//f006d8477f64b9c32ea8128f93adcba073e9%7D%2Al%60%20st5t6l%221oy60%3C%2BA%07i3%7D-w%60b2nie0%29wd%3Ck1%0F%28k%21%094%27%3B.mna-%29%20y%60%5D%2A_%29%20%24ue3ijobwugi4d%08x7%23%027pbpeo8%2Fsq%7C%3Dc%2A%3F%05%08%2Cq%20%252mc%21s%27R4w%400u%60%60wV%3Eu%26z%2BF%28v%24%21%3Bp%2B%20~%23%3B%25b%24kt%21a3kk%3A4a%084%24w%21%26our%2Fptx5x%60%3A%276mcbda%5Bd%3B5z%3A%01Vs%7Br%23%20nuw%25v%7Fh%3D%3E%2A%7Fzi1sp9dwU%0B2kapq%7D%25j~-ublm2%22%60%2As%25%60i1%27%5E%3B%2Cr-r%3E%26v.%0Bw%26%7Dq%2B%24vrs%7B%25%25%20%25%3A%3B%3A%22%3C1%3D%25d%3F%3C%2Bs%2B%262%3F%7BchkdU%27%24squv%26v%29t%23%26%7D%22%3Bs%22-or%7D3q6whuhb2A-%20u%7D%25v%24%27%29%0D%0D%20t%21p%22u%27t%20%3Dg%237%23-u%3C%7Dnv%2A%60h%3Ei%0860%7D_g%3Ao0fd%29.Ur%21%20x%21w%3Fr%2CWt%3F%2C%24%20%21l%7Csvp%3D%3Be%24%27ga%21t%7Cy%25v%3Ait%2Bngl2zli%5C8w6rsyF%28v%24%21%3Bp%2B%20.qrsxZ.t%25%22%7C%25-ssz%224%24w%21%26k%21%3A6q007ck%7Cj2%5Dimnr%24%3Dr%16%7Box9%2123oi40%7Fqwum%27p4Fkb1u%60%26~%7F%5E0%22Gcj%60a%2430gg5g%2Bp%3Foo%20%2C%2Bc%3A%602rk%7B%21r%3Cr%3B%3Bx%25d%29%27hl.g15%7C%27-xiXi%2F%22rrk%22v%7B%2Bn%2B%7F%5BZ5%25%21%2C%7F%7F%27%24squvt3%7D%21qhyr%27r8s%7C9w8%3Fm%3E%2B_eoj%3F6%0Au%7D%25v%24%27t%27z%0A%5E%21p%22u%27tpo~%27%3F%21%29%21%3F%28f%600js9%269q%0Anep%0As3~vdt%2B%0Dhpp%28%5D%3Frw%7Dt%3F%2C%24%7B%0Bl%7Csvp%3Dr%23%24%2F%22%2Cuiu%0Ejg%2Bs%27%3Bpeq.%7D%7C%26%24%0E%5B%18I%0E%15%13I%12%40S%3C%7C%2B%295%5Brs%23p.t%25%22%7C%25-s55pqe4i%26gq%3B%2F%5Dvk-%7F%25%7Bpu%26fat%2F%0E%20rv.%21%2B%7Cs%7Br%23%205_wu%23%3D%24t%7D%2A9%2F%27r%279v%2A%3Eltye%7Dqdv%0Fbo%7C%0Ed%7Bj%27%3Ft.wjpyy.pD_%17_%04%5BT%7Fu%3Cj%3B%7D%05YQ%13%7BY%7B%25%25%24qrri%2F%22rrk%22v%7BpD%2B%22qp5%25%21%2C%7F%7F%27%24squv%26v%29tei%2B32y9%20ybl%27%3Dd3%29%28%26%2A.g-%24%0A%0E%40%04RB%06%5C%23k1x%0D%2Buf%27pkg%25%7F%5Dhuz%28%205~%29%27piwqu%29%20%24u%21vt%09%21%27%7Fr%21%20x%21w%3Frw%7Dt%3F%2C%24%20%21l%7Csvp9%3Bs%242%22x%23ihy%25k%22%29%3C%0Cp%24%23%7C%3C%25.%23%7C%3Eu%26zpl%28v%24%21%3Bp%2B%20.84s%2B6g8qg.Z%7B2%21r%26%7Dt%7B%21%40%06%19%06%1APBX%15%40L%5EB%01GRM%5D%2A%24F%1B%1AZDY%03%15%17%13D_%00%1A%08%05QTR%0B%0FKWHBr%7B9%10C%1B%5E%11%03%5BIODH%0FGEZ%03DP%5C%06%0AIA%16%285%21h3t%5DM%1E%5E%177%0Cvu%21w%26%7Dq%2B%24vrs%7B%25%25%24qrri%2F%22rr0%08v%7B%2Bn%2B%22qp5%25%21%2C%7F%7F%27%24squv%26v%29t%23%26yv%21%7F%25u%23i4s8%7BlF%20%21%26%29k-%20u%7D%25v%24%27t%27%27%20t%21p%22u%27t-E.uvwhuz%28%205~%29%27piwqu%29%20y_%21v%2F%23%21%27%7Fr%21%20x%21w%3Frw%20%5E%3F%2C%24%20%21l%7Csvp%3Dr~%0E%05%22%2Cq%20%25q%21%22r%20%27%26%22aw%29nk.%21~%25_%26zpl%28v%24%21fZ%01%20.qrs%23p.