V 4 19 V 3 19 V 3 19 V 3 18 V 3 19 V 3 18 V 4 18 V 3 18 V 3 18 V 3 18 V 3 17 V 3 18 V 3 17 V 3 17 V 3 17 V 4 17 V 3 17 V 3 17 V 3 16 V 3 17 V 3 16 V 4 17 V 2 16 V 3 16 V 4 16 V 3 16 V 3 15 V 3 16 V 3 16 V 3 15 V 4 16 V 3 15 V 2 15 V 4 15 V 3 15 V 3 15 V 3 0 V 3 0 V 3 -1522 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 33 V 3 33 V 3 32 V 3 31 V 3 30 V 3 30 V 4 29 V 3 28 V 2 28 V 4 28 V 3 27 V 3 26 V 3 26 V 3 25 V 3 26 V 4 24 V 3 25 V 3 24 V 3 24 V 3 23 V 3 23 V 3 23 V 3 22 V 3 22 V 4 22 V 3 22 V 3 21 V 3 22 V 3 21 V 3 20 V 4 21 V 2 20 V 3 20 V 4 20 V 3 20 V 3 19 V 3 20 V 3 19 V 3 19 V 4 19 V 3 19 V 3 18 V 3 18 V 3 19 V 3 18 V 3 18 V 3 17 V 3 18 V 4 17 V 3 18 V 3 17 V 3 17 V 3 17 V 3 17 V 4 17 V 2 16 V 3 17 V 4 16 V 3 17 V 3 16 V 3 16 V 3 16 V 3 16 V 4 16 V 3 15 V 2 16 V 4 16 V 3 15 V 3 15 V 3 16 V 3 15 V 3 15 V 4 15 V 3 15 V 3 15 V 3 14 V 3 15 V 3 15 V 3 14 V 3 15 V 3 14 V 4 14 V 3 14 V 3 0 V 3 0 V 3 -1460 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 29 V 3 28 V 3 28 V 3 27 V 3 27 V 3 26 V 3 26 V 3 25 V 3 25 V 4 25 V 3 24 V 3 24 V 3 23 V 3 24 V 3 23 V 4 22 V 2 23 V 3 22 V 4 22 V 3 21 V 3 21 V 3 22 V 3 20 V 3 21 V 4 20 V 3 21 V 2 20 V 4 20 V 3 19 V 3 20 V 3 19 V 3 19 V 3 19 V 4 19 V 3 18 V 3 19 V 3 18 V 3 18 V 3 18 V 3 18 V 3 18 V 3 17 V 4 18 V 3 17 V 3 17 V 3 17 V 3 17 V 3 17 V 4 17 V 3 16 V 2 17 V 4 16 V 3 17 V 3 16 V 3 16 V 3 16 V 3 16 V 4 15 V 3 16 V 3 16 V 3 15 V 3 16 V 3 15 V 3 15 V 3 15 V 3 15 V 4 15 V 3 15 V 3 15 V 3 15 V 3 14 V 3 15 V 4 14 V 2 15 V 3 14 V 4 14 V 3 14 V 3 0 V 3 0 V 3 -1466 V currentpoint stroke M 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 29 V 3 28 V 3 28 V 3 27 V 3 27 V 3 26 V 4 26 V 2 25 V 3 25 V 4 25 V 3 24 V 3 24 V 3 23 V 3 24 V 3 23 V 4 22 V 3 23 V 2 22 V 4 22 V 3 21 V 3 21 V 3 22 V 3 20 V 3 21 V 4 20 V 3 21 V 3 20 V 3 20 V 3 19 V 3 20 V 3 19 V 3 19 V 3 19 V 4 19 V 3 18 V 3 19 V 3 18 V 3 18 V 3 18 V 4 18 V 2 18 V 3 17 V 4 18 V 3 0 V 3 0 V 3 -1339 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 40 V 3 39 V 3 37 V 3 37 V 4 35 V 3 34 V 3 33 V 3 32 V 3 31 V 3 31 V 4 30 V 2 29 V 3 29 V 4 28 V 3 28 V 3 27 V 3 26 V 3 26 V 3 26 V 4 25 V 3 25 V 2 25 V 4 24 V 3 24 V 3 23 V 3 24 V 3 22 V 3 23 V 4 22 V 3 22 V 3 22 V 3 22 V 3 21 V 3 21 V 3 21 V 3 21 V 3 20 V 4 20 V 3 20 V 3 20 V 3 20 V 3 19 V 3 19 V 4 19 V 3 19 V 2 19 V 4 18 V 3 19 V 3 18 V 3 18 V 3 18 V 3 18 V 4 18 V 3 17 V 3 18 V 3 17 V 3 17 V 3 17 V 3 17 V 3 17 V 3 17 V 4 16 V 3 17 V 3 16 V 3 16 V 3 17 V 3 16 V 4 15 V 2 16 V 3 16 V 4 16 V 3 15 V 3 16 V 3 15 V 3 15 V 3 16 V 4 15 V 3 15 V 3 15 V 3 15 V 3 14 V 3 15 V 3 15 V 3 14 V 3 0 V 4 0 V 3 -1598 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 33 V 3 33 V 3 32 V 3 31 V 4 30 V 3 30 V 2 29 V 4 28 V 3 28 V 3 28 V 3 27 V 3 26 V 3 26 V 4 25 V 3 26 V 3 24 V 3 25 V 3 24 V 3 24 V 3 23 V 3 23 V 3 23 V 4 22 V 3 22 V 3 22 V 3 22 V 3 21 V 3 22 V 4 21 V 2 20 V 3 21 V 4 20 V 3 20 V 3 20 V 3 20 V 3 19 V 3 20 V 4 19 V 3 19 V 3 19 V 3 19 V 3 18 V 3 18 V 3 19 V 3 18 V 3 18 V 4 17 V 3 18 V 3 17 V 3 18 V 3 17 V 3 17 V 4 17 V 2 17 V 3 17 V 4 16 V 3 17 V 3 16 V 3 17 V 3 16 V 3 16 V 4 16 V 3 16 V 2 16 V 4 15 V 3 16 V 3 16 V 3 15 V 3 15 V 3 16 V 4 15 V 3 15 V 3 15 V 3 15 V 3 15 V 3 14 V 3 15 V 3 15 V 3 14 V 4 15 V 3 14 V 3 0 V 3 0 V 3 -1432 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 29 V 3 28 V 3 28 V 3 27 V 3 27 V 3 26 V 3 26 V 3 25 V 3 25 V 4 25 V 3 24 V 3 24 V 3 23 V 3 24 V 3 23 V 4 22 V 2 23 V 3 22 V 4 22 V 3 21 V 3 21 V 3 22 V 3 20 V 3 21 V 4 20 V 3 21 V 3 20 V 3 20 V 3 19 V 3 20 V 3 19 V 3 19 V 3 19 V 4 19 V 3 18 V 3 19 V 3 18 V 3 18 V 3 18 V 4 18 V 2 18 V 3 17 V 4 18 V 3 17 V 3 17 V 3 17 V 3 17 V 3 17 V 4 17 V 3 16 V 2 17 V 4 16 V 3 17 V 3 16 V 3 16 V 3 16 V 3 16 V 4 15 V 3 16 V 3 16 V 3 15 V 3 16 V 3 15 V 3 15 V 3 15 V 3 15 V 4 15 V 3 15 V 3 15 V 3 15 V 3 14 V 3 15 V 4 14 V 3 15 V 2 14 V 4 14 V 3 14 V 3 15 V 3 14 V 3 14 V 3 14 V 4 13 V 3 14 V 3 14 V 3 14 V 3 13 V 3 14 V 3 0 V 3 0 V 3 -1605 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 29 V 3 28 V 3 28 V 3 27 V 3 27 V 4 26 V 3 26 V 2 25 V 4 25 V 3 25 V 3 24 V 3 24 V 3 23 V 3 24 V 4 23 V 3 22 V 3 23 V 3 22 V 3 22 V 3 21 V 3 21 V 3 22 V 3 20 V 4 21 V 3 20 V 3 21 V 3 20 V 3 20 V 3 19 V 4 20 V 3 19 V 2 19 V 4 19 V 3 19 V 3 18 V 3 19 V 3 18 V 3 18 V 4 18 V 3 18 V 3 18 V 3 17 V 3 18 V 3 17 V 3 17 V 3 17 V 3 17 V currentpoint stroke M 4 17 V 3 17 V 3 16 V 3 17 V 3 16 V 3 17 V 4 16 V 2 16 V 3 16 V 4 16 V 3 15 V 3 16 V 3 16 V 3 15 V 3 16 V 4 15 V 3 15 V 3 15 V 3 15 V 3 15 V 3 15 V 3 15 V 3 15 V 3 14 V 4 15 V 3 14 V 3 15 V 3 14 V 3 14 V 3 14 V 4 15 V 2 14 V 3 14 V 4 0 V 3 0 V 3 -1509 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 29 V 3 28 V 4 28 V 3 27 V 3 27 V 3 26 V 3 26 V 3 25 V 3 25 V 3 25 V 3 24 V 4 24 V 3 23 V 3 24 V 3 23 V 3 22 V 3 23 V 4 22 V 3 22 V 2 21 V 4 21 V 3 22 V 3 20 V 3 21 V 3 20 V 3 21 V 4 20 V 3 20 V 3 19 V 3 20 V 3 19 V 3 19 V 3 19 V 3 19 V 3 18 V 4 19 V 3 18 V 3 18 V 3 18 V 3 18 V 3 18 V 4 17 V 2 18 V 3 17 V 4 17 V 3 17 V 3 17 V 3 17 V 3 0 V 3 0 V 4 -1222 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 33 V 3 33 V 3 32 V 3 31 V 3 30 V 3 30 V 3 29 V 3 28 V 3 28 V 4 28 V 3 27 V 3 26 V 3 26 V 3 25 V 3 26 V 4 24 V 3 25 V 2 24 V 4 24 V 3 23 V 3 23 V 3 23 V 3 22 V 3 22 V 4 22 V 3 22 V 3 21 V 3 22 V 3 21 V 3 20 V 3 21 V 3 20 V 3 20 V 4 20 V 3 20 V 3 19 V 3 20 V 3 19 V 3 19 V 4 19 V 2 19 V 3 18 V 4 18 V 3 19 V 3 18 V 3 18 V 3 17 V 3 18 V 4 17 V 3 18 V 3 17 V 3 17 V 3 17 V 3 17 V 3 17 V 3 16 V 3 17 V 4 16 V 3 17 V 3 16 V 3 16 V 3 16 V 3 16 V 4 16 V 2 15 V 3 16 V 4 16 V 3 15 V 3 15 V 3 16 V 3 15 V 3 15 V 4 15 V 3 15 V 2 15 V 4 14 V 3 15 V 3 15 V 3 14 V 3 15 V 3 14 V 4 14 V 3 14 V 3 15 V 3 14 V 3 14 V 3 14 V 3 14 V 3 13 V 3 0 V 4 0 V 3 -1544 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 29 V 3 28 V 3 28 V 4 27 V 3 27 V 3 26 V 3 26 V 3 25 V 3 25 V 3 25 V 3 24 V 3 24 V 4 23 V 3 24 V 3 23 V 3 22 V 3 23 V 3 22 V 4 22 V 2 21 V 3 21 V 4 22 V 3 20 V 3 21 V 3 20 V 3 21 V 3 20 V 4 20 V 3 19 V 2 20 V 4 19 V 3 19 V 3 19 V 3 19 V 3 18 V 3 19 V 4 18 V 3 18 V 3 18 V 3 18 V 3 18 V 3 17 V 3 18 V 3 17 V 3 17 V 4 17 V 3 17 V 3 17 V 3 17 V 3 16 V 3 17 V 4 16 V 3 17 V 2 16 V 4 16 V 3 16 V 3 16 V 3 15 V 3 16 V 3 16 V 4 15 V 3 16 V 3 15 V 3 15 V 3 15 V 3 15 V 3 15 V 3 15 V 3 15 V 4 15 V 3 0 V 3 0 V 3 -1567 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 33 V 3 33 V 4 32 V 3 31 V 3 30 V 3 30 V 3 29 V 3 28 V 3 28 V 3 28 V 3 27 V 4 26 V 3 26 V 3 25 V 3 26 V 3 24 V 3 25 V 4 24 V 2 24 V 3 23 V 4 23 V 3 23 V 3 22 V 3 22 V 3 22 V 3 22 V 4 21 V 3 22 V 2 21 V 4 20 V 3 21 V 3 20 V 3 20 V 3 20 V 3 20 V 4 19 V 3 20 V 3 19 V 3 19 V 3 19 V 3 19 V 3 18 V 3 18 V 3 19 V 4 18 V 3 18 V 3 17 V 3 18 V 3 17 V 3 18 V 4 17 V 3 17 V 2 17 V 4 17 V 3 17 V 3 16 V 3 17 V 3 16 V 3 17 V 4 16 V 3 16 V 3 16 V 3 16 V 3 16 V 3 0 V 3 0 V 3 -1378 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 33 V 3 33 V 4 32 V 3 31 V 3 30 V 3 30 V 3 29 V 3 28 V 4 28 V 3 28 V 2 27 V 4 26 V 3 26 V 3 25 V 3 26 V 3 24 V 3 25 V 4 24 V 3 24 V 3 23 V 3 23 V 3 23 V 3 22 V 3 22 V 3 22 V 3 22 V 4 21 V 3 22 V 3 21 V 3 20 V 3 21 V 3 20 V 4 20 V 3 20 V 2 20 V 4 19 V currentpoint stroke M 3 20 V 3 19 V 3 19 V 3 19 V 3 19 V 4 18 V 3 18 V 3 19 V 3 18 V 3 18 V 3 17 V 3 18 V 3 17 V 3 18 V 4 17 V 3 17 V 3 17 V 3 17 V 3 17 V 3 16 V 4 17 V 2 16 V 3 17 V 4 16 V 3 16 V 3 16 V 3 16 V 3 16 V 3 15 V 4 16 V 3 16 V 3 15 V 3 15 V 3 16 V 3 15 V 3 15 V 3 15 V 3 15 V 4 15 V 3 14 V 3 15 V 3 15 V 3 14 V 3 15 V 4 14 V 2 14 V 3 14 V 4 15 V 3 14 V 3 14 V 3 14 V 3 14 V 3 13 V 4 14 V 3 14 V 2 13 V 4 14 V 3 13 V 3 14 V 3 0 V 3 0 V 3 -1626 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 29 V 3 28 V 3 28 V 3 27 V 4 27 V 3 26 V 2 26 V 4 25 V 3 25 V 3 25 V 3 24 V 3 24 V 3 23 V 4 24 V 3 23 V 3 22 V 3 23 V 3 22 V 3 22 V 3 21 V 3 21 V 3 22 V 4 20 V 3 21 V 3 20 V 3 21 V 3 20 V 3 20 V 4 19 V 2 20 V 3 19 V 4 19 V 3 19 V 3 19 V 3 18 V 3 19 V 3 18 V 4 18 V 3 18 V 3 18 V 3 18 V 3 17 V 3 18 V 3 17 V 3 17 V 3 17 V 4 17 V 3 17 V 3 17 V 3 16 V 3 17 V 3 16 V 3 17 V 3 16 V 3 16 V 4 16 V 3 16 V 3 15 V 3 16 V 3 16 V 3 15 V 4 16 V 3 15 V 2 15 V 4 15 V 3 15 V 3 15 V 3 0 V 3 0 V 3 -1522 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 33 V 3 33 V 3 32 V 3 31 V 3 30 V 3 30 V 4 29 V 2 28 V 3 28 V 4 28 V 3 27 V 3 26 V 3 26 V 3 25 V 3 26 V 4 24 V 3 25 V 3 24 V 3 24 V 3 23 V 3 23 V 3 23 V 3 22 V 3 22 V 4 22 V 3 22 V 3 21 V 3 22 V 3 21 V 3 20 V 4 21 V 2 20 V 3 20 V 4 20 V 3 20 V 3 19 V 3 20 V 3 19 V 3 19 V 4 19 V 3 19 V 2 18 V 4 18 V 3 19 V 3 18 V 3 18 V 3 17 V 3 18 V 4 17 V 3 18 V 3 17 V 3 17 V 3 17 V 3 17 V 3 17 V 3 16 V 3 17 V 4 16 V 3 17 V 3 16 V 3 16 V 3 16 V 3 16 V 4 16 V 3 15 V 2 16 V 4 16 V 3 15 V 3 15 V 3 16 V 3 15 V 3 15 V 4 15 V 3 15 V 3 15 V 3 14 V 3 15 V 3 15 V 3 14 V 3 15 V 3 14 V 4 14 V 3 14 V 3 15 V 3 14 V 3 14 V 3 14 V 4 14 V 2 0 V 3 0 V 4 -1531 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 29 V 3 28 V 3 28 V 3 27 V 4 27 V 3 26 V 3 26 V 3 25 V 3 25 V 3 25 V 3 24 V 3 24 V 3 23 V 4 24 V 3 23 V 3 22 V 3 23 V 3 22 V 3 22 V 4 21 V 3 21 V 2 22 V 4 20 V 3 21 V 3 20 V 1 7 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica %%EndDocument @endspecial 57 2783 a @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 865 @rhi @setspecial %%BeginDocument: figure/comp-2-01-1-5-15-0_1-q.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 1 %%CreationDate: Fri Aug 10 02:34:54 2001 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke userlinewidth 2 mul setlinewidth } def /AL { stroke userlinewidth 2 div setlinewidth } def /UL { dup gnulinewidth mul /userlinewidth exch def 10 mul /udl exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 udl mul 2 udl mul] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 936 720 M 63 0 V 5793 0 R -63 0 V stroke 792 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 936 1728 M 63 0 V 5793 0 R -63 0 V stroke 792 1728 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 936 2736 M 63 0 V 5793 0 R -63 0 V stroke 792 2736 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 936 3744 M 63 0 V 5793 0 R -63 0 V stroke 792 3744 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 936 4752 M 63 0 V 5793 0 R -63 0 V stroke 792 4752 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 936 720 M 0 63 V 0 3969 R 0 -63 V stroke 936 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 2107 720 M 0 63 V 0 3969 R 0 -63 V stroke 2107 480 M [ [(Helvetica) 240.0 0.0 true true (10.2)] ] -80.0 MCshow 3278 720 M 0 63 V 0 3969 R 0 -63 V stroke 3278 480 M [ [(Helvetica) 240.0 0.0 true true (10.4)] ] -80.0 MCshow 4450 720 M 0 63 V 0 3969 R 0 -63 V stroke 4450 480 M [ [(Helvetica) 240.0 0.0 true true (10.6)] ] -80.0 MCshow 5621 720 M 0 63 V 0 3969 R 0 -63 V stroke 5621 480 M [ [(Helvetica) 240.0 0.0 true true (10.8)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (11)] ] -80.0 MCshow 1.000 UL LTb 936 720 M 5856 0 V 0 4032 V -5856 0 V 936 720 L stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Queue Length \(packet\))] ] -80.0 MCshow grestore 3864 120 M [ [(Helvetica) 240.0 0.0 true true (Time \(s\))] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5721 4569 M [ [(Helvetica) 240.0 0.0 true true (Analysis)] ] -80.0 MRshow 1049 1833 Pls 1236 1833 Pls 1424 1833 Pls 1612 1833 Pls 1800 1833 Pls 1987 1833 Pls 2175 1833 Pls 2363 1833 Pls 2550 1833 Pls 2738 1833 Pls 2926 1833 Pls 3114 1833 Pls 3301 1833 Pls 3489 1833 Pls 3677 1833 Pls 3865 1833 Pls 4052 1833 Pls 4240 1833 Pls 4428 1833 Pls 4615 1833 Pls 4803 1833 Pls 4991 1833 Pls 5179 1833 Pls 5366 1833 Pls 5554 1833 Pls 5742 1833 Pls 5929 1833 Pls 6117 