2022届福建省龙岩市高三第三次教学质量检测数学试题（解析版）

《2022届福建省龙岩市高三第三次教学质量检测数学试题（解析版）》由会员上传分享，免费在线阅读，更多相关内容在教育资源-天天文库。

2022
ḕ()ᦟᦪ⚪ஹᓫ⌱⚪1.ᔠA={x|2-4>0},B={x|lgx-l<0},ᑣAAB=(A.(2,e)B.(e,10)C.(2,10)D.(0,10)ூᫀ௃Cூᑖ᪆௃᪷ᢣᦪᦪஹᦪᦪḄឋᔠAஹB,᪷Ḅ!"#$;ூ&'௃'(ᵫ24>0,ᓽ2*>4=22,ᡠ,x>2,ᡠ,A=-ើ-4>o}={x|xு2}0ᵫlgx-l<0,ᓽIgxcl,'$0ᓽ#$?@.ூ&'௃'(♦•(l—i)z=—2+B-22i3-2-2i(-2-2i)(li)++="-1-i-1-i—(l-i)(l+i)-'ᦑ⌱(D.3.C62=-"1),b=-gঢᑣGHᔲḄᜳKL()Aᑍn71ᔆ2Oc5%A.B.-C.--D.—6336ூᫀ௃Aூᑖ᪆௃ᵫᔣQᜳKGR!"ᓽ#.ூ&'௃v5=(-^,i),S=(_(,T],

1WHSḄᜳKL2Oᦑ⌱(A4.56XᱥZC(y2=4xḄᯖ\L]^ZL/,ALC`Ḅ\aAb/ḄᚖZᚖ4LB,deᨴ=2ᖾhijA.30°B.45°C.60°D.90°ூᫀ௃Dூᑖ᪆௃ᐜᵫeὡ=20$/F&W=45,?ᔠXᱥZᓽ#ᫀ.ூ&'௃᝞no/Hxpq\rᑣᵫXᱥZ#6|FM|=2,seq=20,ᦑNFBM=45”,NFBA=45°,sᵫXᱥZHB\=\AF\,ᦑZBFA=45",ᑣNBAF=90.5.tᐭ4ᨴv,ᩭLxyz`{ᢙ}~AᙢᱥḄ9Gᔣ`{9〈ᢙ~ᱥ.56Aᙢ`{500km,oAᙢᒴᑮ`{G▲L60km/h~110km/h.56B9ᡂi,ᐗLᓫjᵫ#ᑖᑖᡂ#ᑖH¡vkm/hḄ¢£ᡂ¤¥¥r¦ᦪLᑖL஺ᐗ.dᓃ=+a=104,Lxªᐰ¬9ᡂᨬ®¡v¯LijA.80km/hB.90km/hC.100km/hD.110km/hூᫀ௃Cூᑖ᪆௃o9ᡂLyᐗ°⚪±#$²:´஺"+1v”•¶ᑭᵨ¸ᦪᦪḄ\200vᓫ¹ឋᓽ#$ᑮᦪḄ᩽B>\»$';

2ூ&'௃'(o9ᡂLyᐗ°⚪±#$y=½o4+À/)•¶=4Á+¶Â,I20()Jv2vᑣ/_,5000000_5v3-5000000_5(v3_106)_5(v-102)(v2+102v+104)sஹy-DU9-s—5—5VVVVᡠ,Ðv=l()2y'=0,Ð60஺<100y'0,ᓽᦪᙠ(60,100)`ᓫ¹⌴×ᙠ(100,110)`ᓫ¹⌴Øᡠ,Ðv=l(X)Ú$᩽B>ᓽᨬB>ᡠ,v=100km/hᐰ¬9ᡂᨬ®0ᦑ⌱(C6.ᦪ/(᜜=/-ᷨ+9ḄáâãäḄå\ᙳᜧq1Ḅâᐙᑖãé⌕ᩩ8ë()A./??G(2,6)B./«e(6,8)C./we(6,10)D.we(6,+oo)ூᫀ௃Bூᑖ᪆௃᪷⚪±ᑡᦪḄáâãäḄå\ᙳᜧq1ḄãôR$6<஻?<1(),t»?ᔠ⌱⚗ᑨùᓽ#.ூ&'௃'(úLᦪx(û=9-ü+9ḄáâãäḄå\ᙳᜧq1,஻1)>஺—mᡠ,<--—>1,'$60ᡠ,⌱⚗AëᦪḄáâãäḄå\ᙳᜧq1Ḅýãᐙᑖþãé⌕ᩩ80⌱⚗Bëᦪ/(x)=x2-+9ḄḄᙳᜧ1Ḅᐙᑖ⌕ᩩ;⌱⚗Cᦪ/(x)=f-஻a+9ḄḄᙳᜧ1Ḅᐙ⌕ᩩ&⌱⚗Dᦪf(x)=x2-஻ir+9ḄḄᙳᜧ1Ḅ⌕ᐙᑖᩩ.ᦑ⌱,B.7./0ᦪ஻x)=esintyxcoss+cos?>0,xe7?)ᙠ=0,>ᑁᨵABᨵCᩩDEFGᑣ஺ḄJKM()A,OB.C)C.ᶢD(W0763ூSᫀ௃Bூᑖ᪆௃ᐜᑭᵨ\]^_`abcde`abᓄgᦪh᪆bGᑭᵨ⚪jᡠlḄmnoḄMpq᦮s`ḄMG᪷u\^ᦪḄឋwxy⚪jᩩGqᑮ