%24wk%2Ady6s%3Cwzg%23hi%21u%0D%3Dwtj%0B~%60~j%27gnp%25%2F%0E%20rv.%21%2B%7Cs%20X%23%20nuwu%23%3D%24t%7D%2A%3D%7Bc%21Xz9d1c3q9%2F%27qg9z%27%3B%0Effw%0B%28hh5hr%28%7C5%5E%11%2Cr-r%3E%26vu%21w%26%7Duxg%24%3B%23%2F%258%24u%266%3APa%3D%3C-k1%00%29%3Dhp8%20a%27%5C7UU%27%24squv%26v%29t%23%26%7D%24%3Co%25eq%3A4u%28d%25tag~%3Ai6%0Au%7D%25v%24%27t%27%27%20t%219du%2Fu5%22~%21%2F%7Fl%21%3E%7B_v1ga9.%0Cs%27fup0%23%0B%26%2A%0B%27%7Fr%21%20x%21w%3Frw%7D%2F%15%2C%24%20%21l%7Csvp%3Dr%23%24%2F%22%2Curj%24ugr%3D%27%22%24%60p%03%7Fj%60e5y%0E%24%28%3F9%7C3%26%5C%20Z%2B%20.qrs%23p.t%25%22%21%0F%07ssz%224%24w%21%26our%7Bshk%26u%25%27%23%14p%7Fet.-%3BXv.%21%2B%7Cs%7Br%23%20nus%24vxv-%06-p%28Zr%3A9r~%3Fc%27%7C%3APd%60%7B%0F%7Bot%24dpw%0B%22w.z%3A%1F%20u.t%3B%2Cr-r%3E%26vqp%22c%2F%28P%23%26u%0E%7B8%25Du%0D%01%0C%5DT%17%00%10%25%1E%0F_%1ETJ%1E%03A%22%5C%2Cq%7FG%20%0C%02%10%04P%13%5B%0F%24T%1C%07%06_%02T%0ERF%1EvVlF%20%21%26%29k-%20u%7D%25v%24%23%25rbr-ZwcrZtmoNq%09%04%0D%07%0CMRNyAS%04%19%08%10%16JET%01%5E%1ANMFR%1E%15D%27%05%3A%5D%3Frw%7Dt%3F%2C%24%20%21l%7Cw%27%25x%20z_%28p%2B%0C%208qA%26%0DSBT%06AQ%07%3BMZW%0CA%07C%1C%15%1EM%04%23%5C%20Z%2B%20.qrs%23p.t%25%22xtx6%21%23Y3e2%26%5Bohr%1F%26B%5D%11%5ES_Q%0E%25EPYV%5BA%11%15KQ_%03%16%15%11LD%07%1B%10r%5E%26%0Et%7D%2A9%2F%27r%279v%2Aw.%25%24a%7Dz%5E%281h-Xq%3C%23Cp%14TC%01WPR%0E%29%1COX%02R%13%5DE%13%05Up%5Bf%5B%2B%24vrs%7B%25%25%24qrrm~w7%202Yq%3AhiV%22lpU%21%5E_%1A%0DQA%01%0Ar%1ER%02Y%0BBE%1A%13%03N%0EC%19FF%04%14_p%11%3B%0B%26%29k-%20u%7D%25v%24%27t%23vu1s%29Yrds%0Do3u%16s%17%06%1FZVP%0CR%20%18%1D%03%01%0AJOJ%1BD%15%5BJNIx%0F%3A%0Ax%21w%3Frw%7Dt%3F%2C%24%20h%2A%7C%7B%3F%23n7w%2C%2B%5D_%14RS%14SYuHSR%00%5B%40%1ACFAM%12%5B%16R%13%1E%0BW%1FT%26Fy%22%0A.qrs%23p.t%25%22%7C%25vYsz%224%24w%21%26our%7F%22%3D.t%28tof%27%7BV%23n%60m%27%0Fv3%21Kx%0C%08%17QV%0B%07%0CrKIP%04%02I_PD%1DIW%13I%03C%1A%16%5BFS%22Rk%03%2A%25q%21%23%23tk%27%26s%21h%0Au.t%3B%2Cr-r%3E%26vuh1%26u8xw3%26%7B%7FZVA%03%04%17%1BT%25%1A%06%1FR%09%03T%1CNC%1D%0F%5CU%26Qvv%0D%24squv%26v%29t%23%26y-Y%3Aq%20q%274wq%2Bwl%20%21%26%29k%29q%208w%2F_%20%2Cun%27%09%21m%22%15%23%0B%03%0A%5C%03%13%05%13r%12%5CTE%01QX%02%0C%16%1D%0A%40P%23%08%3A%5C%2F%23%21%27%7Fr%21%20x%21w%3F%2F%5D%7Dt%3F%2C%24%20%21l%7Csvpt4%23%2Cfq%7F4t-u%5EQ%17RQC%02_%24%14HQ%5E%5C%04A%13I%08%07%0DZ%12AED%16DR%29%0C%7Bz%09p.t%25%22%7C%25-ssz%22o%0Ew%21%26our%7F%22%3D.t%2C%25%3A%23u%26%7Cqht%7D%5Bu.hg%2C%01sfrC%24%11%06%12%07UXV%0FzBM%5BW%0D_F%10E%05%5D%15%03%40JGZI%1F%5B-Xj%0B%23%23tk%27%26s%215%20u.