1833 Pls 6305 1833 Pls 6493 1833 Pls 6680 1833 Pls 6184 4569 Pls 1.000 UL LT1 5721 4329 M [ [(Helvetica) 240.0 0.0 true true (Simulation)] ] -80.0 MRshow 5865 4329 M 639 0 V 936 2534 M 2 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 -202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 9 -403 V 16 -807 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 201 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 -202 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 9 -403 V 13 -605 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -201 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 4 0 V 2 0 V 3 0 V 4 0 V 9 -403 V 15 -806 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 -202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 9 -403 V 13 -605 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 201 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 -201 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 0 201 V 4 0 V 3 0 V 3 0 V 3 0 V 10 -403 V 15 -806 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 201 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 0 201 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V currentpoint stroke M 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 9 -403 V 16 -807 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 0 202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 202 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 -202 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 10 -403 V 15 -807 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 -201 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 9 -403 V 16 -806 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 201 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 0 201 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 9 -403 V 16 -807 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 202 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 201 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V currentpoint stroke M 3 0 V 4 0 V 2 0 V 0 202 V 3 0 V 4 0 V 3 0 V 9 -403 V 16 -807 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 202 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -201 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 9 -403 V 13 -605 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 0 201 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 202 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 0 202 V 3 -202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 10 -403 V 16 -806 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 0 201 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 0 201 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 -202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 202 V 3 0 V 9 -403 V 16 -807 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 202 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 202 V 2 -202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 9 -403 V 16 -807 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 0 202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V currentpoint stroke M 0 202 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -202 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 10 -403 V 16 -807 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 -202 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 10 -403 V 12 -605 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 -202 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 10 -403 V 16 -807 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -201 V 0 201 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 9 -403 V 15 -806 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 9 -403 V 13 -605 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V currentpoint stroke M 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 4 0 V 2 0 V 3 -202 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 0 202 V 9 -404 V 19 -1008 V 3 0 V 3 0 V 3 0 V 4 0 V 6 -201 V 0 201 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -201 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 9 -403 V 16 -806 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 201 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 0 201 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 201 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 -202 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 9 -403 V 15 -807 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 202 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 1 0 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica %%EndDocument @endspecial Fx 0 2946 a(Fig.) p 132 2946 a(11:) p 250 2946 a(Comparison) p 645 2946 a(b) r(et) n(w) n(een) p 920 2946 a(analytic) p 1191 2946 a(results) p 1417 2946 a(and) p 1557 2946 a(sim) n(ulation) p 1903 2946 a(re-) 250 3026 y(sults) p 414 3026 a(\() p Fe(B) p Fx 517 3026 a(=) p 592 3026 a(2) p 649 3026 a([pac) n(k) n(et/ms],) p Fe 1050 3026 a(\034) p Fx 1109 3026 a(=) p 1183 3026 a(1) p 1241 3026 a([ms],) p Fe 1408 3026 a(N) p Fx 1491 3026 a(=) p 1565 3026 a(1,) p Fe 1643 3026 a(min) p Fd 1772 3038 a(th) p Fx 1856 3026 a(=) p 1930 3026 a(5,) p Fe 250 3106 a(max) p Fd 389 3118 a(th) p Fx 473 3106 a(=) p 548 3106 a(15\).) 57 4152 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 865 @rhi @setspecial %%BeginDocument: figure/comp-2-05-1-5-50-0_1-cwnd.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 1 %%CreationDate: Wed Aug 15 14:17:58 2001 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke userlinewidth 2 mul setlinewidth } def /AL { stroke userlinewidth 2 div setlinewidth } def /UL { dup gnulinewidth mul /userlinewidth exch def 10 mul /udl exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 udl mul 2 udl mul] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 936 720 M 63 0 V 5793 0 R -63 0 V stroke 792 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 936 1728 M 63 0 V 5793 0 R -63 0 V stroke 792 1728 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 936 2736 M 63 0 V 5793 0 R -63 0 V stroke 792 2736 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 936 3744 M 63 0 V 5793 0 R -63 0 V stroke 792 3744 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 936 4752 M 63 0 V 5793 0 R -63 0 V stroke 792 4752 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 936 720 M 0 63 V 0 3969 R 0 -63 V stroke 936 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 2107 720 M 0 63 V 0 3969 R 0 -63 V stroke 2107 480 M [ [(Helvetica) 240.0 0.0 true true (10.2)] ] -80.0 MCshow 3278 720 M 0 63 V 0 3969 R 0 -63 V stroke 3278 480 M [ [(Helvetica) 240.0 0.0 true true (10.4)] ] -80.0 MCshow 4450 720 M 0 63 V 0 3969 R 0 -63 V stroke 4450 480 M [ [(Helvetica) 240.0 0.0 true true (10.6)] ] -80.0 MCshow 5621 720 M 0 63 V 0 3969 R 0 -63 V stroke 5621 480 M [ [(Helvetica) 240.0 0.0 true true (10.8)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (11)] ] -80.0 MCshow 1.000 UL LTb 936 720 M 5856 0 V 0 4032 V -5856 0 V 936 720 L stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Window Size \(packet\))] ] -80.0 MCshow grestore 3864 120 M [ [(Helvetica) 240.0 0.0 true true (Time \(s\))] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5721 4569 M [ [(Helvetica) 240.0 0.0 true true (Analysis)] ] -80.0 MRshow 1010 1171 Pls 1116 1171 Pls 1222 1171 Pls 1328 1171 Pls 1434 1171 Pls 1540 1171 Pls 1646 1171 Pls 1752 1171 Pls 1858 1171 Pls 1964 1171 Pls 2070 1171 Pls 2176 1171 Pls 2282 1171 Pls 2387 1171 Pls 2493 1171 Pls 2599 1171 Pls 2705 1171 Pls 2811 1171 Pls 2917 1171 Pls 3023 1171 Pls 3129 1171 Pls 3235 1171 Pls 3341 1171 Pls 3447 1171 Pls 3553 1171 Pls 3659 1171 Pls 3765 1171 Pls 3871 1171 Pls 3977 1171 Pls 4083 1171 Pls 4189 1171 Pls 4295 1171 Pls 4401 1171 Pls 4507 1171 Pls 4613 1171 Pls 4719 1171 Pls 4825 1171 Pls 4931 1171 Pls 5037 1171 Pls 5143 1171 Pls 5249 1171 Pls 5355 1171 Pls 5461 1171 Pls 5567 1171 Pls 5673 1171 Pls 5779 1171 Pls 5885 1171 Pls 5991 1171 Pls 6097 1171 Pls 6203 1171 Pls 6309 1171 Pls 6415 1171 Pls 6521 1171 Pls 6627 1171 Pls 6733 1171 Pls 6184 4569 Pls 1.000 UL LT1 5721 4329 M [ [(Helvetica) 240.0 0.0 true true (Simulation \(Host 1\))] ] -80.0 MRshow 5865 4329 M 639 0 V 936 1179 M 3898 -56 V 65 101 V 3 81 V 69 69 V 3 62 V 59 57 V 3 53 V 4 49 V 62 46 V 3 44 V 3 43 V 3 40 V 66 39 V 3 37 V 3 36 V 3 35 V 4 34 V 62 33 V 3 32 V 3 32 V 3 31 V 4 29 V 3 30 V 59 29 V 3 28 V 3 27 V 3 27 V 4 27 V 3 26 V 3 26 V 59 25 V 3 25 V 3 25 V 4 24 V 3 24 V 3 23 V 3 23 V 50 23 V 3 23 V 3 22 V 3 22 V 3 22 V 4 22 V 3 21 V 2 21 V 54 21 V 3 20 V 3 21 V 3 20 V 3 20 V 4 20 V 3 19 V 2 20 V 4 19 V 59 19 V 3 19 V 4 19 V 2 18 V 3 19 V 4 18 V 3 18 V 3 18 V 3 0 V 56 0 V 3 -1271 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 60 40 V 3 39 V 3 37 V 3 37 V 3 35 V 63 34 V 3 33 V 3 32 V 3 31 V 3 31 V 59 30 V 4 29 V 3 29 V 3 28 V 3 28 V 3 27 V 50 26 V 3 26 V 3 26 V 3 25 V 4 25 V 3 25 V 3 24 V 53 24 V 3 23 V 3 24 V 3 22 V 3 23 V 4 22 V 3 22 V 3 22 V 53 22 V 3 0 V 3 0 V 3 -1103 V 3 0 V 4 0 V 3 0 V 2 0 V 57 0 V 3 51 V 3 47 V 3 45 V 63 43 V 3 41 V 3 39 V 3 38 V 69 37 V 3 35 V 3 35 V 3 33 V 3 33 V 66 31 V 3 31 V 3 30 V 3 30 V 3 29 V 3 28 V 69 28 V 3 27 V 3 27 V 4 26 V 3 26 V 3 26 V 3 25 V 75 24 V 3 0 V 3 0 V 3 -865 V 3 0 V 3 0 V 4 0 V 78 0 V 3 51 V 3 47 V 3 45 V 44 23 V 1.000 UL LT2 5721 4089 M [ [(Helvetica) 240.0 0.0 true true (Simulation \(Host 2\))] ] -80.0 MRshow 5865 4089 M 639 0 V 936 1133 M 353 -10 V 81 101 V 3 81 V 78 69 V 3 62 V 91 57 V 3 53 V 3 49 V 88 46 V 3 44 V 3 43 V 3 40 V 75 39 V 3 37 V 3 36 V 3 35 V 3 34 V 82 33 V 3 32 V 3 32 V 3 31 V 3 29 V 84 0 V 3 0 V 4 -781 V 3 0 V 3 0 V 88 67 V 2 60 V 3 56 V 85 52 V 3 48 V 3 46 V 69 43 V 3 0 V 3 0 V 72 -574 V 78 101 V 3 81 V 60 69 V 3 62 V 65 57 V 3 53 V 4 49 V 62 46 V 3 44 V 3 43 V 3 40 V 63 39 V 3 37 V 3 36 V 3 35 V 3 34 V 47 33 V 3 32 V 3 32 V 3 31 V 4 29 V 3 30 V 44 29 V 3 28 V 2 27 V 4 27 V 3 27 V 3 26 V 3 26 V 44 25 V 3 25 V 3 25 V 3 24 V 4 24 V 2 23 V 3 23 V 47 23 V 4 23 V 3 22 V 3 22 V 3 22 V 3 22 V 3 21 V 4 21 V 49 21 V 3 20 V 4 21 V 3 0 V 3 0 V 3 -1207 V 3 0 V 3 0 V 47 0 V 3 0 V 3 0 V 3 51 V 53 47 V 3 45 V 4 43 V 3 41 V 59 39 V 3 38 V 3 37 V 3 35 V 4 35 V 56 33 V 3 33 V 3 31 V 3 31 V 3 30 V 3 30 V 57 29 V 3 28 V 3 28 V 3 27 V 3 27 V 3 26 V 54 26 V 3 26 V 2 0 V 4 0 V 3 -816 V 3 0 V 63 0 V 2 0 V 4 0 V 3 51 V 72 0 V 3 0 V 3 -454 V 78 101 V 3 81 V 82 69 V 2 62 V 78 57 V 4 53 V 3 49 V 81 46 V 3 44 V 3 43 V 4 40 V 68 39 V 3 37 V 4 36 V 2 35 V 3 34 V 51 33 V 3 32 V 3 32 V 3 31 V 3 29 V 3 30 V 47 0 V 3 0 V 3 -811 V 3 0 V 4 0 V 3 0 V 53 67 V 3 60 V 3 56 V 62 52 V 3 48 V 4 46 V 68 43 V 3 42 V 4 40 V 3 38 V 72 37 V 3 36 V 3 35 V 3 33 V 3 33 V 72 32 V 3 31 V 3 0 V 3 0 V 3 -729 V 63 0 V 3 0 V 3 67 V 69 60 V 3 0 V 78 0 V 6792 1250 L 1.000 UL LT3 5721 3849 M [ [(Helvetica) 240.0 0.0 true true (Simulation \(Host 3\))] ] -80.0 MRshow 5865 3849 M 639 0 V 936 1847 M 3 33 V 3 35 V 3 34 V 44 33 V 3 32 V 3 32 V 3 31 V 4 29 V 3 30 V 53 29 V 3 28 V 3 27 V 3 27 V 3 27 V 3 26 V 4 26 V 49 25 V 3 25 V 4 25 V 3 24 V 3 24 V 3 23 V 3 23 V 44 23 V 3 23 V 3 22 V 3 22 V 3 22 V 3 22 V 4 21 V 3 21 V 49 21 V 4 20 V 3 21 V 3 20 V 3 20 V 3 0 V 3 0 V 4 -1045 V 62 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 40 V 70 39 V 3 37 V 2 37 V 4 35 V 3 34 V 78 33 V 3 32 V 3 31 V 3 31 V 4 30 V 3 29 V 75 29 V 2 28 V 4 28 V 3 27 V 3 26 V 3 26 V 3 26 V 63 25 V 3 25 V 3 25 V 3 24 V 3 24 V 3 23 V 4 24 V 68 22 V 3 23 V 4 22 V 3 22 V 2 22 V 4 22 V 3 21 V 3 21 V 69 21 V 3 21 V 3 20 V 3 20 V 3 20 V 3 