32…|ὃ~Gpq.ூh௃/(x)=73sin69%coscox+cos*2cox——=sin2cox+—cos2cox=sin2cox+—v7222(6X£[0,>,2d)X4---G[—,2(0714----],666ᦪ/(x)ᙠ[o,>ᑁᨵABᨵCᩩDEFGᑣᨵg€[~G4),622hq0€C)G63ᦑ⌱,B.8.0|x|

4¨ஹ⌱⚪9./0´µᦪᑡ·4¹Ḅº”⚗cS“Gaµq,ᑣ½ᑡ¾⚪\¿ḄÀÁA.£q=1,4=2,ᑣ⎃=63B.q>l,ᑣᦪᑡ·4¹ᓫÄ⌴ÆᦪᑡC.£4>0,4>0,a=lg”“GᑣᦪᑡɹaÊ᝶4Ḅ´ÊᦪᑡD.£4>0,q>0,AÀ4+40Á2=Ì6+12GᑣÍ+%ḄᨬÏK4ூSᫀ௃ACூᑖ᪆௃A,ᑭᵨ´µᦪᑡº஻⚗cabᓽÐÑ&B,᪷uᦪᓫÄឋᓽᑨÓ&C,᪷u´ÊᦪᑡÔÕᓽᑨÓ&D,ᑭᵨÖ×´bᓽᑨÓ.ூh௃DA,56=ᓃ4=26-1=63,ᦑA\¿&61-2DB,•.•஻“=%•/,ᦑ·Ú¹ḄᓫÄឋᵫqc4ᐳÝÔG4>1ÞᑨÓᦪᑡ⌴ÆᦪᑡG᝞à<0,âᦪᑡ⌴ãᦪᑡGᦑB┯å,DC,•••b-b„=lga„-lga„=ᵯèé=lg<7êᦪGᦪᑡɹaÊ1g<7Ḅ´Êll+itlᦪᑡGᦑC\¿&DD,£q>0,q>0,ᑣa“>0,aa=a,a,56l0,Àq+ë0Á2=454+12,•••À4+«10Á2=஺&+12>G+12GᓽÀ4+/஺G47°$+12,ᓽÀq+4À,Á2<16,ᓽ஺<%+î,,4,ᓽq=4o,q+4஺ḄᨬᜧK4,ᦑD┯å.ᦑ⌱,AC.10./0ïðy=x+6ñᙊó2+V=16õAஹBGAឤ+/=|ø-ùÀᐸjOᙶ᪗ÁGᑣþᦪÿḄ
A.-4B.-26C.2&D.4ூᫀ௃AD

