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feat(2.11): burn fees

Open emidev98 opened this issue 2 years ago • 2 comments

This pull request, introduce a new module named x/feeburn with very specific scope: the proportional amount of gas fees that are not used by the validator to comput the transaction will be burn. The module also has a parameter which defines if the burning mechanism is enabled or disabled.

In the x/feeburn post handler it will check if the module is enabled, if the transaction fees are defined, if there is a limit for the gas and will use the gas meter to calculate what is the proportional amount of tokens to be burned with the following formula:

unusedFees = truncate((remainingGas / gasLimit) * amountOfFeeTokens)

this formula applies to all the tokens from the transaction fee

The reasoning behind this implementation is that the user already paid for the full gas (gas_limit) but the validator didn't consumed all the gas to reach the limit, which makes it unfair to give the full amount of tokens to the validators.

At the same time will make it unfair to give the tokens back to the user because the user was already willing to spend that amount of tokens and by giving them back none will be responsible with the gas_limit, everyone will have the incentive to chose the maximum gas limit since the non-used gas-fee will be returned to them.

emidev98 avatar Dec 14 '23 15:12 emidev98

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codecov[bot] avatar Dec 15 '23 17:12 codecov[bot]

2(c^2^dvo') . vo(SOp|dx|r^2qs^4/3 (t1-t2)^3/2 - qd2-t^2 . fmsq /Fu5qvm = He^dmo*.dmb pvsFghj > (R^2mo -pi. -uç`2 ) +1.12*.rsc 3Po|ddxv-inAm^f^2! = jnds^2/KPR 3212312243453455523*.int 5T - AkmD = -Qtt^2 + v^qq^n!.lk 5S = -Aa^2 + I3 (g100hvu^huvmfo5).zip Mo-OH|/- = HCT + sh1/2 . mo^-2/1 / drs MMoo^rr

L^n+-mf^2 + L^2/1 = cmf . e^pi(yhi)e(d-) -intv (atm) = -3S . gvu^2m . (e-)2Njd! d2t3 + RFf318.5 = v^3/v^2 - R dt(qHe)^qdt = 1/2muv3H - |km)^4/3

GC (10)

//He (atkm) := Fuv^SO . +-FRmm / memo_w dKa = Gp64^vx / d3T-o

senº/123(ds2ka10832 ... 5) = 2R^2 . v^mu / KPZN + E2 3dt = 1FR - dts1 / t-ts1

V-ind-2t--g242441

Hoo + Hu = d^n!O -AEom|k1| 3Hô = TQZNo - arcosen3334(Eo)^1 shH = M|ak|o - v^2 / dsvz(RPSMoo34) 4/433/2.58523913M^d32 = T2Z1(N23sh / vs5 - vsd4

Mo/sh (20)

Vo^v2dQ = AFûv . c^2 / G4Po^1 s3s5 = 4Qv - (2T-To4) p(a) + a^2 / df = q^3/1 - mf^2/3 / T(k)^2/2 - dEc^+-w(jr)(rp) ANGC = c^2 . PK,Zmu^- . (arsen0),N3t^3/2 / -i^2DT^? - v(ka)t3 |Apsu)) = 4Q d(so) drs3/5 / 4/3 ddpparsen 90 Q-dr^2 . |+-g16p^n! = -Rqt2/3 + gb^arsen180cs, atmdhs pHe = 15shv/^2 + Frsh/-ssnPo| Vvo^3 +3/2KQq'arcon279º = Tuv . F^uv