20 V 4 20 V 3 19 V 3 19 V 72 19 V 3 19 V 3 19 V 3 18 V 3 19 V 3 18 V 3 18 V 3 18 V 4 18 V 3 18 V 62 17 V 3 0 V 3 0 V 4 -1324 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 63 0 V 3 40 V 3 39 V 3 37 V 3 37 V 66 35 V 3 34 V 3 33 V 3 32 V 3 31 V 63 31 V 3 30 V 3 29 V 3 29 V 3 28 V 3 28 V 56 27 V 4 26 V 3 26 V 3 26 V 3 25 V 3 25 V 3 25 V 47 24 V 4 24 V 2 23 V 3 24 V 4 22 V 3 23 V 3 22 V 3 22 V 44 22 V 3 22 V 3 21 V 3 21 V 3 21 V 3 21 V 3 20 V 4 20 V 3 20 V 47 20 V 3 20 V 3 19 V 3 19 V 3 19 V 3 0 V 3 0 V 3 -1142 V 4 0 V 43 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 40 V 47 39 V 3 37 V 3 37 V 3 35 V 3 34 V 47 33 V 3 32 V 3 31 V 3 31 V 4 30 V 3 29 V 47 29 V 3 28 V 3 28 V 3 27 V 3 26 V 3 26 V 3 26 V 54 25 V 3 25 V 2 25 V 4 24 V 3 24 V 3 23 V 3 24 V 47 22 V 3 23 V 3 22 V 4 22 V 3 22 V 2 22 V 4 21 V 3 21 V 37 21 V 3 21 V 4 20 V 3 20 V 3 20 V 3 20 V 3 20 V 3 19 V 4 19 V 40 19 V 3 19 V 3 19 V 3 18 V 3 19 V 4 18 V 3 18 V 3 18 V 3 18 V 3 18 V 40 17 V 4 18 V 3 17 V 3 17 V 3 17 V 3 17 V 3 17 V 4 0 V 3 0 V 3 -1225 V 46 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 33 V 53 33 V 3 32 V 3 31 V 3 30 V 3 30 V 3 29 V 60 28 V 3 28 V 3 28 V 3 27 V 3 26 V 3 26 V 4 25 V 59 26 V 3 24 V 3 25 V 3 24 V 3 24 V 4 23 V 2 23 V 3 23 V 63 22 V 3 22 V 3 22 V 3 22 V 3 21 V 4 22 V 3 21 V 3 20 V 59 21 V 3 20 V 3 20 V 4 20 V 3 20 V 3 19 V 3 20 V 3 19 V 3 19 V 56 19 V 4 19 V 3 18 V 3 18 V 3 19 V 3 18 V 3 18 V 4 17 V 2 18 V 60 0 V 3 0 V 3 -1314 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 65 40 V 4 39 V 3 37 V 3 37 V 3 35 V 50 34 V 3 33 V 3 32 V 3 31 V 3 31 V 47 30 V 4 29 V 3 29 V 2 28 V 4 28 V 3 27 V 50 26 V 3 26 V 3 26 V 3 25 V 4 25 V 2 25 V 3 24 V 47 24 V 4 23 V 3 24 V 3 22 V 3 23 V 3 22 V 3 22 V 4 22 V 49 22 V 3 21 V 4 21 V 3 21 V 3 21 V 3 20 V 3 20 V 3 20 V 3 20 V 53 20 V 4 19 V 3 19 V 3 19 V 3 19 V 3 19 V 3 18 V 3 19 V 3 18 V 3 18 V 54 18 V 2 18 V 4 18 V 3 17 V 3 18 V 3 17 V 3 17 V 3 17 V 4 17 V 3 17 V 3 17 V 41 16 V 3 17 V 2 16 V 4 16 V 3 17 V 3 16 V 3 15 V 3 16 V 3 16 V 4 16 V 3 15 V 3 16 V 37 15 V 4 15 V 2 16 V 3 15 V 4 15 V 3 15 V 3 15 V 3 14 V 3 15 V 3 15 V 4 14 V 3 15 V 3 14 V 41 14 V 2 15 V 3 14 V 4 14 V 3 14 V 3 14 V 3 14 V 3 14 V 3 14 V 4 13 V 3 14 V 2 13 V 4 14 V 3 13 V 44 14 V 3 13 V 3 13 V 3 14 V 3 13 V 3 13 V currentpoint stroke M 4 13 V 3 13 V 2 13 V 4 13 V 3 0 V 3 0 V 3 -1752 V 3 0 V 47 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 53 0 V 3 0 V 3 0 V 4 0 V 3 0 V 6545 1123 L 72 202 V 3 67 V 81 60 V 3 56 V 4 52 V 68 48 V 3 46 V 4 43 V 3 42 V 6 4 V 1.000 UL LT4 5721 3609 M [ [(Helvetica) 240.0 0.0 true true (Simulation \(Host 4\))] ] -80.0 MRshow 5865 3609 M 639 0 V 936 2333 M 12 0 V 31 25 V 4 0 V 3 0 V 56 -832 V 3 0 V 3 0 V 3 0 V 3 0 V 60 51 V 3 47 V 3 45 V 3 43 V 53 41 V 4 39 V 3 38 V 2 37 V 60 35 V 3 35 V 3 33 V 4 33 V 2 31 V 69 31 V 4 30 V 2 30 V 3 29 V 4 28 V 3 28 V 72 27 V 3 27 V 3 26 V 3 26 V 3 26 V 3 25 V 72 0 V 3 0 V 4 -841 V 2 0 V 3 0 V 4 0 V 3 0 V 81 51 V 3 47 V 3 45 V 4 43 V 71 41 V 4 39 V 2 38 V 3 37 V 75 35 V 4 35 V 3 33 V 3 33 V 3 31 V 75 31 V 3 30 V 3 30 V 4 29 V 3 28 V 2 28 V 82 27 V 3 27 V 3 26 V 3 26 V 3 0 V 4 0 V 80 -991 V 4 0 V 3 0 V 3 0 V 84 67 V 4 60 V 3 56 V 72 52 V 3 48 V 2 46 V 66 43 V 4 42 V 3 40 V 2 38 V 63 37 V 3 36 V 4 35 V 2 33 V 54 0 V 3 0 V 3 -633 V 3 0 V 3 0 V 59 67 V 4 60 V 3 56 V 65 52 V 3 48 V 4 46 V 59 43 V 3 42 V 3 40 V 3 38 V 53 37 V 3 36 V 3 0 V 4 0 V 56 -767 V 3 0 V 59 101 V 4 81 V 68 69 V 3 62 V 60 57 V 3 53 V 3 49 V 50 46 V 3 44 V 3 43 V 3 40 V 57 0 V 3 0 V 2 -645 V 4 0 V 66 101 V 3 81 V 72 69 V 2 62 V 73 57 V 2 53 V 3 49 V 66 46 V 3 44 V 3 43 V 3 40 V 66 39 V 3 37 V 3 36 V 3 35 V 4 34 V 68 33 V 3 32 V 4 32 V 3 31 V 3 29 V 3 30 V 66 29 V 3 28 V 3 27 V 3 0 V 3 0 V 3 -895 V 72 0 V 3 0 V 3 0 V 3 67 V 78 60 V 4 56 V 3 52 V 84 48 V 3 46 V 3 43 V 3 42 V 50 40 V 4 38 V 3 37 V 2 36 V 4 35 V 47 33 V 3 33 V 3 32 V 3 31 V 3 31 V 50 30 V 3 29 V 3 28 V 3 28 V 4 28 V 3 27 V 47 26 V 3 26 V 3 26 V 3 25 V 3 25 V 3 24 V 3 24 V 50 24 V 4 24 V 3 23 V 2 23 V 4 22 V 3 22 V 3 22 V 3 22 V 57 21 V 3 22 V 2 21 V 4 20 V 3 21 V 3 20 V 3 20 V 3 20 V 56 0 V 3 0 V 4 -1050 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 59 40 V 3 39 V 3 37 V 3 37 V 3 35 V 60 34 V 3 33 V 3 32 V 3 31 V 3 31 V 63 30 V 3 29 V 3 29 V 3 28 V 3 28 V 3 27 V 66 26 V 3 26 V 3 26 V 3 25 V 3 25 V 3 25 V 3 24 V 66 24 V 3 23 V 3 24 V 3 22 V 4 23 V 3 22 V 3 22 V 3 22 V 56 22 V 3 21 V 3 21 V 4 21 V 3 21 V 3 20 V 3 20 V 3 20 V 3 20 V 41 20 V 3 19 V 3 19 V 3 19 V 3 19 V 3 19 V 4 18 V 3 19 V 3 0 V 28 0 V 3 -1217 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 31 40 V 3 39 V 3 37 V 3 37 V 4 35 V 34 34 V 3 33 V 3 32 V 3 0 V 38 0 V 3 -690 V 3 0 V 3 0 V 41 67 V 3 60 V 3 56 V 41 52 V 3 48 V 3 46 V 41 43 V 3 42 V 3 40 V 6 38 V 25 37 V 3 36 V 3 35 V 3 33 V 10 33 V 22 32 V 2 31 V 4 31 V 3 30 V 3 29 V 9 28 V 19 28 V 3 28 V 3 27 V 3 26 V 4 26 V 3 26 V 12 25 V 16 25 V 3 24 V 3 24 V 3 24 V 3 24 V 4 23 V 3 23 V 15 22 V 19 22 V 3 22 V 3 22 V 4 21 V 2 22 V 3 21 V 4 20 V 15 21 V 4 20 V 21 20 V 3 20 V 4 20 V 3 20 V 3 19 V 3 19 V 3 19 V 16 19 V 3 19 V 3 18 V 22 19 V 3 18 V 3 18 V 3 18 V 3 18 V 3 17 V 4 18 V 9 17 V 3 18 V 3 17 V 22 17 V 3 17 V 3 16 V 4 17 V 2 17 V 3 16 V 4 16 V 3 17 V 9 16 V 3 16 V 4 16 V 12 16 V 3 15 V 3 16 V 3 15 V 3 16 V 4 15 V 3 15 V 3 16 V 3 15 V 12 15 V 3 15 V 4 14 V 12 15 V 3 15 V 4 15 V 3 14 V 2 0 V 4 0 V 3 -1602 V 3 0 V 3 0 V 16 0 V 3 0 V 3 0 V 16 0 V 3 0 V 3 0 V 3 0 V 3 33 V 19 33 V 19 32 V 3 31 V 3 30 V 3 30 V 3 29 V 19 28 V 22 28 V 3 28 V 3 27 V 3 26 V 3 26 V 3 25 V 13 26 V currentpoint stroke M 25 24 V 3 25 V 3 24 V 3 24 V 3 23 V 3 23 V 3 23 V 13 22 V 28 0 V 3 0 V 3 -1024 V 4 0 V 3 0 V 3 0 V 15 0 V 3 0 V 28 51 V 4 47 V 19 45 V 3 43 V 31 41 V 3 39 V 22 38 V 3 37 V 31 35 V 3 35 V 3 33 V 25 33 V 3 31 V 25 31 V 3 30 V 4 30 V 3 29 V 28 28 V 3 28 V 19 27 V 3 27 V 3 26 V 3 26 V 4 26 V 28 25 V 3 24 V 21 25 V 4 24 V 3 23 V 3 24 V 3 23 V 3 22 V 28 23 V 3 22 V 25 22 V 3 22 V 4 21 V 3 21 V 3 21 V 3 21 V 19 20 V 3 20 V 3 20 V 25 20 V 3 20 V 3 20 V 3 19 V 3 19 V 4 19 V 21 19 V 3 18 V 4 19 V 3 18 V 28 18 V 3 18 V 3 18 V 3 18 V 3 18 V 28 0 V 4 0 V 3 -1318 V 3 0 V 3 0 V 31 0 V 3 0 V 4 0 V 2 0 V 3 0 V 35 40 V 35 39 V 2 0 V 3 0 V 32 -577 V 1.000 UL LT5 5721 3369 M [ [(Helvetica) 240.0 0.0 true true (Simulation \(Host 5\))] ] -80.0 MRshow 5865 3369 M 639 0 V 936 1343 M 37 31 V 3 62 V 57 57 V 3 53 V 3 49 V 62 46 V 4 44 V 3 43 V 3 40 V 50 39 V 3 37 V 3 36 V 3 35 V 3 34 V 53 33 V 3 32 V 3 32 V 4 31 V 3 29 V 3 30 V 62 29 V 3 28 V 4 27 V 3 27 V 3 27 V 3 26 V 3 26 V 69 25 V 3 25 V 3 25 V 3 24 V 3 24 V 3 23 V 3 23 V 66 23 V 3 23 V 3 22 V 3 22 V 4 22 V 3 22 V 3 21 V 3 21 V 78 21 V 3 20 V 4 21 V 2 0 V 3 0 V 4 -1207 V 3 0 V 3 0 V 75 0 V 3 0 V 3 51 V 82 0 V 2 0 V 5246 1123 L 40 101 V 3 81 V 41 69 V 3 62 V 41 57 V 3 53 V 3 49 V 41 46 V 3 44 V 3 43 V 3 40 V 44 39 V 3 37 V 3 36 V 3 35 V 50 0 V 3 0 V 3 -792 V 3 0 V 54 101 V 3 81 V 56 69 V 3 62 V 50 57 V 3 53 V 3 49 V 50 46 V 3 44 V 4 43 V 3 40 V 40 39 V 4 37 V 2 36 V 3 35 V 4 34 V 37 33 V 3 0 V 3 0 V 4 -657 V 3 0 V 44 0 V 3 67 V 2 60 V 51 56 V 3 52 V 3 48 V 50 46 V 3 43 V 3 42 V 3 40 V 41 38 V 3 37 V 3 36 V 3 35 V 3 33 V 44 33 V 3 32 V 3 31 V 3 31 V 3 30 V 4 29 V 47 28 V 3 28 V 3 28 V 3 27 V 3 26 V 3 26 V 3 26 V 44 25 V 3 25 V 3 24 V 3 24 V 4 24 V 3 24 V 3 23 V 3 23 V 40 22 V 3 22 V 4 22 V 3 22 V 3 21 V 3 22 V 3 21 V 3 20 V 47 21 V 3 20 V 3 20 V 3 0 V 4 0 V 3 -1030 V 3 0 V 3 0 V 50 0 V 3 0 V 3 0 V 3 0 V 3 40 V 54 39 V 3 37 V 3 37 V 3 35 V 6 34 V 57 33 V 3 32 V 2 31 V 4 31 V 9 30 V 3 29 V 63 29 V 3 28 V 3 28 V 3 27 V 13 26 V 3 26 V 3 26 V 47 25 V 3 25 V 3 25 V 3 24 V 15 24 V 4 23 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica %%EndDocument @endspecial 57 4881 a @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 865 @rhi @setspecial %%BeginDocument: figure/comp-2-05-1-5-50-0_1-q.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 1 %%CreationDate: Wed Aug 15 14:18:02 2001 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke userlinewidth 2 mul setlinewidth } def /AL { stroke userlinewidth 2 div setlinewidth } def /UL { dup gnulinewidth mul /userlinewidth exch def 10 mul /udl exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 udl mul 2 udl mul] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 936 720 M 63 0 V 5793 0 R -63 0 V stroke 792 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 936 1123 M 63 0 V 5793 0 R -63 0 V stroke 792 1123 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 936 1526 M 63 0 V 5793 0 R -63 0 V stroke 792 1526 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 936 1930 M 63 0 V 5793 0 R -63 0 V stroke 792 1930 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 936 2333 M 63 0 V 5793 0 R -63 0 V stroke 792 2333 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 936 2736 M 63 0 V 5793 0 R -63 0 V stroke 792 2736 M [ [(Helvetica) 240.0 0.0 true true (25)] ] -80.0 MRshow 936 3139 M 63 0 V 5793 0 R -63 0 V stroke 792 3139 M [ [(Helvetica) 240.0 0.0 true true (30)] ] -80.0 MRshow 936 3542 M 63 0 V 5793 0 R -63 0 V stroke 792 3542 M [ [(Helvetica) 240.0 0.0 true true (35)] ] -80.0 MRshow 936 3946 M 63 0 V 5793 0 R -63 0 V stroke 792 3946 M [ [(Helvetica) 240.0 0.0 true true (40)] ] -80.0 MRshow 936 4349 M 63 0 V 5793 0 R -63 0 V stroke 792 4349 M [ [(Helvetica) 240.0 0.0 true true (45)] ] -80.0 MRshow 936 4752 M 63 0 V 5793 0 R -63 0 V stroke 792 4752 M [ [(Helvetica) 240.0 0.0 true true (50)] ] -80.0 MRshow 936 720 M 0 63 V 0 3969 R 0 -63 V stroke 936 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 2107 720 M 0 63 V 0 3969 R 0 -63 V stroke 2107 480 M [ [(Helvetica) 240.0 0.0 true true (10.2)] ] -80.0 MCshow 3278 720 M 0 63 V 0 3969 R 0 -63 V stroke 3278 480 M [ [(Helvetica) 240.0 0.0 true true (10.4)] ] -80.0 MCshow 4450 720 M 0 63 V 0 3969 R 0 -63 V stroke 4450 480 M [ [(Helvetica) 240.0 0.0 true true (10.6)] ] -80.0 MCshow 5621 720 M 0 63 V 0 3969 R 0 -63 V stroke 5621 480 M [ [(Helvetica) 240.0 0.0 true true (10.8)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (11)] ] -80.0 MCshow 1.000 UL LTb 936 720 M 5856 0 V 0 4032 V -5856 0 V 936 720 L stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Queue Length \(packet\))] ] -80.0 MCshow grestore 3864 120 M [ [(Helvetica) 240.0 0.0 true true (Time \(s\))] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5721 4569 M [ [(Helvetica) 240.0 0.0 true true (Analysis)] ] -80.0 MRshow 1010 1461 Pls 1116 1461 Pls 1222 1461 Pls 1328 1461 Pls 1434 1461 Pls 1540 1461 Pls 1646 1461 Pls 1752 1461 Pls 1858 1461 Pls 1964 1461 Pls 2070 1461 Pls 2176 1461 Pls 2282 1461 Pls 2387 1461 Pls 2493 1461 Pls 2599 1461 Pls 2705 1461 Pls 2811 1461 Pls 2917 1461 Pls 3023 1461 Pls 3129 1461 Pls 3235 1461 Pls 3341 1461 Pls 3447 1461 Pls 3553 1461 Pls 3659 1461 Pls 3765 1461 Pls 3871 1461 Pls 3977 1461 Pls 4083 1461 Pls 4189 1461 Pls 4295 1461 Pls 4401 1461 Pls 4507 1461 Pls 4613 1461 Pls 4719 1461 Pls 4825 1461 Pls 4931 1461 Pls 5037 1461 Pls 5143 1461 Pls 5249 1461 Pls 5355 1461 Pls 5461 1461 Pls 5567 1461 Pls 5673 1461 Pls 5779 1461 Pls 5885 1461 Pls 5991 1461 Pls 6097 1461 Pls 6203 1461 Pls 6309 1461 Pls 6415 1461 Pls 6521 1461 Pls 6627 1461 Pls 6733 1461 Pls 6184 4569 Pls 1.000 UL LT1 5721 4329 M [ [(Helvetica) 240.0 0.0 true true (Simulation)] ] -80.0 MRshow 5865 4329 M 639 0 V 936 2408 M 12 -236 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 9 -161 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 -81 V 3 0 V 3 0 V 13 -242 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 10 -161 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 