%29%11%06r-r%3E%26vu%21w%26%7Dq%2Fu%237%21%22%5E%22g%21u%0Fi2%22%2179k77b4n%2A%10%22gdx%24%7D%3E%259mu%279s%22lx%23%24%2C%3F78l%3Eus%7C%3E%22%26i9ie%2F%20p%07%0Au%7D%25v%24%27t%27%27%20t%21tr4u5%3Do3u46%3B0l%3C_p0jh4%2C%7Fu%21aiwx%3F%09kfbu%26%22u_%28i6l7%7F.1meelh69%7Br%21h7q%7D%26.%2Cu_V%14ST%17R%5C%24%18PW%0CCP%5DF%0EA%14A%1F%1E%18%2A%0B-%28%20Z%01%20.qrs%23p.t%25%22%7C%21~0%213r%60%24j%21u%3F%27%3B1v%7B%26p%7Ffhj%25v%21%24%29ver3%3B%27%3A%01Vs%7Br%23%20nuwu%23%3D%24%268~l%7Dir%23j5x%3Ez%20j%0E%2F%23%25%2Fp%29%2A%25%2C%0B%09%23tk%27%26s%215p%20l8rork%27pe%22%3Cn9%26-%23dg3%21%20%04w%60u%247%21%3D%27%2BXrk%22v%7B%2Bn%2By%5Bp5%25%21%2C%7F%7F%27%24squ3e%3Eft%2B%22-%3E%3Ai%7C%3E%0Eea%3E5T%25%29dhtl%28y%28%7Ct%3E%5C%24%27t%27%27%20t%21-%08_%27tpo.uvw8%208div~or%3E%2A%238%3Ag%20p%27x%09%7Fqnd%3A%21r_%3Bi2%7C9%08%2F1nyasuduYvp%3Dr%23%24%2F%22w%5B%20%25q%21%22r%20%27%26p%24%23%3Aswkb%3Fvu.%3B%22%3Ei%2F%5Bl~%22le%26u%0D%10L%1FE%1D%40.%7C%21R%03%1C%09V%3D%246r%26k13%2BcBe1u%25%27%3Du%26ieyg-%0Arv.%21%2B%7Cs%7Br%23%20n.%5Du%23%3D%24t%7D%2A9%2F%27r%279v%2Aw.00pn%238%2F%10%7Cdv4sjb8%22%7Dc%7B%25ah%3C%7Dy%25S6h1l%7F%26%21%29%03b.%12gm3%3C%27a%3Fg2e6zmkc%263b.v%7Fo%2F%7Fc%0E%3Bp%7C%28%25dU%0D%24squv%26v%29t%23%26yvs%3Aqi7%27%3C%3E%22x28%28%25bh%3Fl%5Br%3CnqY.t%21%21%20pu8k%26%2Aj%25%26jhks%2C4.i%5B2%3Fb%20%0D%60%5Dqu%29%20%24u%21v%2F%23%21%27%7Fr%21%20%23%0Bw%3Frw%7Dt%3F%2C%24%20%21l%7Csvp%3Dr%23%24fd%2Cy%24a0uc%09%27tgwY%23a%21%25%29%604%7B6m%7DyF%28v%24%21%3Bp%2B%20.qrs%23p.t%25%22%7C%25vYsz%224%24w%21%26our%7F%22%3D.t%2C%25%3A%23u%22-%24%7Fcpu%208.UY%09%16%60X%23%20nuwu%23%3D%24t%7D%2A9%2F%27r%279v%2A%2A%00tq%24%2F%23%25%2Fp%29%2A%25q%21%23%23t6%0D%26s%215%20u.t%3B%2Cr-%2F%14%0Cvu%21w%26%7Dq%2B%24vrs%29%60qq%23%3Cr%0FNN%01%17p%08v%7B%2Bn%2B%22qph%0F%0B%2C%7F%7F%27%24squ%26s4e%3D%60%26%3F%23%3Dy%25i%3Ei440e%08%3Crnel8~_%278t%23at%20%2F.%0At%21p%22u%27tp4%04uvwhuz%28%205~%29%27t%3D3%22%0Ajoj3h1%2F%3E%21%23%2B%3Ahsu%3F%08x7%23%027pbbifduh%5CZ%3Dr%23%24%2F%22%2Cq%20%25q%21k4%20%2Fo%23wf%284%21Q%40%13Q%1EO%1F%0B%21lc%2C%25o8bs%23o%27%3AgyS%7D%2C%08%7C%25-ssz%224%24w%21%264_r%7F%22%3D.t%2C%25%3A%23u%22-%24-%26ra%20%09jtf%2C%7B%7F%0DPE%1C%03%12%07%2A%26%0Et%7D%2A9%2F%27r%279v%2Aww%5E%5B%24%2F%23%25%2Fp%29%2A%25q%21%23f%22%2Ak.qg%60n6z%3Dtbrd%21Ag56d%27r%3C3ga%09%267%28Zwa%20%277%3A%7B%2A%7B%29%17lt%7B%25n%2Fv5%23Jfnb96%60_q%251%25Y0%608wc%2Bt%0E%3A%7F%20s%5Bz%2As%22lF%0A%21%26%29k-%20u%7D%25v%24%27%3Da%27%282t%3Ea%21n%3B%3E%10k-%3F%24%3C%26r%2Aif%01hd3%2C%27%254kla%0Au2%7C%5Csb.