5ூᑖ᪆௃᪷B+ὡ-qᐭ,"#ᑖ᪆ᙊ%oᑮ'(y=x+஻Ḅ*+d=20.ூ,-௃ᙊV+V=16Ḅᙊ%00,0#./r=401+3=5-6ᑣᓭ_LOBOᑮ'(y=x+bḄ*+d=":;I.=2V2,ᑣᓃ=±4ᦑ⌱?AD.11.@A☢CDEFGHIC#JKLᨬᨵOPḄICQ᪀#ᐸᡠᨵ☢UVᵫXY@AZ[᪀ᡂᔜ☢Uᐰ_Ḅ@AZ[#`ab⚔dᡠeḄ☢ᦪUX᪵#ᔜhi☢ᡠᡂḄj☢kUh_.lmnᙠpqᢈstu#⌕wnxyXbz{@|☢CḄ᳝~ᑗᑴᡂ᝞HᡠḄL2Ḅ@|☢CP-ABC஺-஺ᐸm”ᑖL᳘#PB,8cḄmd,ᑣA.APC஺L☢'(B.☢mB_L☢PCOC.EஹR”Ḅ☢@|☢CᡠḄ☢L@Z[D.@|☢C᜜eᳫḄ⊤☢L8ூᫀ௃CDூᑖ᪆௃⌱⚗A,᪷HḄᐳ☢⌱⚗┯¡;⌱⚗B,w¢b☢Ḅj☢k£¤j☢k¥90¦ᓽQ¨;⌱⚗C,᪷m©(ªᳮ£¤h_ᐵ#ᓽ£¤☢L@Z[;⌱⚗D,᪷᜜eᳫḄ'/#¯ᐭ°±S=4R?ᓽ.ூ,-௃A⌱⚗#ᵫA☢CḄEឋ³#A,B,C,஺´dᐳ☢#µ¶LPA=AQ=QC=CP,QᔠPQ=AC,ᡠ´Z[B4C஺@[#

6ᡠ⌱⚗A┯¡;B⌱⚗#¸A8mdLN,C஺mdLM,ᑣZNPML☢PAB¼☢PCDḄj☢k#NP=¾-¿=5MP=ᱥ-Â=ᢈNM=2ᡠNÃ+஻ÃHN”#ᡠ☢8¼☢PC஺Ḅj☢k¥L'k#ᡠ⌱⚗B┯¡;⌱⚗C,¸QC,CD,D4ḄmdᑖLJ,K,3ÇÈÉeE,F,H,J,K,L,E,᪷m©(ªᳮËÌᑮEF=FH=HJ=JK=KL=LE,ᡠEஹFஹ”Ḅ☢@|☢CᡠḄ☢L@Z[#ᦑ⌱⚗C@Î;⌱⚗D,᪷⚪Ð#᜜eᳫḄ'/LÑÒ=2I#ᡠ᜜eᳫḄ./L⊈#⊤☢S=4TR2=8#ᦑ⌱⚗@Î.ᦑ⌱?CD.12.Õ³ÖᦪḄª×ØLR,ÚÛ“x+2)=?/(x),áx«0,2äå#஻x)=J.æᑡ⌱⚗@ÎḄ()A.஻x)W2e,ᑣêḄᨬë
L-1B.f(x)W2e,ᑣêḄ
¥íᙠC./(x)᩽ë
W2e,ᑣ஻ï—3D=0å#Öᦪy=/(x)ᡠᨵ᩽ë
ò¼ᜧ2eூᫀ௃BCூᑖ᪆௃᪷ôÖᦪÖᦪᙠ(0,1äu⌴ö#ᙠ(1,2äu⌴÷#ᑣᙠ(0,2äᑁḄ᩽ë
(ᨬë
)L.f(l)=e,`úᨬᜧ
#û஻x+2)=gf(x)³#஻x)ᙠᓄþ+2äᑁḄ᩽ë
L/ᓄ+1)=2-"(Ꮤᦪ),ᑭᵨ
ᦪᑡᑖ᪆᩽Ḅ.ூ௃xe(O,2஻"=ᑣf(x)=a&'$/'('>0ᑣl

7,ᦪ/-X.ᙠ-0,1
0⌴2ᙠ1,2
0⌴3ᑣ“X.ᙠ-0,2
ᑁḄ᩽-ᨬ.6஻l=e,7x—0A89:B9:,•V-A-+2=l/x,ᑣ,ᦪfxᙠḄ;+1
0⌴2,ᙠ+1,;+2
0⌴3-%6Ꮤᦪ.“X.ᙠ?ᓅ+2
ᑁḄ᩽6“;+1.=22-k6Ꮤᦪ.᝞C⊤:᩽F-3-113511᩽4e2ec—e—e24G/-“.᩽W2e,ᑣHIJ3,C9:GH=0,ᑣ,ᦪ=/-%.ᙠ0,”.ᑁḄ᩽6Le,i,Me…eOP᩽QR᪀ᡂ
ᦪᑡ{9},ᐸV஻⚗S,=2-1-5X஻.ᵨS“=2-l-5X2eHPe+-!-e+-e+...<2e,D89:24ᦑ⌱LBC.ஹ\]⚪13._`a6┦ccos^y-aj=1,ᑣcosa=.ூdᫀ௃—3ூᑖ᪆௃᪷hijklcos
-a=sina,msina=M,nᑭᵨpcḄc,ᦪqrᐵtlmcosaᓽv.ூ௃w6cos5-a=sina,ᡠysina=L3ᡠycosa-±71-sin2a=±{&3}w6a6┦c,