6 -81 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 -81 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 2 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 2 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -81 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 10 -161 V 12 -242 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 -81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 10 -161 V 2 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 13 -242 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 -81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 6 -80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 -80 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 6 -80 V 6 -81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 10 -161 V 6 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 -81 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 9 -162 V 16 -322 V 3 0 V 4 0 V 2 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 -80 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 6 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V currentpoint stroke M 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 2 0 V 7 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 -81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 2 0 V 10 -161 V 9 -161 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 10 -161 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 13 -242 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -80 V 4 0 V 2 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 10 -162 V 6 -80 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 6 -80 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 2 0 V 7 -81 V 9 -161 V 3 0 V 3 0 V 4 0 V 3 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 9 -161 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 2 0 V 0 81 V 4 0 V 3 0 V 3 0 V 9 -161 V 16 -323 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -80 V 0 80 V 2 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 9 -161 V 3 0 V 3 0 V 4 0 V 0 80 V 2 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 10 -161 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 -81 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V currentpoint stroke M 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 9 -161 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 6 -80 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 2 -80 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 10 -161 V 6 -81 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -81 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 9 -161 V 10 -161 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 12 -242 V 4 0 V 3 -81 V 2 0 V 4 0 V 6 -80 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 9 -162 V 7 -80 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 -81 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 0 81 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 10 -161 V 9 -162 V 3 0 V 4 0 V 2 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -80 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 9 -161 V 3 0 V 4 0 V 3 0 V 2 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 12 -241 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 -81 V 2 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 9 -161 V 6 -81 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 -80 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 10 -161 V 3 0 V currentpoint stroke M 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -80 V 4 0 V 3 0 V 0 80 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 10 -161 V 15 -322 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 -80 V 4 0 V 0 80 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 2 0 V 4 0 V 3 0 V 6 -80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 7 -81 V 16 -322 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 -81 V 3 0 V 4 0 V 2 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 0 81 V 3 0 V 9 -162 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 -81 V 3 0 V 0 81 V 4 0 V 6 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 10 -162 V 6 -80 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 -81 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 6 -81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 9 -161 V 9 -161 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 -80 V 0 80 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 2 0 V 4 -81 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 10 -161 V 6 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 6 -80 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 -81 V 3 0 V 6 -80 V 13 -242 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 10 -162 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 -80 V 3 0 V 4 0 V 3 0 V 3 0 V currentpoint stroke M 0 80 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 9 -161 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 9 -161 V 10 -161 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 9 -161 V 3 0 V 0 80 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 -80 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 7 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 9 -161 V 10 -161 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 -81 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 9 -162 V 7 -80 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 0 81 V 3 0 V 6 -81 V 3 0 V 3 0 V 4 0 V 2 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 3 0 V 3 -80 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 6 -80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 2 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 9 -161 V 6 -81 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 2 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 2 0 V 4 0 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica %%EndDocument @endspecial 0 5044 a(Fig.) p 132 5044 a(12:) p 250 5044 a(Comparison) p 645 5044 a(b) r(et) n(w) n(een) p 920 5044 a(analytic) p 1191 5044 a(results) p 1417 5044 a(and) p 1557 5044 a(sim) n(ulation) p 1903 5044 a(re-) 250 5124 y(sults) p 414 5124 a(\() p Fe(B) p Fx 517 5124 a(=) p 592 5124 a(2) p 649 5124 a([pac) n(k) n(et/ms],) p Fe 1050 5124 a(\034) p Fx 1109 5124 a(=) p 1183 5124 a(1) p 1241 5124 a([ms],) p Fe 1408 5124 a(N) p Fx 1491 5124 a(=) p 1565 5124 a(5,) p Fe 1643 5124 a(min) p Fd 1772 5136 a(th) p Fx 1856 5124 a(=) p 1930 5124 a(5,) p Fe 250 5204 a(max) p Fd 389 5216 a(th) p Fx 473 5204 a(=) p 548 5204 a(50\).) p Fn 165 5451 a(W) p 243 5451 a(e) p 320 5451 a(next) p 518 5451 a(sho) n(w) p 735 5451 a(sim) n(ulation) p 1150 5451 a(results) p 1425 5451 a(to) p 1538 5451 a(v) p 1577 5451 a(alidate) p 1861 5451 a(our) 0 5549 y(stabilit) n(y) p 331 5549 a(analysis.) p 697 5549 a(Figures) p 999 5549 a(13) p 1117 5549 a(and) p 1285 5549 a(14) p 1403 5549 a(sho) n(w) p 1616 5549 a(ev) n(olutions) 0 5646 y(of) p 114 5646 a(the) p 275 5646 a(curren) n(t) p 583 5646 a(queue) p 840 5646 a(length) p 1112 5646 a(and) p 1293 5646 a(the) p 1455 5646 a(a) n(v) n(erage) p 1771 5646 a(queue) 0 5744 y(length) p 252 5744 a(obtained) p 592 5744 a(from) p 788 5744 a(sim) n(ulation) p 1190 5744 a(for) p Fj 1316 5744 a(N) p Fn 1415 5744 a(=) p 1503 5744 a(1.) p 1604 5744 a(W) p 1682 5744 a(e) p 1745 5744 a(c) n(ho) r(ose) 0 5841 y(t) n(w) n(o) p 174 5841 a(sets) p 354 5841 a(of) p Fj 466 5841 a(min) p Fi 618 5853 a(th) p Fn 730 5841 a(and) p Fj 909 5841 a(max) p Fi 1073 5853 a(th) p Fn 1186 5841 a(from) p 1400 5841 a(Fig.) p 1587 5841 a(5;) p 1705 5841 a(that) p 1902 5841 a(is,) p Fj 2170 378 a(min) p Fi 2322 390 a(th) p Fn 2420 378 a(=) p 2514 378 a(5) p 2588 378 a(and) p Fj 2753 378 a(max) p Fi 2917 390 a(th) p Fn 3016 378 a(=) p 3111 378 a(15) p 3226 378 a(as) p 3332 378 a(a) p 3405 378 a(stable) p 3650 378 a(case) p 3830 378 a(\(Fig.) p 4036 378 a(13\)) 2170 476 y(and) p Fj 2336 476 a(min) p Fi 2488 488 a(th) p Fn 2587 476 a(=) p 2682 476 a(10) p 2798 476 a(and) p Fj 2964 476 a(max) p Fi 3128 488 a(th) p Fn 3228 476 a(=) p 3323 476 a(15) p 3439 476 a(as) p 3546 476 a(an) p 3666 476 a(unstable) p 4003 476 a(case) 2170 573 y(\(Fig.) p 2384 573 a(14\).) p 2596 573 a(F) p 2643 573 a(or) p 2757 573 a(other) p 2986 573 a(con) n(trol) p 3278 573 a(parameters,) p 3746 573 a(w) n(e) p 3880 573 a(use) p 4036 573 a(the) 2170 671 y(same) p 2387 671 a(v) p 2426 671 a(alues) p 2643 671 a(used) p 2842 671 a(in) p 2948 671 a(Fig.) p 3127 671 a(5.) p 3255 671 a(Comparing) p 3693 671 a(these) p 3915 671 a(\014gures) 2170 768 y(sho) n(ws) p 2410 768 a(that) p 2591 768 a(the) p 2736 768 a(curren) n(t) p 3026 768 a(queue) p 3265 768 a(length) p 3520 768 a(of) p 3616 768 a(the) p 3761 768 a(RED) p 3971 768 a(gate-) 2170 866 y(w) n(a) n(y) p 2340 866 a(oscillates) p 2692 866 a(excessiv) n(ely) p 3110 866 a(in) p 3208 866 a(the) p 3352 866 a(unstable) p 3686 866 a(case.) p 3898 866 a(In) p 4003 866 a(par-) 2170 963 y(ticular,) p 2478 963 a(the) p 2638 963 a(curren) n(t) p 2944 963 a(queue) p 3199 963 a(length) p 3470 963 a(sometimes) p 3890 963 a(reac) n(hes) 2170 1060 y(zero,) p 2371 1060 a(indicating) p 2760 1060 a(less) p 2915 1060 a(e\013ectiv) n(e) p 3237 1060 a(throughput) p 3677 1060 a(than) p 3872 1060 a(the) p 4017 1060 a(sta-) 2170 1158 y(ble) p 2304 1158 a(case.) 2227 2152 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 998 @rhi @setspecial %%BeginDocument: figure/sim-2-01-1-5-15-0_1-q.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 1 %%CreationDate: Wed Aug 15 14:19:48 2001 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke userlinewidth 2 mul setlinewidth } def /AL { stroke userlinewidth 2 div setlinewidth } def /UL { dup gnulinewidth mul /userlinewidth exch def 10 mul /udl exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 udl mul 2 udl mul] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 936 720 M 63 0 V 5793 0 R -63 0 V stroke 792 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 936 1728 M 63 0 V 5793 0 R -63 0 V stroke 792 1728 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 936 2736 M 63 0 V 5793 0 R -63 0 V stroke 792 2736 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 936 3744 M 63 0 V 5793 0 R -63 0 V stroke 792 3744 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 936 4752 M 63 0 V 5793 0 R -63 0 V stroke 792 4752 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 936 720 M 0 63 V 0 3969 R 0 -63 V stroke 936 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2107 720 M 0 63 V 0 3969 R 0 -63 V stroke 2107 480 M [ [(Helvetica) 240.0 0.0 true true (0.5)] ] -80.0 MCshow 3278 720 M 0 63 V 0 3969 R 0 -63 V stroke 3278 480 M [ [(Helvetica) 240.0 0.0 true true (1)] ] -80.0 MCshow 4450 720 M 0 63 V 0 3969 R 0 -63 V stroke 4450 480 M [ [(Helvetica) 240.0 0.0 true true (1.5)] ] -80.0 MCshow 5621 720 M 0 63 V 0 3969 R 0 -63 V stroke 5621 480 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (2.5)] ] -80.0 MCshow 1.000 UL LTb 936 720 M 5856 0 V 0 4032 V -5856 0 V 936 720 L stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Queue Length \(packet\))] ] -80.0 MCshow grestore 3864 120 M [ [(Helvetica) 240.0 0.0 true true (Time \(s\))] ] -80.0 MCshow 1.000 UL LT0 5721 4569 M [ [(Helvetica) 240.0 0.0 true true (Queue Length)] ] -80.0 MRshow 5865 4569 M 639 0 V 936 720 M 4 0 V 3 0 V 2 0 V 0 202 V 2 0 V 0 201 V 1 0 V 0 202 V 1 0 V 0 201 V 2 0 V 0 202 V 1 0 V 0 202 V 1 0 V 0 201 V 1 0 V 0 202 V 2 0 V 0 201 V 1 