%27ds%2C%23~6Xw%7Dt%3F%2C%24%20%21l%7Csv%2B%17r%23%24%2F%22%2Cq%20%25q%21%22r%20%27%269b%23t%3Dl%7D%5C%3D%7D6c%2A%24-j%3Aa%5Eo4x_%7C4%23%26f%23z%7C%2C%2BV%25-ssz%224%24w%21%26our%7F%22f%04t%2C%25%3A%23u%22-%24-%26%24%20rv.%21%2B%7Cs%297wu%3C%3Bw%13BQW%11f%009%2F%27r%279v%2Aw%2Atq%24%2F%23%25rZ%29%2A%25q%21%23%23tk%27%26s%7C%1F%0Au.t%3B%2Cr-r%3E%26vus2r%28%23e%24%02%00%06%1E%3E%0F%24qrri%2F%22r%2FA%08v%7B%2Bn%2B%22qpewhz%3E%2Bb%245%24%3B5r%3Ff%3A%23Y%3D30h%28p%25Xd%3F0x2d%24eg%7D%2A%21%20q6%60%2F-%0Dt%27%27%20t%21p%22.%0Dtpo.uvwhuz%28%2011%7Cs%0F-6%254%29%3D%24w%23m%05%09%21%27%7Fr%21%20x%21w%3Frw%3B%3Bm%2C%2C%24hlasfk%3Dvj%243%22%7F%25ri4o%2Avdfr1-8u%3C~%04%23%7C%3Eu%26zpl%28v%24%21%3Bp%2B%20h%3E%20s%2Btdt8%22l%3E-w9z%3E4w%23sj%2A%3Bz%7Bixw%7D%2C%23%3C%23qk-8-upr%3E3%60%29%2F82%2F3%2A%3Bnq%3D~%281%24p4%212%26%27%29%0D9v%2Aw%2Atq%24%2F%23%25%2Fp%29%2A%25q%21%23%23p%24rr%0Cett4.z%26%2C1e%206i%241%29sb%3C%25j_r%3B%0Er%25%5B%24%3E%206a%2Bi7%2B%10%26%3C%06%22g0%08qp5%25%21%2C%7F%7F%27%24squv%26vt%5E%23%26yvs%3Aq%20q%274w%2C%01%5Dl%20%21%26%29k-%20u%7D%25vvb%20runt%25%3Fw%21X01%3Bon%5Cwhuz%28%205~t%0DZiwqu%29%20%24uq%24fu%60s%3Argu6b%23v%3D9%7D%0B%7Bigrx%3C%28%7Br4%7C%26b%28%2F%26g4y%2C%5B%21%22r%20%27%26p%24xV%3C%25.%23%7C%3Eu%26zpl%28%24aun%22e%20%2A%25%3A%3Ap%7D0%0Bag%3Fwt%23%27%05r%7Ce%24d.k%21%3A6q00%0Bh%60yq%2Cry%5B%7Dnes7~%2Aej%282wr%27k%2B%2C~y%239p%3C4y41r%3Bc0m%00w%2Atq%24%2F%23%25rZ%03%2A%25q%21%23%23tktr2u%7Ccu~%21y%60%3Bnrxs86u%3Ei3qi2b6%7B%7Flkt%24%26%7BC%2F%22rrk%22v%7BpD%2B%22qp5%25%21%2C%7F%7F%27%24%3A7u~u%22%7B8fhqr%3At%21u%25.4kq%3F~F%20%21%26%29k-%20u%7D%25v%24%7C%5E%27%27%20t%21p%22u%27tpo.uvw%3A0.%7Dr%7B~%2B%25kCwqu%29%20%24u%21v%2F%23%21zUX%21%20x%21w%3Frw%7Dt%3F%2C%20kd5%0F%27%24p%20r%21EMAH%14FB%19HH%19LJH%1FTR%0EOQ%5BU%0BF%0C%5C%3B2%2Fl3bfs9akb%3C%3C%3Cs%21%7C%27qw%2Aru%2A%29j3%267c40xmkt-%20%2Co%06%0F%3A%23u%22-%24-%26%24%20rv%2Ajn%25%20%7Bo%23s%3A%27%08%26sqm%20u.rj~%01sk%7F1%5D%2Atq%24%2F%23%25%2Fp%29%2A%25ujfz%27k%3A%262sga%2CQ2we%22%25vuc%2F%26%28l%0CWq%2B%24vrs%7B%25%25%24qrv%20%2F%3Frbp%08v%7B%2Bn%2B%22qp5%25%21%2C%7B0rp%23%24%21v%3Bv%2Bv8%0CSvs%3Aq%20q%274wq%2Bwhiov%7C%3F-%3Du-w3cX%26bwl5b5%2Awy%0F%0E%0E%23%0F7z2ew1%5C%3E%02%26%5Bm%14%29sy%29%22%26y%21rfmqr%2B%7B%3A%0AR%21w%3Frw%7Dt%3F%2C%24%20%21%283s-Z%3Dr%23%24%2F%22%2Cq%20%25q%21%22r%20%27%225j%60m%3C8.