8ᡠycosa=---3ᦑdᫀ6L—.314.ᨵ593RᙠJ(᜜08mᨵ)O83ᑣmḄ3ាᨵ1RḄᭆ᳛6.ூdᫀ௃2oூᑖ᪆௃¡mḄ3RḄᦪ6X,3ា£ᨵJRḄᭆ᳛6P(X=1)¥¦ᓽv.ூ௃¡mḄ3RḄᦪ6X,3ា£ᨵJRḄᭆ᳛6p(x=l=C4lC2=¨15''CM28ᦑdᫀ6Lª.15.«`¬yᐵ¯xḄ°±²³6y=e"A°s,G¶·¸¹ºᯠ¶ᦪvy¼Inyx¿ឋÁᐵᨵJÂᦪh᝞C⊤ᡠÃx=5⚜Åy6.X1234yee3e4e6ூdᫀ௃Te7-5eÊᑖ᪆¶y=e˸¹¶ᦪÌlny=fer-0.5$z=Inyᑣz=bx—0.5,ᑭᵨ¶ÐaFᙠ,ᦪÑÒ0ᓽÌᑖ=.6,ÓÔ:Õ᪆l,m⚜Å.ʶy=e஻A°5¸¹¶ᦪÌlny="-0.5$z=Inyᑣz=J0.51+3+4+6.---------=3.54ÖᐭØ=Ù-0.5Ì3.5=஺2.5-0.5ᦑ5=1.6ᦑz=1.6x-0.5,y=e-X=5ஹy-96x5-05_e5

9ᦑdᫀ6:Te16.Gxlnx-2mr(x-l)+e*T-xN஺¶Vx21ឤᡂâᑣãᦪḄåூdᫀ௃[-«>]ூᑖ᪆௃Q⚪évÌlnx-2m(x-l)+^----120¶Vx2lឤᡂâ$/(x)=lnx-2m(x-l)+^-l,xe[l,+a>),ᑭᵨjᦪìí,ᦪḄᓫïឋᨬᓽvmðᦪḄåMூ௃Lw6xlnx-2"ir(x-l)+ei-xN0¶VxNlឤᡂâᓽlnx-2w(x-l)+-----120¶\/%21ឤᡂâX-1ô/(X)=lnx-2m(x-l)+----1,xe,ᡠyõ(Hö÷+-1ø),$8('J2ἔ+ú!LJ1),$/7(x)=e'T-x,xe[l,+),ᑣ/(x)=e'T-1,ᡠyx>l஻(x)>0,ᡠy'(x)ᙠ[1,K)0ᓫï⌴3ᡠy/?(x)Z/zপ=0,ᓽei^x,xe[l,+8),ᑣg(x)=e*'(xJ2x+2)r2X(-—2X+2)-X=x-x+1>°Jx3x3X2ᡠ/'(x)ᙠ[i,”)#$%&ᦪᡠ(প*(প=+2,-1-2.2(),ᓽ,401“X)ᙠ[1,3)#$%&ᦪᡠ஻6±஻1)=07ᔠ⚪:;-1/'(1)<0,=-Xf91r(x)f”ᡠ@«1,+8),BCr(%)=0,ᓽ-xe(l,%)1r(x)<0,“X)ᓫF⌴HI1஻x)<஻l)=0,ᡠJ7ᔠ⚪:K#LCᓽme(Y0,gᦑPᫀRS,TஹVP⚪