0 V 0 202 V 1 0 V 0 202 V 1 0 V 0 201 V 2 0 V 0 202 V 1 0 V 0 201 V 1 0 V 0 202 V 1 0 V 0 202 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -404 V 1330 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 0 201 V 0 202 V 4 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V currentpoint stroke M 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 3 -403 V 5 -605 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -201 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 6 -806 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -202 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -404 V 4 -403 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -202 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 5 -605 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V currentpoint stroke M 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -201 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 7 -806 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 4 -403 V 5 -605 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 3 -403 V 7 -807 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -201 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 6 -806 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V currentpoint stroke M 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -202 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 5 -605 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 5 -605 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -202 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -202 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V currentpoint stroke M 1 0 V 4 -403 V 6 -806 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 5 -605 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 7 -807 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 -202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 3 -404 V 8 -1008 V 1 0 V 1 0 V 2 0 V 1 0 V 2 -201 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 7 -807 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V currentpoint stroke M 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 4 -403 V 6 -806 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 4 -403 V 5 -605 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 3 -403 V 5 -605 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 4 -404 V 8 -1008 V 1 0 V 1 0 V 1 0 V 2 0 V 2 -201 V 0 201 V currentpoint stroke M 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 -201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 4 -403 V 6 -806 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 4 -403 V 6 -807 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 7 -807 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V currentpoint stroke M 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 7 -806 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 4 -403 V 5 -605 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 5 -605 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 4 -403 V 5 -605 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -202 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -404 V 8 -1008 V 1 0 V 1 0 V 1 0 V 2 0 V 2 -201 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V currentpoint stroke M 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 6 -806 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 3 -403 V 5 -605 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -404 V 8 -1008 V 1 0 V 1 0 V 1 0 V 2 0 V 2 -201 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -201 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 6 -806 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -202 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V currentpoint stroke M 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -201 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 7 -806 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -202 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 5 -605 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 6 -807 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 5 -605 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V currentpoint stroke M 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 7 -806 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -201 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 5 -605 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -202 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 5 -605 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 6 -806 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V currentpoint stroke M 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -202 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 5 -605 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 6 -806 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -202 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -404 V 7 -1008 V 1 0 V 2 0 V 1 0 V 1 0 V 3 -201 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 6 -807 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1.000 UL LT1 5721 4329 M [ [(Helvetica) 240.0 0.0 true true (Average Queue Length)] ] -80.0 MRshow 5865 4329 M 639 0 V 936 720 M 4 0 V 3 0 V 2 0 V 2 1 V 0 1 V 1 0 V 0 2 V 1 1 V 0 1 V 2 2 V 0 2 V 1 2 V 0 2 V 1 3 V 0 3 V 1 2 V 0 4 V 2 3 V 0 3 V 1 4 V 0 4 V 1 4 V 0 4 V 1 4 V 0 5 V 2 5 V 0 5 V 1 5 V 0 6 V 1 5 V 0 6 V 1 6 V 0 6 V 2 6 V 0 7 V 1 7 V 1 6 V 1 7 V 2 6 V 1 7 V 1 7 V 1 6 V 2 7 V 1 6 V 1 7 V 1 6 V 2 7 V 1 6 V 1 7 V 1 6 V 2 6 V 1 7 V 1 6 V 1 7 V 2 6 V 1 6 V 1 7 V 1 6 V 2 6 V 1 7 V 1 6 V 1 6 V 2 7 V 1 6 V 1 6 V 1 6 V 2 7 V 1 6 V 1 6 V 1 6 V 2 6 V 1 7 V 1 6 V 1 6 V 2 6 V 1 6 V 1 6 V 1 6 V 2 6 V 1 6 V 1 7 V 1 6 V 2 6 V 1 6 V 1 6 V 1 6 V 2 6 V 1 6 V 1 6 V 1 5 V 2 6 V 1 6 V 1 6 V 1 6 V 2 6 V 1 6 V 1 6 V 1 6 V 2 5 V 1 6 V 1 6 V 1 6 V 2 6 V 1 6 V 1 5 V 1 6 V 2 6 V 1 6 V 1 5 V 1 6 V 2 6 V 1 5 V 1 6 V 1 6 V 2 5 V 1 6 V 1 6 V 1 5 V 2 6 V 1 5 V 1 6 V 1 6 V 2 5 V 1 6 V 1 5 V 1 6 V 2 5 V 1 6 V 1 5 V 1 6 V 2 5 V 1 6 V 1 5 V 1 6 V 2 5 V 1 6 V 1 5 V 1 5 V 2 6 V 1 5 V 1 6 V 1 5 V 2 5 V 1 6 V 1 5 V 1 5 V 2 6 V 1 5 V 1 5 V 1 5 V 2 6 V 1 5 V 1 5 V 1 5 V 2 6 V 1 5 V 1 5 V 1 5 V 2 5 V 1 6 V 1 5 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 6 V 1 5 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 5 V 1 4 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 5 V 1 4 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 4 V 1 5 V 1 5 V 1 5 V 2 4 V 1 5 V 1 5 V 1 5 V 2 4 V 1 5 V 1 5 V 1 4 V 2 5 V 1 5 V 1 4 V 1 5 V 2 5 V 1 4 V 1 5 V 1 4 V 2 5 V 1 5 V 1 4 V 1 5 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 4 V 1 5 V 1 4 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 4 V 1 5 V 1 4 V 2 4 V 1 4 V 1 5 V 1 4 V 2 4 V 1 5 V 1 4 V 1 4 V 2 4 V 1 5 V 1 4 V 1 4 V 1 4 V 2 4 V 1 5 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 5 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 5 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 3 V 1 4 V 1 3 V 2 4 V 1 4 V 1 3 V 1 4 V 2 3 V 1 4 V 1 3 V 1 4 V 2 3 V 1 4 V 1 3 V 1 4 V 2 3 V 1 4 V 1 3 V 1 4 V 4 2 V 21 -12 V 0 -3 V 0 -2 V 0 -2 V 0 -2 V 0 -1 V 0 -1 V 0 -1 V 4 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 0 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 0 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 4 0 V 6 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 0 -1 V 2 -1 V currentpoint stroke M 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 3 0 V 5 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 0 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 0 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 0 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 4 0 V 6 -1 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 0 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 0 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 0 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 4 -1 V 4 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 0 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 3 0 V 5 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 0 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 1 V 2 2 V 1 1 V 4 0 V 6 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V currentpoint stroke M 1 0 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 0 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 3 0 V 7 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 0 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 0 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 1 V 1 2 V 4 0 V 6 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 0 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 1 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 4 0 V 5 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 0 1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 0 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 0 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 1 V 2 2 V 3 0 V 7 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 1 0 V 2 1 V 0 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 0 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 0 V 4 1 V 6 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 0 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V currentpoint stroke M 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 0 V 0 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 3 -1 V 5 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 0 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 -1 V 0 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 3 -1 V 5 -2 V 2 -1 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 0 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 0 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 0 V 0 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 4 0 V 6 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 0 V 0 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 0 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 1 V 2 1 V 1 2 V 1 1 V 4 1 V 6 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 0 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 0 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 4 0 V 6 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V currentpoint stroke M 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 4 -1 V 5 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 0 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 0 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 3 1 V 7 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 0 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 0 1 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 0 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 0 2 V 3 1 V 8 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 2 -2 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 0 -1 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 0 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 3 0 V 7 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 0 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V currentpoint stroke M 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 4 0 V 6 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 0 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 1 V 1 0 V 1 1 V 4 -1 V 5 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 0 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 1 V 1 1 V 4 1 V 6 