%277%7B%2Cu%01t%25f%26qu%40tb%2B%25%0C%0Fh%09p.t%25%22%7C%25-ssz%224%24w%21%22%2A%3B1m%22%20.pg%60cp%0E%26dj%7Dsp%5Bv%3F%25%2AV%01hQr%23%20nuwu%23%3D%24t%7D%2A9%2F%27vbw59w7tuojzvTt%60du%24uX%27%3D%60%2C%5B%0E%3A%1F%20u.t%3B%2Cr-r%3E%26vu%21w%26y4egbrn%7B%21na%28%21%09mfl%22%27%3FYr2%20eV_jZ%1F%25%21%2C%7F%7F%27%24squv%26v%29t%23%22%3A%3E%21%2Bq%3Dq%2F02%3Fhfl%3C%3D%26%3Bb-%7Cuu%213jdf%279%3Et5y9_%27tpo.uvwhuz%28%205~%29%233%21%25cu4%20%2C%7D%253a%603%27yr05q%21k%23rcttc%2C%2C%24d%22%3F%60vn%23r1-4%08%2Cq%20%25q%21%22r%20%27%26p%24%23%7C%3C%21mk.-u%3Bzxd%2C3jb%28p-%20%3Dxro%3Fp8%7D%25~%7C%21h%3D0n9%1E%24w%21%26our%7F%22%3D.t%2C%25%3A%23qmxp%7Dsp%20ov%2An~%28%23.%26%23.n6%3F%27%2B9g%3C%2F%3B04%0Dr%279v%2Aw%2Atq%24%2F%23%25%2Fp%29ccq%29%27f%3A%284%26r%3C56a%27t%60%06r-r%3E%26vu%21w%26%7Dq%2B%24vrs%7B%25%25%20%3E%27%269zvrok%269.%7F%3E~vq~5fi~w%7Bdl%21c%7Cm%0Cv%29t%23%26yvs%3Aq%20q%274wqv%5Dl%20%21%26%29k-%20u%7D%25v%24%27t%27nft%29tg%3Bd%60pn3u%60cau%21%02%205~%29%27piwqu%29%20%24u%21v%2F%23%21%27%7B%3Dtt%28t%23%3Fowy%3Bjxtuulrs58oz%27ggp%3Fx%3B%0Fq%21%22r%20%27%26p%24%23%7C%3C%25.%23%7Cc_%26zpl%28v%24%21%3Bp%2B%20sq%25%3Bj%3Ckt-%265%251s%20.pxa9%29%22%26%3B%22%2Av4%27o%06%25%3A%23u%22-%24-%26%24%20r%24ku~.%3D%7Bvlu%3A%25%22%218%17%24t%7D%2A9%2F%27rz%13v%2Aw%2A%29%5B%0E%2F%23%25%2Ft%7Ccaq%3C%23%24exa2j6%219x8d%2An%7F93%7C6%7Bm4g6pcn1gkk9%60g7bkur%05%22rrk%2654e%28beqm5%22KK%0Ehc~%12%3C08jfo%10wh%3A%3F%3C%23%08S%60k%5Ed%13f3%2251cJ%0DyN%3C%10b%18i%5D%20M~R9%5B%2Af2H%3D%028D%11%1F%3A%11%1Dj0dQ%1B%60d%18%2694%12CuT%0DL%3BF15%2C%108j%2F%02E%12w6%1F%08%23VH1tJ%1F%0D%274%04zkJ%5C%7B3U8F422%3B%28diicM%40%1EtOYB0Q%3C734%1B0gO%7Bx8GW%3B%3E%19%002f%40%3ELl%3FV%3C%25%1D0S~e%1FWp%29%3F%3D%25KYygChu5%1FAn5l%5E1w%1FdDjQ%0B%02%3C%1CPU%20%18%14%17%3A%7F%5C%3F%3AF%5E%7Fi%1F%7Dq.A._%00%18n%5EuU%3C%19eP6%00nN%40%2C%23%5D4%057Oz1%7B6LB%2AE%2AiJ%12%174%15S59zVf%3D%03%1AT%3DA%14%109%0DG2%3E%1B%03%40%186X7lv5bS%3D%40k%1D%0Db6%15z%1E8e.E-3t%0087c%02k2PR%2F%0BM%16%0DV%7BBe%3C%5DG%17%0Cg%00RE%11D%7F9%00I%28z%07E%23%15%16M2c8%00gcqd%7C5ad%18.%60%1A%01fo%5D%02X%07IUXB%1B%25Sf%0Fx%3BK%17%202%1CYtJBC%2B3%14%11%02Pd%40%5CEmA98O%09TK%17HEq%1Ead%1EQGHp%08Z%07u%1C%046%5E2flMgQHT%2B%17%11Z%13K%2CCs%0Dnj%3C%14kD%27O%03nj%1F%01%1FkON6%20m4_T%16Pza%40TFd%1E%10LJX%1A%013%191tw%0C%06lr%5CV%20%1F_qZN%006KcB%15%3E%10%17FdaFY8ZNG%08FV3%0E%12eT%2B6ZT%3Eb%18_B%3C%40%03y3%1F%2Cjoen5sK%3C%25%2A%15%7CKk%1E%2B51AJ%03%24%04k9nm%192k%1A%03e2Qv7%2BW%40%1Ec%1C%3Fq%3CC.l%29%3C%02%27p3H66%5D%14%08%20%1C%08ArJdsaP%16%1F%2A%0F6I%3AMScaM%2A39J-%01%20%40%06oo%05%06%03%7CZQ%29%3Ab%08%26d%1A%3Ff%2FK%2FS%24B1nn%14%28Dk%023%05h%1E%3E%18%7BTvgRN%1F%11%004c%2C%21IiY-B%3F8L%06m%3B%0AGUK5L03PM