SO (30)

grr = goo - wo / -1.214^22/4 Tuv.-R^3/rad arcos270º = Fuv . mf /dt3 +-Hvu^-2dmt^-nA^logN^(n-3) // - Ga(21334321!34556) . sv Gngcº91!216594832 ... apo)m =(FfR)d"cI" . se^2epid2t2,1.12^2/3 + k5uvsh /-grr + FR . cs (SOkadtm) + intv ^3 drSMmn mvt . At^2/ ic + KPR sh-R^2^1/2 = dd723^-4/3 r^8 / Gc . drT^ds1t2s2 SO3PM Lim Eo-Eodt = 2/3 shch/ I^2

v/s^5 = ac^1/2 . E^2/1cc g4.5 = bst^3 / 2 - dts^-1/2 +c^2Fuv gmu + av = FR^-2/1 + OHCdrr Dz(4)334(k) = (SO) . YM^2oOpi543234

M (d4,40Epcc')

V^2 = Ceff -drs^1/2 /dttpp (FR^e+) mu / M^2o = dsz(4) . FR^1/2^2213 K(a)To = 2pxvo . 3vt2 / AHebb^-7/2* gu^2(vo) / N2^-37/1 = sGv^-98/1 M^-indmg3/2t^2^-1/2g8 -dmu'cl^2 = -R^2 . 3dR3^3/4^^4/3 +dt5/AKPR arcos +1/2mFU(uv) +-b^-79/2dtsh

RRF = L^n!.Ad8D + d9DVmu^ngc445301 m/s^-2/1(spi)hz:= -sh^2/g161^KPR22sh^1/2 = Rpwi + w1t1 - dt -dttppvo 2(1d1ts1)/1^-b^^-2/9 + ddx(Ass.V) R2 = rm^2 + 2/1 (oh^-eipi^n2-2^-m1 + f334 n^3x.u'/ r^2, 64pi rnt?d3/4 -L^2 = 0rc . g3/2pi / Am^-pu.u

D5

z = r^2 v^2 - 2 3+1/2Nmf = -Aq' . 1/2hco.dnc Trc . dt^2 = oH OH = 5Tu' . 3/5q^2 dryHe = Frv^vu^2 10KT = / . 2/1 Api/-pu.ucc DM = ds^5/4 - pu^-2mû'. -hu! arcsen^2 = Apu'-mf'/1 d6/pi(as,pi,ru,Un)

5/0- . Mo - ddt^2E = GEo . Q^nk . pEc - Ec2 dt = 3/2j - dc2 . t^h + KPR+-4/27 mu^2 = -t^2 + arcsen r^216pirsc^-2/1 s = -2/1 rsc^2 - TKqu' +DEc o = -pmiEc't^3/2 a = d-pmu . QPRRct q = +- -2/1dp (-R) j^ns-1/2)N!5 = -d0

1:5000rnab = 213 Kpc . sh^3H + (2n - 1/2Hen) (cfdm^+1/2e+lt1) = dtt^2 +1/2-4/3.15 GPI + K3.105^n = R^2 dt= 2/3 -icsg8 . pi^2 gu=dd1t1cs^2d2-DT9t' Ka = rc^muv^sh2-pu^2/Eccp^8''

W1^3/2 + d1t1 . w^3/2 = $LUNC + target 300dsh ($0.023) RB + MAF = Eo - d1t1 . wrs^2|/^o,313 cos159 = ^8pi^KPR 24/7 + 2/3 pidrt^2ms / r^2arsen3/0 FRmo = Amu + KP445 -r^2h gcr = dt^3 . -1/2dt He = mu . v^2 gpack(AEo) / mb^pumf^3/2 mu = a^2 - (r^2-To) / dAa + Eo^1/2 Ao (li30)^+-(e-e+)^fv2 + FR|x|dx-(vk) . F^u.v/At^2-cs^2+Ec4o = /TN2|dy| - 2q2 / -Tg17^-2/3 C2H2 = TD3-cidt^1/3