1017.WABCḄᑁZ4,8ஹCḄ[\ᑖ^Ra,b,c,^cos2C-cos2A=sin2B-sinBsinC.(1)_4Ḅᜧa0(2)ba=3,,cᙠdᑡfgᩩij⌱l3gmRnoᩩi⊡ᐙᙠrs#_cḄt.(vS᝞x⌱lygᩩiᑖ^VPᑣᢥ{3gVP|ᑖ)@sinB=2sinC0ঝ6=4sinA0(3)S=~A4BCூPᫀ௃(1)A=஺(2)V᪆.ூᑖ᪆௃(1)ᵫnoCl-sirC-Q-sin?AXsi/B-sinBsinC,ᑭᵨᳮᑭᵨᳮ|ᓽLCx0(2)b⌱lᩩiজSᵫsin3=2sinCCb=2c,ᑭᵨᳮ|ᓽLb⌱lᩩiঝSᵫ(1)LC6=26,ᔠᳮ|LCx.b⌱lᩩiঞSᵫ=L_C,=9,ᑭᵨᳮ|LC஺+c=6,VCc=h=3.ூV௃পᵫnoC1-sin?C-(l-sin2A)=sin28-sinBsinC,ᦑᵫᳮC"/3"=■,ᵫᳮCCOSA=b:2bc2R0

1118.no¢£ᦪᑡ¤q¦Ḅ§஻⚗©R4+%=18,S=48.6(1)_¤4¦Ḅ«⚗¬0(2)®4=¯ᦪᑡ¤2¦Ḅ§஻⚗©R1,°±S-”23,“wZ14700µa„.ூPᫀ௃(1)%=2஻+10(2)°±V᪆.ூᑖ᪆௃(1)᪷¸⚪jᩩiᑡᐵº»©dḄ½VL©¾᪷¸¢£ᦪᑡ«⚗¬ᓽL_%;(2)ᑖ¿ᨵᳮᓄᡭÃ⚗ÄÅᓽL_Æ,-஻N3,1°±270-ȵ0ᓽL.2q+6d=184=3ூV௃(1)ᵫ⚪Lo,,VCÊ=2஻+16q+l5d=48d=2_2_2_J2.+3-S2>-1ফ“7^7+7^7>2"+3+2஻-12T„=ÍÎ⌲31Ð+Îᶭ"Ð+ÎÒ-ÓÐ+.••+Îj2஻+l-j2஻-3Ð+Îj2஻+33J2஻-170=0[j2w+l+j2஻+3-l-6],஻23,"eZ,21-=>/2஻+3—1—>/3>2—>/3>0,4Ö>a„.19.᝞×noTØ┵S-ABCQ,Þ☢T\àABC஺RáâT\àNBCD=45஺BC=2,AB=0.bäGᙠØ4஺#æç8GLAO,äEᙠØS3#æçCE_LS8,ë☢SBCJ_Þ☢ABCD.প_°SCELá☢S8G0(2)bSCJLÞ☢ABCZ)=CE=CO,_ì☢ZS-G8-CḄt.ூPᫀ௃(1)°±V᪆

12ফ¥ூᑖ᪆௃(1)ᵫG8_LAT),LCG8_LBC,ᵫë☢SBC,Þ☢ABCD,ᵫG8_L☢SBC,L°CCEJ_G8,°Cx.(2)8RîäBC,BGᡠᙠïsRx,yðñò᝞óôïZᙶ᪗÷®5(2,0,a),BE=k஺<%<1),ᵫø•ù=0,CE=CD=&,«úᙶ᪗û_C஺ü,_Cá☢SBGḄ3gýᔣÿ
☢A8CCḄᔣᙠᑭᵨᦪᓽ.ூ௃(1)!"-"GDHBC,GBVAD,.-.GBA.BC.#☢58஺%☢488.#☢SBCI%☢ABa)=3C,G8u%☢ABC஺:.GB±☢SBC,,"CEu☢SBC,:.CELGB.-.CE1SB!SBcGB=B,CE_L☢SBG.(2))⚪+"B#$,BC,8Gᡠᙠ-./01᝞3ᡠ4Ḅ56-7ᙶ᪗:ᑣG(0,1,0),C(2,0,0),E>(1,1,0),S(2,0,a).<==kBS(0ᑣEQgak)BE=(2k,0,ak),CE=(2k-2.0.?),ᵫ=•C=0,2%(2Z-2)+/42=o,ᵫCE=CD=J^4(k-l)2+a"2=2"kᔁa=2<☢SBGḄDEᔣ=(x,y,z),BG=(0,1,0),BS=(2,0,2),ᵫFGH’"JI"—.஻=(1,஺D)NCS1■☢ABC஺ᙠ=(0,0,2)P☢48COḄᔣQ☢SBGR☢G8Cᡠᡂ7"ᡠTG☢7S-GB-CḄUVWX.2