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 0 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 3 -1 V 5 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 0 1 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 0 2 V 2 2 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 0 2 V 1 2 V 4 1 V 8 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 2 -2 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V currentpoint stroke M 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 1 V 0 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 1 V 4 1 V 6 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 0 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 0 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 4 0 V 6 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 0 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 0 1 V 2 0 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 0 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 0 2 V 1 1 V 4 0 V 6 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 0 1 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 0 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 0 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 1 V 2 2 V 3 0 V 7 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 -1 V 0 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 0 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 2 0 V 3 0 V 7 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 0 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V currentpoint stroke M 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 1 V 4 -1 V 5 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 0 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 -1 V 0 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 0 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 4 -1 V 5 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 0 1 V 2 1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 0 1 V 1 0 V 4 0 V 5 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 0 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 0 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 0 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 1 V 1 1 V 0 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V 1 2 V 1 1 V 1 2 V 4 1 V 8 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 2 -1 V 0 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 0 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 0 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 4 0 V 6 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 0 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V currentpoint stroke M 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 1 V 1 1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 0 1 V 3 -1 V 5 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 0 2 V 2 1 V 1 2 V 1 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 0 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 1 V 4 1 V 8 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 2 -1 V 0 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 0 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 4 0 V 6 -1 V 1 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 0 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 0 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 0 V 0 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 0 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 4 0 V 6 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 0 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 0 V 2 0 V 1 1 V 0 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 3 0 V currentpoint stroke M 7 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 0 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 0 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 4 0 V 5 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 0 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 0 2 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 0 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 4 0 V 6 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 0 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 4 0 V 5 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 0 -1 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 0 V 3 1 V 7 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 0 -2 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V currentpoint stroke M 1 1 V 0 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 0 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 1 V 4 1 V 6 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 -1 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 0 V 5 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 0 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 3 -1 V 5 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 0 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 2 1 V 1 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 4 0 V 6 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 0 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 0 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 0 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 4 -1 V 5 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 0 1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 4 1 V 6 -2 V 2 -1 V 1 -2 V 1 -1 V currentpoint stroke M 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 0 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 0 2 V 2 1 V 1 2 V 1 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 2 V 1 1 V 1 1 V 0 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 4 1 V 7 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -1 V 3 -1 V 0 -2 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 0 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 0 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 2 V 4 0 V 6 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica %%EndDocument @endspecial Fx 2170 2315 a(Fig.) p 2302 2315 a(13:) p 2420 2315 a(Sim) n(ulation) p 2779 2315 a(result) p 2980 2315 a(for) p 3093 2315 a(stable) p 3301 2315 a(case) p 3455 2315 a(\() p Fe(min) p Fd 3611 2327 a(th) p Fx 3703 2315 a(=) p 3785 2315 a(5,) p Fe 3869 2315 a(max) p Fd 4008 2327 a(th) p Fx 4100 2315 a(=) 2420 2395 y(15\).) 2227 3569 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2241 @rwi 998 @rhi @setspecial %%BeginDocument: figure/sim-2-01-1-10-15-0_1-q.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 1 %%CreationDate: Wed Aug 15 14:19:41 2001 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke userlinewidth 2 mul setlinewidth } def /AL { stroke userlinewidth 2 div setlinewidth } def /UL { dup gnulinewidth mul /userlinewidth exch def 10 mul /udl exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 udl mul 2 udl mul] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 936 720 M 63 0 V 5793 0 R -63 0 V stroke 792 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 936 1728 M 63 0 V 5793 0 R -63 0 V stroke 792 1728 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 936 2736 M 63 0 V 5793 0 R -63 0 V stroke 792 2736 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 936 3744 M 63 0 V 5793 0 R -63 0 V stroke 792 3744 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 936 4752 M 63 0 V 5793 0 R -63 0 V stroke 792 4752 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 936 720 M 0 63 V 0 3969 R 0 -63 V stroke 936 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2107 720 M 0 63 V 0 3969 R 0 -63 V stroke 2107 480 M [ [(Helvetica) 240.0 0.0 true true (0.5)] ] -80.0 MCshow 3278 720 M 0 63 V 0 3969 R 0 -63 V stroke 3278 480 M [ [(Helvetica) 240.0 0.0 true true (1)] ] -80.0 MCshow 4450 720 M 0 63 V 0 3969 R 0 -63 V stroke 4450 480 M [ [(Helvetica) 240.0 0.0 true true (1.5)] ] -80.0 MCshow 5621 720 M 0 63 V 0 3969 R 0 -63 V stroke 5621 480 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (2.5)] ] -80.0 MCshow 1.000 UL LTb 936 720 M 5856 0 V 0 4032 V -5856 0 V 936 720 L stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Queue Length \(packet\))] ] -80.0 MCshow grestore 3864 120 M [ [(Helvetica) 240.0 0.0 true true (Time \(s\))] ] -80.0 MCshow 1.000 UL LT0 5721 4569 M [ [(Helvetica) 240.0 0.0 true true (Queue Length)] ] -80.0 MRshow 5865 4569 M 639 0 V 936 720 M 4 0 V 3 0 V 2 0 V 0 202 V 2 0 V 0 201 V 1 0 V 0 202 V 1 0 V 0 201 V 2 0 V 0 202 V 1 0 V 0 202 V 1 0 V 0 201 V 1 0 V 0 202 V 2 0 V 0 201 V 1 0 V 0 202 V 1 0 V 0 202 V 1 0 V 0 201 V 2 0 V 0 202 V 1 0 V 0 201 V 1 0 V 0 202 V 1 0 V 0 202 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V currentpoint stroke M 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -404 V 1655 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 0 201 V 0 202 V 4 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -404 V 7 -1008 V 2 0 V 1 0 V 1 0 V 1 0 V 3 -201 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V currentpoint stroke M 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 8 -1209 V 2 0 V 8 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 9 -1209 V 1 0 V 9 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 9 -1209 V 1 0 V 9 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V currentpoint stroke M 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 8 -1209 V 2 0 V 8 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -202 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 10 -1411 V 2741 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 2 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 9 -1209 V 1 0 V 9 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V currentpoint stroke M 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 9 -1209 V 1 0 V 9 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 4 -403 V 9 -1209 V 1 0 V 9 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V currentpoint stroke M 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -202 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 10 -1411 V 3499 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 3 -201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 9 -1209 V 1 0 V 9 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 8 -1209 V 2 0 V 8 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V currentpoint stroke M 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 4 -403 V 10 -1411 V 4084 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 2 -201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 4 -403 V 10 -1411 V 4286 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 2 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V currentpoint stroke M 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 4 -403 V 10 -1411 V 4486 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 2 -201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 9 -1209 V 1 0 V 9 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 4 -403 V 9 -1210 V 1 0 V 1 0 V 7 -806 V 0 201 V 0 202 V 0 201 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 2 0 V currentpoint stroke M 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 10 -1411 V 5054 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 3 -201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 10 -1411 V 5264 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 2 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -202 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 8 -1210 V 2 0 V currentpoint stroke M 1 0 V 6 -806 