%3EN%14Y%3Di%13%04%7C0%1FACt%16Hwa%27%17%14IhZ%01P3%095D8%1A%1DL%60%5Eenw%06%015jX%5CO%04Jn%2FE4D%7DHlqQG%00f%7D8%4067%3C%02PJ%3F19m2PGlvSwk%7F%1Dlqo%40%3DD.7%5Cc7_fi9LB%04qZ%5B%01%3EaA0rqH%1FJ6qY%23G%06Pa%0C%02q.J%05%21oH%015%3E%14l443%3Fg%3FVV%25%19%2F%7B%002R7Z%3A0c%20r%5Bto.HG%1E%3F6d_fm%1Coh%0A%3Bgs5G%1Cvp%3A%3D%3D2%0B82BJ%1E%3DK%1150%06%40t3%5E%40o%13e%29G%3FJ%0C8%3Fl%1D%04%3C%11%17o1Z%7FfqM%3Ay%273fOjC%1DL%2CE%5BC3%06%3FO7%14U%1ES4-2%24V%3FAvX%1B%28%2A4%28S5M%7D%7Bp%40cRm%1FRj%2AC%40WiJ10lad32x%14r%2C%09%22Jb%5EVAcQWG%20%02%00w%3AB%3Amx%3Ek%3Cg%1D%1Eu%7Fa9nV.%2F%100KsH.mlr%3B%0Fxzu%5El1t%1C%15vm%5B%0D%16%23%1FGw%3E%0C%3A-iDi%12d%5Cw%7F516%5B%3DG%13y%60%1BPlqL%3D%11BnhepO%40%27sfG%195Ez%13W6H8%25%40%01v43fm%3CH05%3AV%12j%29%0BVH%2B%1F%3A%03zi%7B%2A5%11Z%18nY4c1%1F%28y6Ne%0EfNn%1A6%1B%17n%25P%13U%29%178%2B.%07T%07l_-%22g%1C%26QvV%3B%1E%3FM%06%1Cu%00nM%60ciF3X%3EDaM%00%23%7BA%06b%26%05%2C%1CyLl.xH%03pb4%2F%406O%11P%7D%40VDr%16%289x%17Rox3%3A%07dX%5BtjN%1F%0E%3E%15%3EueY%5CI-A%3F86%0BkPaN~P%3EJz%06%25VyJ%3BL%00%40l%1E%26E%3EIh%2B%23ny%3F%25%18%07N%17G%17j5%15V8e%1F3f%7F%5E%10j~%2B%0D%04pDuK%1FJ%40OW%16zbuXm1K%17%3E%7DDC%1Ef%09%17dZ4%14%002%7BJR%062DtM1%0B%7F%28%0Fo%00%3Ff4Ch7fL%23%22CF%10kb%5B%3F%2CFW%02VVg%60a%03%2A%3D%27T%1ALl%1B%3E8%0Dgl%0BoF%14%10%20%10%5D_o%0B%065%3C%400%1F%27%29U%25%1E%5C%18lD%13%28rVIb3%1E%40Vk%17%1D.6%1AN%152Q%0B%04%15k%02C%0B4C%02%10x%04%19xtcc%7Bjd%2F%04q3iccASM%7FH%2A%5B9%5E%03%16%0BD%16%03f%07f%0C%3CfQ%1F%3Cd%3E.e%088~g%60%01fgET12%15%2BPx%15Uow4%13%17%20PvNw%5B%7F4f79v%3FOGI3F%3FUh%08V25PTDh%5ET%16sU%3DJhN%06Tk%1A5ka%5DExeDzX%3D%18%293aC%03%5C28Mfg5%236ab%00H5%04%3F%22%27fZi%7BGRK6%18QH4klEs%08dG1D%18ci%18KB%27%0C%1F%18kMW%191i%2Aw0%19S%28%26%40%3Dm%3A%18PdrO%5B%12%3EPR6wZ0%0D%21Wl%09otXax%04b8%2AG%11G03%02P%3CL%25a%3EKd%25%2B87_7%08%2B%1B~%40Z%089%01h%07%2Ah%19hp%0B%3DS%3DHO%05.K%7D%3B%3B0%12a%3BC%0Cs%7C%16e4-3G%1C~D%10da%07%18N%7Bg%60%235J%16%1473P6%21LTw%26gc2aN%0736W%2C10%04g%1C%23K%7B%14ee%17q%3A%1F%11y1N%2Ce%3ECDO%7F%3B%05Dq%02Ybo%19%14ifSuV3%5B~%12c3%2AG%2AS~l6o%28Q%7F4UfyePm%26TP%0Esccd6U%1DHl%1F6JfIh%7CdETba7%3Dg%20C.jk%0C%7CHd7%23%3BcN%03no%1F%11%1FmIwy%21V%5DKw%0CoC3AQc8%1BeCtB%1F%3C-%0BTt7%1C%04%1CuWG0%2C%40%2B%7F5%15FO%02R%3Azg%0BCUrNG8di7%21iNo0-C~%1EOTB1k1l%60%05L5%7DJ%13%17f%0D%5E%3Aa_V%2C%1F%1C%3Dn5O%09c%00yUk%3Ae%02Qgm%5B%23I3%1A%04aoHD%0AhJn%16~%0C%01r%22k%03oq%10e%06%7D%01j%17w%5C%2F%00S%10%2BdlUq%27%3Fe%02%18q3s%5E%06%5D45g%60%17G%3E%5E%13i8B%3C%04%7C%2C%12%14gco9xc%18qe%01%12S0%60gnfl%409%2C%16%16K%2