1320.YZ[\]ᐳ_`aᡂb\cdePcdaᡂb\f
Ꮙhciaᡂb\ᔠᩗl.᪷noᑴqḄrsZtuvaᡂb\cdᱯxyDzaᡂb\cd{|}~ஹ}~ᑣP"\DD}~Z\ᑖ⌱⚪⚪ᦪᔠ3⚪ᑣE“{ᵬtᡂDᵬஹt⍝⚪Ḅᭆ᳛ᑖ4'6.21D1='=HᑣᙠD}~Z¡¢“''Ḅᭆ᳛Hফ¥6¦~§¨©᝞ᵬtᙠªz}~«¬Z¢“”Ḅzᦪ6z®¯°⌕²y³}~.ூᫀ௃µ¶ফ11ூᑖ᪆௃1$᪷n¢“''Ḅ᪗¸ᑖ¹º»¼ᵬஹ¯⚪Ḅ¹ºᨬ¾ᭆ᳛H2$᪷n1$Ḅ¿ᑡᭆ᳛⊤Âᯠ¾ÄÅᦪḄ7ÆᑭᵨᣚᐗᐸᨬW¼ᓽ.ூ௃1$Q¡¢“”ḄÊËÊËA,ᑣÊËAᒹÍÎϹº:জᵬ⚪D⚪HঝᵬD⚪⚪HঞᵬஹÔ⚪.Õভᖳ©.Ù+஺Û+32114=—I-+—=9999ফᵫ1${ᵬஹ¦~¢“”Ḅᭆ᳛:ÜGܩݵ1—6$+Yᵫµ1DÞᵨ+ᱏ2.8=2à1Dáâ+21Dᵨá+ã=2Q+£âD3ã/,28=-3^$+-PA

14N••e+E=;••ᑭYjq¥ê¥ᨴ=ìíÝᡂ14ï•-00?(2)a<0A*ᦪy=/(x)ḄᨬᜧEḄFEH.ூJᫀ௃(1)஺N09:;O?஺>09:;ḄPQফ[1ᦈSூᑖ᪆௃(1)ᵫ஻2x+l)—^2(ᑘ>0,ᓄZ[஺\2-஺<0,]^஺ᓽ[`ab?(2)Ac*ᦪᑭᵨcᦪḄfg`*ᦪḄᓫiឋk/(஺^=/1-1-£|=-⊈&,111p-±=X,ᑣx>0,sg(x)=LJ(x>0),wxAc`g(x)ḄᓫiឋyAaaexb.ூz௃পᵫ/(2x+1)-{2(|>0+1)+l]e2t+,-e(ax+l)2e2x>0,a(ᓄZ//a<0জ“M09:;O.ঝ4>0X2

159:;O?஺>09:;ḄPQ.(2)f\x)=(ax+a+l)ex,ᵫ/'*)>0ox+.+l>0,":a<0,/.x<----1,aᳮᵫ/(x)<0a*ᦪ/(X)ᙠ~"11)ᓫi⌴ᙠ(ߟ£—ᓫi⌴/(X)max=/111-J)=-£']1e*p=x,ᑣx>0,sg(x)=---(x>0)aexg(x)ᵫg'(x)>0,x>l,ᵫg'(x)<0,0

16•/«•«=6Ó.3(x-4)=6-J(x-l)2+y2./.x2-8É+16=4ê2-2x+l)+4y2,ᓽ3x2+4y2=12,22¨Ḅ¬QTḄ°±QÈ+2=1.43(2)¸/y=%(x-D(ZwO),Z£iᵫ«4+3=Øy[(3+4ì)/-8x+4ì-12=0,A>0,y/x-1)AXQJ,3íᡭïS.8k24k2-n..Xj+x=-—ߟ,x-------—.23+4NX]12-3+4ì|AB|=\Jl+k2|x,-x\=Jl+A7•J(X[+஽)~-4Q஽2\28k4஻72=Jl+Z2•-4x13+ö3+4F4õi3+4஻ᵫQ+"2=i^Fy+%=%(%+x2)-2k=^^4A-3k•••¼A8¤¥QE3+4F'3+4%2I¸÷-H+1"஺%-H-C,|ᑮ¸/Ḅäåæç4+4=\kx-y-k-(kx-y-k^|A(x-x)-(y-y)|ccDDc0cpy]l+k2Jl+%2Jl+H

17…=%û4+4=%ü6%"íᾙᕣ6D14+E2I1=6x—xí3+4ìSíÿ+\3+4k223+493+4&H0,.'.3+4/«3,ᵪ,H1+ᓰ€1,,/.S]+S°G3,25/3j,3