V 0 201 V 0 202 V 0 201 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 10 -1411 V 5653 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 2 201 V 2 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 4 -403 V 10 -1411 V 5861 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 2 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V currentpoint stroke M 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 9 -1209 V 1 0 V 9 -1210 V 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 3 -403 V 10 -1411 V 6250 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 2 201 V 2 -201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 -202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V currentpoint stroke M 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 4 -403 V 10 -1411 V 6450 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 3 -201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 201 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 202 V 2 0 V 1 0 V 1 -202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 0 202 V 1 0 V 4 -403 V 10 -1411 V 6650 720 L 0 202 V 0 201 V 0 202 V 0 201 V 0 202 V 0 202 V 1 201 V 2 -201 V 2 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 0 201 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 0 202 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 201 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 0 202 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 4 -403 V 1 -150 V 1.000 UL LT1 5721 4329 M [ [(Helvetica) 240.0 0.0 true true (Average Queue Length)] ] -80.0 MRshow 5865 4329 M 639 0 V 936 720 M 4 0 V 3 0 V 2 0 V 2 1 V 0 1 V 1 0 V 0 2 V 1 1 V 0 1 V 2 2 V 0 2 V 1 2 V 0 2 V 1 3 V 0 3 V 1 2 V 0 4 V 2 3 V 0 3 V 1 4 V 0 4 V 1 4 V 0 4 V 1 4 V 0 5 V 2 5 V 0 5 V 1 5 V 0 6 V 1 5 V 0 6 V 1 6 V 0 6 V 2 6 V 0 7 V 1 7 V 1 6 V 1 7 V 2 6 V 1 7 V 1 7 V 1 6 V 2 7 V 1 6 V 1 7 V 1 6 V 2 7 V 1 6 V 1 7 V 1 6 V 2 6 V 1 7 V 1 6 V 1 7 V 2 6 V 1 6 V 1 7 V 1 6 V 2 6 V 1 7 V 1 6 V 1 6 V 2 7 V 1 6 V 1 6 V 1 6 V 2 7 V 1 6 V 1 6 V 1 6 V 2 6 V 1 7 V 1 6 V 1 6 V 2 6 V 1 6 V 1 6 V 1 6 V 2 6 V 1 6 V 1 7 V 1 6 V 2 6 V 1 6 V 1 6 V 1 6 V 2 6 V 1 6 V 1 6 V 1 5 V 2 6 V 1 6 V 1 6 V 1 6 V 2 6 V 1 6 V 1 6 V 1 6 V 2 5 V 1 6 V 1 6 V 1 6 V 2 6 V 1 6 V 1 5 V 1 6 V 2 6 V 1 6 V 1 5 V 1 6 V 2 6 V 1 5 V 1 6 V 1 6 V 2 5 V 1 6 V 1 6 V 1 5 V 2 6 V 1 5 V 1 6 V 1 6 V 2 5 V 1 6 V 1 5 V 1 6 V 2 5 V 1 6 V 1 5 V 1 6 V 2 5 V 1 6 V 1 5 V 1 6 V 2 5 V 1 6 V 1 5 V 1 5 V 2 6 V 1 5 V 1 6 V 1 5 V 2 5 V 1 6 V 1 5 V 1 5 V 2 6 V 1 5 V 1 5 V 1 5 V 2 6 V 1 5 V 1 5 V 1 5 V 2 6 V 1 5 V 1 5 V 1 5 V 2 5 V 1 6 V 1 5 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 6 V 1 5 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 5 V 1 4 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 5 V 1 5 V 1 4 V 1 5 V 2 5 V 1 5 V 1 5 V 1 5 V 2 4 V 1 5 V 1 5 V 1 5 V 2 4 V 1 5 V 1 5 V 1 5 V 2 4 V 1 5 V 1 5 V 1 4 V 2 5 V 1 5 V 1 4 V 1 5 V 2 5 V 1 4 V 1 5 V 1 4 V 2 5 V 1 5 V 1 4 V 1 5 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 4 V 1 5 V 1 4 V 2 4 V 1 5 V 1 4 V 1 5 V 2 4 V 1 4 V 1 5 V 1 4 V 2 4 V 1 4 V 1 5 V 1 4 V 2 4 V 1 5 V 1 4 V 1 4 V 2 4 V 1 5 V 1 4 V 1 4 V 1 4 V 2 4 V 1 5 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 5 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 5 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 3 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 4 V 1 4 V 1 4 V 2 4 V 1 4 V 1 3 V 1 4 V 2 4 V 1 4 V 1 4 V 1 4 V 2 3 V 1 4 V 1 4 V 1 4 V 2 4 V 1 3 V 1 4 V 1 4 V 2 4 V 1 3 V 1 4 V 1 4 V 2 4 V 1 3 V 1 4 V 1 4 V 2 3 V 1 4 V 1 4 V 1 3 V 2 4 V 1 4 V 1 3 V 1 4 V 2 4 V 1 3 V 1 4 V 1 3 V 2 4 V 1 4 V 1 3 V 1 4 V 2 3 V 1 4 V 1 4 V 1 3 V 2 4 V 1 3 V 1 4 V 1 3 V 2 4 V 1 3 V 1 4 V 1 3 V 2 4 V 1 3 V 1 4 V 1 3 V 2 4 V 1 3 V 1 4 V 1 3 V 2 3 V 1 4 V 1 3 V 1 4 V 2 3 V 1 4 V 1 3 V 1 3 V 2 4 V 1 3 V 1 3 V 1 4 V 2 3 V 1 4 V 1 3 V 1 3 V 2 4 V 1 3 V 1 3 V 1 3 V 2 4 V 1 3 V 1 3 V 1 4 V 2 3 V 1 3 V 1 3 V 1 4 V 2 3 V 1 3 V 1 3 V 1 4 V 2 3 V 1 3 V currentpoint stroke M 1 3 V 1 4 V 2 3 V 1 3 V 1 3 V 1 3 V 2 3 V 1 4 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 3 V 2 4 V 1 3 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 4 V 2 3 V 1 3 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 3 V 2 3 V 1 2 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 3 V 2 2 V 1 3 V 1 3 V 1 3 V 2 3 V 1 3 V 1 3 V 1 2 V 2 3 V 1 3 V 1 3 V 1 3 V 2 3 V 1 2 V 1 3 V 1 3 V 2 3 V 1 3 V 1 2 V 1 3 V 2 3 V 1 3 V 1 2 V 1 3 V 2 3 V 1 3 V 1 2 V 1 3 V 2 3 V 1 3 V 1 2 V 1 3 V 2 3 V 1 2 V 1 3 V 1 3 V 2 2 V 1 3 V 1 3 V 1 2 V 2 3 V 1 3 V 1 2 V 1 3 V 2 3 V 1 2 V 1 3 V 1 3 V 2 2 V 1 3 V 1 2 V 1 3 V 2 3 V 1 2 V 1 3 V 1 2 V 2 3 V 1 3 V 1 2 V 1 3 V 2 2 V 1 3 V 1 2 V 1 3 V 2 2 V 1 3 V 1 2 V 1 3 V 2 2 V 1 3 V 1 2 V 1 3 V 2 2 V 1 3 V 1 2 V 1 3 V 2 2 V 1 3 V 1 2 V 1 3 V 2 2 V 1 3 V 1 2 V 1 3 V 2 2 V 1 2 V 1 3 V 1 2 V 2 3 V 1 2 V 1 3 V 1 2 V 2 2 V 1 3 V 1 2 V 1 2 V 2 3 V 1 2 V 1 2 V 1 2 V 2 2 V 1 2 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 2 V 1 2 V 1 2 V 1 2 V 2 2 V 1 2 V 1 2 V 1 2 V 4 1 V 21 -18 V 0 -5 V 0 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 0 -2 V 0 -1 V 4 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -2 V 0 -1 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 4 -1 V 7 -3 V 2 -3 V 1 -2 V 1 -3 V 1 -3 V 3 -3 V 0 -3 V 1 -2 V 1 -3 V 2 -3 V 1 -2 V 1 -3 V 1 -3 V 2 -3 V 0 -2 V 1 -2 V 1 -2 V 1 -3 V 2 -2 V 1 -2 V 1 -2 V 1 -3 V 2 -2 V 0 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 1 -2 V 0 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 0 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 0 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 0 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V currentpoint stroke M 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 0 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 4 1 V 8 -2 V 2 -2 V 8 -4 V 0 -4 V 0 -3 V 0 -4 V 0 -2 V 0 -2 V 0 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 0 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 0 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 4 0 V 9 -1 V 1 -2 V 9 -5 V 0 -3 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 0 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 0 1 V 2 0 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 3 1 V 9 -2 V 1 -2 V 9 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -2 V 0 -2 V 0 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -1 V 0 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V currentpoint stroke M 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 0 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 4 1 V 8 -2 V 2 -2 V 8 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 2 -2 V 0 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 0 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 2 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 2 V 0 1 V 1 2 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V 1 2 V 1 1 V 0 2 V 1 1 V 2 2 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V 1 2 V 1 1 V 4 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 2 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 0 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 0 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 4 1 V 9 -2 V 1 -2 V 9 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 1 -2 V 0 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V currentpoint stroke M 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 0 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 0 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 0 2 V 1 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 3 1 V 9 -2 V 1 -2 V 9 -4 V 0 -4 V 0 -3 V 0 -4 V 0 -2 V 0 -2 V 0 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -1 V 0 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 0 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 0 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 1 V 2 1 V 1 2 V 1 1 V 4 1 V 9 -2 V 1 -2 V 9 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 0 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 0 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 0 2 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V currentpoint stroke M 1 2 V 1 1 V 1 2 V 2 2 V 1 2 V 1 1 V 1 2 V 0 2 V 2 1 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 1 V 1 2 V 4 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -2 V 0 -3 V 0 -2 V 1 -1 V 3 -2 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 0 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 0 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 2 V 1 0 V 2 1 V 1 1 V 1 1 V 1 1 V 0 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 4 1 V 9 -2 V 1 -2 V 9 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 0 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 0 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 0 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 4 1 V 8 -2 V 2 -2 V 8 -5 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 0 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 0 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 0 1 V 1 0 V 1 0 V currentpoint stroke M 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 0 1 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 0 1 V 1 2 V 2 2 V 1 1 V 4 1 V 10 -2 V 10 -8 V 0 -5 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 2 -1 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 0 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 0 2 V 1 2 V 1 2 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 0 2 V 2 2 V 1 1 V 1 2 V 4 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -2 V 0 -3 V 0 -2 V 1 -1 V 2 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -2 V 0 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 0 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 0 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 0 2 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V currentpoint stroke M 1 1 V 1 2 V 2 1 V 0 2 V 1 1 V 4 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 2 -2 V 1 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 0 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 0 V 1 1 V 1 1 V 2 1 V 1 1 V 0 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 3 1 V 9 -2 V 1 -2 V 9 -5 V 0 -3 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 0 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 0 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 0 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 0 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 4 0 V 9 -2 V 1 -2 V 1 -3 V 7 -3 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -3 V 1 -2 V 1 -2 V 2 -2 V 0 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 1 -2 V 0 -1 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 2 0 V 0 1 V 1 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V currentpoint stroke M 2 1 V 1 1 V 1 1 V 1 1 V 0 2 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 0 2 V 1 2 V 1 1 V 1 2 V 2 2 V 1 2 V 1 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 0 1 V 2 2 V 1 2 V 1 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 2 V 2 1 V 1 2 V 1 2 V 4 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 3 -1 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 0 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 0 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 0 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 2 1 V 1 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 1 1 V 2 2 V 0 