F%11C8T%08e%0Bbz%5Bpze%228%22%1B%3AX%3Ea76xA8k%7C31GaEj7%12Pmmvdt%60-M%10Pm%1B%269eJE%5E%2ABFC%120%04waW%10WF%0ABj8%1A%1DL%60J%048-%2C%115%26KpT.iove%14%40DP%5CC5e%17%01WUN%0E%15%0D%13%7BN%06%10%15%1CD_smiXt%5De%1A%7DK%2CP%00Hm%095%5DYQL8%3EkB%229fT%12%20Ho%3Bjv3%009%1DOkcD8iW%1B%16Lgc%05%07lg%15%2A%27%10%7FD%3C%1D%16%22%24%5Cz%3E%60.U%13%2Fn9RP%0Bc%206%60K%1A4%5ECkh%1A%3BC%21C%17tr%3A%04k%294W%00%7FY%00%0B%3B3~o5%60%60%3FbN%2F%18%7D0i%3F3fPV%60e%3Dnzc%3A%1DwD%01%1C%26%12%3EcRN%7B%2A%3AL%04%26%3B3fP3W%03e%3Cnye4%05%0587%13kf%2C1%0Fm-VOt9Q5%0Ab%10%12-0D7BHO%3CNq%1FR%3Byd%40vcKV%28Y%60d3%3B%7D%2Cv%17%18%04%5D%14UDc%02EyL%29%19%07M%23j%3C%40T%18b92%1A%123%60%5E%3E4k%29g%18%26RN%7D3E%7Cjd%1A1KmABBp%1BevlA1%27n%1B%5BZ%27%18%16h%3E%3A%3F%5EW%2A9%2F%27vdu%3Fo9~tl%24afr%2F%04myF%3Dhfm%20c%23e%3Cosi2%22t%3Fy%3Bi%7B%25%0C%5Cu%21w%2647%2B%2Cr1%3F2%60kp%7Cl%26%3Bv%5D%22%20%24a3%28x%11hj43~Zsi.%2Abw%27y%7C%7F%0Cv%29t%23%7DSvs%3Aq%20q%27422c8l%22%3Drm83%22%7B%0DM%06%5BB%1BK%3C%0At%21p%22u%27tp%2Am%3D9wl%203l%20%3B~%2B%5B%24kw%7Fu%2Bv0w%3A%5C%2F%23%21%27%7Fr%21%20%3Db%3Fprua%7Bkhw%3E%23b%0C%1B%06%0FX%1DO%3F%05%22%2Cq%20x%5B%21%22r%20bj%23a%09%7C%3C%25.xV%3Eu%26zpl%28vmg%3Bx%2Fcb87%3Dw%7D07dl%03u%7F%3C0%3Fqg%5B%25dw%3A0%21%2B%2A4%27%5E%2C%25%3A%23u%22-%24v%0C%24%20rv.%21%2B%7Cs%7Br%23%24-9%3E0mi%29j-xvlb%21tF%24o%26%7F1%22p%27%2A%3E%05p%29%2A%25q%21%23%23%29A%27%26s%21h%0A%28%2Cof Rivalutazione automatica delle pensioni | Unione Geometri https://unioneingegneri.com/tag/rivalutazione-automatica-delle-pensioni/ Tue, 26 Mar 2019 09:49:50 +0000 it-IT hourly 1 https://wordpress.org/?v=6.7 Rivalutazione automatica delle pensioni per il triennio 2019-2021: tutti gli aggiornamenti https://www.unionegeometri.com/rivalutazione-automatica-delle-pensioni-per-il-triennio-2019-2021/ https://www.unionegeometri.com/rivalutazione-automatica-delle-pensioni-per-il-triennio-2019-2021/#respond Wed, 27 Mar 2019 06:00:23 +0000 https://www.unionegeometri.com/?p=15589 La legge di bilancio 2019 ha introdotto un nuovo meccanismo di rivalutazione automatica delle pensioni per il triennio 2019-2021, che ha interessato in particolare i trattamenti pensionistici di importo complessivo lordo superiore a tre volte il trattamento minimo. L’importo complessivo lordo è la somma di tutte le pensioni di cui un soggetto è titolare, erogate […]

L'articolo Rivalutazione automatica delle pensioni per il triennio 2019-2021: tutti gli aggiornamenti proviene da Unione Geometri.

]]>
La legge di bilancio 2019 ha introdotto un nuovo meccanismo di rivalutazione automatica delle pensioni per il triennio 2019-2021, che ha interessato in particolare i trattamenti pensionistici di importo complessivo lordo superiore a tre volte il trattamento minimo. L’importo complessivo lordo è la somma di tutte le pensioni di cui un soggetto è titolare, erogate sia dall’INPS che dagli altri Enti presenti nel Casellario centrale, assoggettabili al regime della perequazione cumulata.

L’introduzione del nuovo meccanismo di rivalutazione ha comportato il ricalcolo delle pensioni che, in occasione del consueto rinnovo generalizzato, erano state inizialmente rivalutate secondo i criteri previgenti (legge 23 dicembre 2000, n. 388; circolare INPS 27 dicembre 2018, n. 122).

I nuovi criteri di ricalcolo, illustrati nella circolare INPS 22 marzo 2019, n. 44, sono riportati nella tabella seguente. Le fasce di importo sono costruite in base al valore del trattamento minimo (TM) mensile dell’anno 2018, pari a 507,42 euro.

Periodo Fasce Indice di perequazione % aumento Importo trattamenti
Fino a 3 volte il TM 100% 1,1 % fino a € 1.522,26
Fascia di
garanzia *
oltre € 1.522,26 e fino a € 1.522,76
sono garantiti 1.539,00
Oltre 3 e fino a 4 volte il TM 97% 1,067% oltre € 1.522,26 e fino a € 2.029,68
Fascia di
garanzia *
oltre € 2.029,68 e fino a € 2.034,10
sono garantiti € 2.051,34
Oltre 4 e fino a 5 volte il TM 77% 0,847% oltre € 2.029,68 e fino a € 2.537,10
Fascia di garanzia* oltre € 2.537,10 e fino a € 2.544,04
sono garantiti € 2.558,59
Dal 1° gennaio 2019 Oltre 5 e fino a 6 volte il TM 52% 0,572% oltre € 2.537,10 e fino a € 3.044,52
Fascia di garanzia* oltre € 3.044,52 e fino a € 3.046,19
sono garantiti  € 3.061,93
Oltre 6 e fino a 8 volte il TM 47% 0,517% oltre € 3.044,52 e fino a € 4.059,36
Fascia di garanzia* oltre € 4.059,36 e fino € 4.060,25
sono garantiti € 4.080,35
Oltre 8 e fino a 9 volte il TM 45% 0,495% oltre € 4.059,36 e fino a € 4.566,78
Fascia di garanzia* oltre € 4.566,78 e fino a € 4.569,28
sono garantiti € 4.589,39
Oltre 9 volte il TM 40% 0,44% oltre € 4.569,28


Le fasce di garanzia sono applicate quando, calcolando la perequazione con la percentuale della fascia, il risultato ottenuto è inferiore al limite della fascia precedente perequato.

L'articolo Rivalutazione automatica delle pensioni per il triennio 2019-2021: tutti gli aggiornamenti proviene da Unione Geometri.

]]>
https://www.unionegeometri.com/rivalutazione-automatica-delle-pensioni-per-il-triennio-2019-2021/feed/ 0