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 0 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 0 2 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V 1 1 V 4 1 V 10 -2 V 10 -8 V 0 -5 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 2 -1 V 2 -2 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -1 V 0 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 0 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 0 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 0 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 4 0 V 8 -2 V 2 -2 V 1 -3 V 6 -3 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -3 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 0 -2 V 1 -2 V 2 -2 V 1 -1 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 0 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 -1 V currentpoint stroke M 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 0 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 2 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 0 2 V 2 2 V 1 2 V 1 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 2 V 0 1 V 1 2 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V 3 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -2 V 0 -3 V 0 -1 V 2 -2 V 2 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 0 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 0 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 0 V 0 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 0 2 V 1 2 V 1 2 V 1 1 V 2 2 V 1 2 V 1 2 V 1 1 V 2 2 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 0 2 V 1 2 V 2 1 V 1 2 V 1 2 V 1 2 V 2 1 V 1 2 V 4 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -1 V 2 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 1 -2 V 0 -2 V 1 -1 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 -1 V 0 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 0 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V currentpoint stroke M 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 4 1 V 9 -2 V 1 -2 V 9 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -2 V 0 -3 V 0 -1 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -1 V 2 -2 V 1 -2 V 0 -1 V 1 -2 V 1 -1 V 2 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 0 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 0 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 0 V 1 0 V 1 0 V 1 1 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 0 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 0 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 2 V 0 1 V 1 2 V 1 2 V 2 2 V 1 1 V 1 2 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 0 1 V 2 2 V 1 2 V 1 1 V 1 2 V 2 2 V 3 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 2 -1 V 2 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -1 V 1 -2 V 2 -2 V 0 -2 V 1 -1 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 0 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 0 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 1 0 V 2 1 V 1 0 V 1 0 V 0 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 0 V 2 1 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 0 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 0 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 0 2 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 0 2 V 1 1 V 4 1 V 10 -2 V 10 -8 V 0 -5 V 0 -4 V 0 -3 V 0 -3 V 0 -3 V 0 -2 V 0 -2 V 1 -2 V 3 -1 V 1 -2 V 1 -2 V 1 -2 V 2 -2 V 1 -2 V 1 -2 V 1 -1 V 0 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -1 V 2 -2 V 1 -1 V 0 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V currentpoint stroke M 1 -1 V 0 -1 V 1 0 V 1 -1 V 2 0 V 1 -1 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 1 0 V 2 0 V 1 0 V 1 0 V 1 0 V 2 -1 V 1 0 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 0 V 1 0 V 2 0 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 0 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 0 2 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 1 1 V 1 1 V 0 2 V 2 2 V 1 2 V 1 1 V 1 1 V 2 2 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 1 V 1 2 V 2 1 V 1 1 V 1 2 V 1 1 V 2 1 V 1 2 V 0 1 V 1 2 V 4 1 V 10 -2 V 10 -9 V 0 -4 V 0 -4 V 0 -4 V 0 -3 V 0 -2 V 0 -3 V 0 -2 V 1 -1 V 2 -2 V 2 -2 V 1 -2 V 1 -2 V 2 -1 V 1 -2 V 1 -2 V 1 -2 V 0 -1 V 1 -2 V 2 -1 V 1 -2 V 1 -1 V 1 -2 V 2 -1 V 1 -1 V 1 -2 V 1 -1 V 2 -2 V 0 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 -1 V 1 -1 V 2 -1 V 1 -1 V 1 0 V 1 -1 V 2 -1 V 1 0 V 1 -1 V 1 0 V 2 -1 V 1 0 V 1 -1 V 1 -1 V 2 0 V 1 -1 V 1 0 V 1 0 V 2 0 V 1 0 V 1 0 V 1 -1 V 2 0 V 1 0 V 1 0 V 1 0 V 2 0 V 1 0 V 1 -1 V 0 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 1 0 V 1 1 V 1 0 V 2 0 V 0 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 1 1 V 1 0 V 1 1 V 2 1 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 1 1 V 2 0 V 1 1 V 1 1 V 1 0 V 2 1 V 1 0 V 1 1 V 1 1 V 2 0 V 0 1 V 1 1 V 1 1 V 1 1 V 2 1 V 1 1 V 1 1 V 4 0 V 1 0 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica %%EndDocument @endspecial 2170 3732 a(Fig.) p 2302 3732 a(14:) p 2420 3732 a(Sim) n(ulation) p 2803 3732 a(result) p 3029 3732 a(for) p 3165 3732 a(unstable) p 3476 3732 a(case) p 3654 3732 a(\() p Fe(min) p Fd 3810 3744 a(th) p Fx 3943 3732 a(=) p 4065 3732 a(10,) p Fe 2420 3811 a(max) p Fd 2559 3823 a(th) p Fx 2643 3811 a(=) p 2718 3811 a(15\).) p Ft 2170 4185 a(6.) p 2340 4185 a(Conclusion) p 2828 4185 a(and) p 3013 4185 a(F) p 3065 4185 a(uture) p 3323 4185 a(W) p 3414 4185 a(orks) p Fn 2170 4380 a(In) p 2268 4380 a(this) p 2425 4380 a(pap) r(er,) p 2677 4380 a(w) n(e) p 2794 4380 a(ha) n(v) n(e) p 2980 4380 a(analyzed) p 3318 4380 a(the) p 3455 4380 a(steady) p 3711 4380 a(state) p 3909 4380 a(b) r(eha) n(v-) 2170 4477 y(ior) p 2297 4477 a(of) p 2394 4477 a(the) p 2539 4477 a(RED) p 2750 4477 a(gatew) n(a) n(y) p 3073 4477 a(when) p 3292 4477 a(incoming) p 3650 4477 a(tra\016c) p 3892 4477 a(is) p 3978 4477 a(\015o) n(w-) 2170 4574 y(con) n(trolled) p 2546 4574 a(b) n(y) p 2653 4574 a(the) p 2787 4574 a(congestion) p 3184 4574 a(con) n(trol) p 3455 4574 a(mec) n(hanism) p 3873 4574 a(of) p 3959 4574 a(TCP) p 4129 4574 a(.) 2170 4672 y(W) p 2248 4672 a(e) p 2319 4672 a(ha) n(v) n(e) p 2516 4672 a(deriv) n(ed) p 2812 4672 a(equilibrium) p 3258 4672 a(v) p 3297 4672 a(alues) p 3511 4672 a(of) p 3611 4672 a(TCP's) p 3877 4672 a(windo) n(w) 2170 4769 y(size) p 2324 4769 a(and) p 2481 4769 a(the) p 2620 4769 a(bu\013er) p 2854 4769 a(o) r(ccupancy) p 3256 4769 a(of) p 3347 4769 a(the) p 3486 4769 a(RED) p 3691 4769 a(gatew) n(a) n(y) p 3979 4769 a(.) p 4036 4769 a(W) p 4114 4769 a(e) 2170 4867 y(ha) n(v) n(e) p 2364 4867 a(also) p 2532 4867 a(deriv) n(ed) p 2825 4867 a(the) p 2970 4867 a(stabilit) n(y) p 3296 4867 a(condition) p 3662 4867 a(and) p 3826 4867 a(the) p 3971 4867 a(tran-) 2170 4964 y(sien) n(t) p 2374 4964 a(p) r(erformance) p 2856 4964 a(index) p 3087 4964 a(for) p 3221 4964 a(the) p 3371 4964 a(net) n(w) n(ork.) p 3740 4964 a(Sev) n(eral) p 4033 4964 a(n) n(u-) 2170 5062 y(merical) p 2457 5062 a(examples) p 2811 5062 a(and) p 2968 5062 a(sim) n(ulation) p 3368 5062 a(results) p 3628 5062 a(ha) n(v) n(e) p 3816 5062 a(b) r(een) p 4008 5062 a(pre-) 2170 5159 y(sen) n(ted) p 2429 5159 a(to) p 2533 5159 a(clearly) p 2800 5159 a(understand) p 3237 5159 a(relations) p 3577 5159 a(b) r(et) n(w) n(een) p 3899 5159 a(con) n(trol) 2170 5256 y(parameters) p 2605 5256 a(of) p 2705 5256 a(the) p 2854 5256 a(RED) p 3068 5256 a(gatew) n(a) n(y) p 3394 5256 a(and) p 3561 5256 a(the) p 3709 5256 a(steady) p 3975 5256 a(state) 2170 5354 y(b) r(eha) n(vior.) p 2562 5354 a(Of) p 2687 5354 a(all) p 2809 5354 a(our) p 2964 5354 a(\014ndings,) p 3305 5354 a(most) p 3515 5354 a(imp) r(ortan) n(t) p 3915 5354 a(results) 2170 5451 y(w) n(ere:) p 2411 5451 a(\(1\)) p Fj 2553 5451 a(max) p Fi 2717 5463 a(p) p Fn 2792 5451 a(\(maxim) n(um) p 3220 5451 a(pac) n(k) n(et) p 3489 5451 a(marking) p 3823 5451 a(probabil-) 2170 5549 y(it) n(y\)) p 2324 5549 a(mostly) p 2592 5549 a(a\013ects) p 2846 5549 a(the) p 2987 5549 a(RED's) p 3249 5549 a(bu\013er) p 3484 5549 a(o) r(ccupancy) p 3856 5549 a(,) p 3904 5549 a(\(2\)) p 4036 5549 a(the) 2170 5646 y(net) n(w) n(ork) p 2495 5646 a(b) r(ecomes) p 2834 5646 a(more) p 3050 5646 a(stable) p 3299 5646 a(as) p 3409 5646 a(the) p 3561 5646 a(n) n(um) n(b) r(er) p 3872 5646 a(of) p 3975 5646 a(TCP) 2170 5744 y(connections) p 2616 5744 a(or) p 2715 5744 a(the) p 2856 5744 a(bandwidth{dela) n(y) p 3499 5744 a(pro) r(duct) p 3809 5744 a(increases,) 2170 5841 y(and) p 2327 5841 a(\(3\)) p Fj 2457 5841 a(min) p Fi 2609 5853 a(th) p Fn 2700 5841 a(\(minim) n(um) p 3099 5841 a(threshold\)) p 3492 5841 a(is) p 3571 5841 a(a) p 3636 5841 a(k) n(ey) p 3782 5841 a(parameter) p 90 rotate dyy eop %%Page: 9 9 9 8 bop Fy 0 71 a(OHSAKI) p 283 71 a(and) p 412 71 a(MURA) p 613 71 a(T) p 655 71 a(A:) p 744 71 a(STEAD) n(Y) p 1042 71 a(ST) p 1121 71 a(A) p 1165 71 a(TE) p 1278 71 a(ANAL) p 1461 71 a(YSIS) p 1630 71 a(OF) p 1746 71 a(THE) p 1909 71 a(RED) p 2075 71 a(GA) p 2170 71 a(TEW) p 2322 71 a(A) p 2366 71 a(Y) p Fx 4116 142 a(9) p Fn 0 378 a(for) p 137 378 a(optimizing) p 557 378 a(the) p 709 378 a(transien) n(t) p 1068 378 a(p) r(erformance.) p 1605 378 a(W) p 1683 378 a(e) p 1757 378 a(\014nally) 0 476 y(ha) n(v) n(e) p 199 476 a(discussed) p 568 476 a(a) p 644 476 a(metho) r(d) p 954 476 a(for) p 1089 476 a(parameter) p 1493 476 a(tuning) p 1764 476 a(of) p 1866 476 a(the) 0 573 y(RED) p 221 573 a(gatew) n(a) n(y) p 509 573 a(.) p 603 573 a(The) p 786 573 a(outline) p 1075 573 a(of) p 1181 573 a(the) p 1337 573 a(parameter) p 1746 573 a(tuning) 0 671 y(metho) r(d) p 303 671 a(w) n(as:) p 496 671 a(\(1\)) p 630 671 a(estimate) p 963 671 a(the) p 1106 671 a(n) n(um) n(b) r(er) p 1409 671 a(of) p 1504 671 a(TCP) p 1709 671 a(connec-) 0 768 y(tions,) p 225 768 a(\(2\)) p 357 768 a(estimate) p 688 768 a(the) p 829 768 a(a) n(v) n(erage) p 1126 768 a(propagation) p 1585 768 a(dela) n(y) p 1801 768 a(of) p 1893 768 a(all) 0 866 y(TCP) p 203 866 a(connections,) p 673 866 a(\(3\)) p 806 866 a(set) p Fj 934 866 a(max) p Fi 1098 878 a(th) p Fn 1193 866 a(\(maxim) n(um) p 1611 866 a(threshold\)) 0 963 y(to) p 104 963 a(the) p 250 963 a(bu\013er) p 490 963 a(size,) p 674 963 a(and) p 838 963 a(\(4\)) p 974 963 a(determine) p Fj 1365 963 a(max) p Fi 1529 975 a(p) p Fn 1598 963 a(and) p Fj 1762 963 a(min) p Fi 1914 975 a(th) p Fn 0 1060 a(using) p 216 1060 a(our) p 363 1060 a(analytic) p 678 1060 a(results) p 942 1060 a(to) p 1042 1060 a(optimize) p 1378 1060 a(the) p 1520 1060 a(transien) n(t) p 1868 1060 a(b) r(e-) 0 1158 y(ha) n(vior.) 165 1255 y(As) p 285 1255 a(a) p 351 1255 a(future) p 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n(v) n(ed) p 2501 5493 a(to) p 2588 5493 a(the) p 2710 5493 a(Cyb) r(ermedia) p 3106 5493 a(Cen) n(ter,) p 3356 5493 a(Osak) l(a) p 3567 5493 a(Univ) n(ersit) n(y) p 3907 5493 a(in) p 3990 5493 a(2000.) 2170 5575 y(His) p 2287 5575 a(researc) n(h) p 2554 5575 a(in) n(terests) p 2829 5575 a(include) p 3066 5575 a(computer) p 3373 5575 a(comm) n(unication) p 3859 5575 a(net) n(w) n(orks,) 2170 5658 y(p) r(erformance) p 2572 5658 a(mo) r(deling) p 2874 5658 a(and) p 3010 5658 a(queueing) p 3304 5658 a(systems.) p 3593 5658 a(He) p 3699 5658 a(is) p 3768 5658 a(a) p 3825 5658 a(mem) n(b) r(er) p 4094 5658 a(of) 2170 5741 y(the) p 2292 5741 a(IEEE) p 2484 5741 a(and) p 2622 5741 a(A) n(CM.) p 90 rotate dyy eop %%Trailer end userdict /end-hook known{end-hook}if %%EOF