EOSmf1 = -RF . -vo(ypt)q2A^5/4

Lm5 = p(qgz) . AE /Av^2dk^-3/2 img = -1/2 rf . 2/3Fuv^uv / m(dm) . pU -1/2 - 2/2 = DTo . (qt2rs - qT2rc) / 1/2gg DM (ds^2) > 1/2 m^e+ . (p3)i(2dt^1) | 1/2 > 1/2 FR + dac = -At^2sds + Wo^3/1.223 358 dt^2sv = F271 +dr^3 / 1:121234^3/2 r^2 -cfv^2 9/1m . dt2 = Fuv . dts2

4m = QT34k5 8mKa = 3ATo U^2 = U^1 . pi^u vo(n/2dts3) 12010:10050rpm < ( -4/2 )dt (3/1) dts (2/1) dr > 100K(au) < 5/4mo 12010:10050rpm > ( 3/2 )dt (2/2) dts (1.2/2) dr < 100K(au) > -1/2gmo Mdr = du^drs-4/2 . 2/3dt(3/4) / -0me + dts (2:10130) AUmu . vo^2/3 / 4/3 dr(du) . p10Ka -rR = - P(mr^-2/1)(de^-1/2)

PM ^2/1 -dts^-1/2= 2vo . arcsen180dr10 / rpm(cos180) . G32Apro^bb+-8342gms

8Di = Ecp^3 + vm^-1/2 / mbht^1 - R(u)^v a^2 = pr.dt.M(m) / rcK(a) . rbb^-2/3dMEc DMvfmh / PRN(frHe) = log(arcsen/)vo^-1wm^n-2hN/ Fuv^uv . Kpc 3242n 8Uo = Fuv^Us / Ka . pu^-i Mo(at) = N(na)^uv . K(a) / rc^3 Er^2.ST(a) = 2/ rc^8t8T -ER(kpc101)^2 dp(gs) = v1^-1/2-vo^-w^2rci.AEc / d(ts1)^2

(-K^-)! = Ak^+p Tsen^2 0º (V) -nqcos^2 360(a) / ATK (pi^n, Ec3) + q'^Qrpd^2/2 DM = ds^5 . -int)^4/5 / F^uv . -A-K^-^pn + Mo(fq'pq2) dt2 / 5D(nagtp)^-bbcs^2 = c(a |Dx| = Ec^3/2 / -Q^T01q2 . pqu (R,K,Dq) = 3N /OKN(a) = -0 . Rdd^2 / Qdt742(SO) Z|fXd| = - Fuv^uv + 3Ec^2/1 / -SVq v = -cos21 (n-2)^n+1d/

F^uv.Ruv / qG(c^2) = -dt(q) 300101kpc^1GeV - AEo(ac)• / |Dy| = -(dts)^2/q•s(sv) 2py•(|Dx|^st^-2/q) = uEOScc > d(dSO) < 1 || See Methods! 2/1 inv(ka)^2 = i4D^-4/3 . dts(1q) + 2dt / md(uuv^uv) |(C)| = 2 / rc^Ek(a^nt) . |Dx|^1 st(a^2) = PR(1.120 < 1.210) . -c^2s / ddrs^3 + ss(vq)^1/2 < (Dw,Ge,No,Cs) vo = v1 = +-1dt 1/8RP(th)^-1/3dts1+-1/2dt = 1/3dts1^7212

AK(cfa) . CH /-T = -At^2 + cj(a^2) / -g^2 < jw < gz=o < -2/1 F(dr)^uvT AHe . k^+/ACO2 . -k^- = Hdro -K^-(n-1)/p(aE)^(n+2) = 2sq^(-3/2)n) . K^(n1+1) q(b^-)rs - p^2 . |Dx| > q(b^+)p . |Dy| |Dy|/1/2pr^(n+1)• = Loo(arcsen^2(45.3124º))/|Dx| . xp^2 (AE,z=1,n=dpx)/1 < 2/(AE,z=1,n=dp'z) = (3 . Ec'/Qz^-0) + 5^pq'/4(Ttd . -pmf . Ud) Mu^drt2/to-dt1s' = 3.134gak1v . at^2

8/2ab^b'c|ax| / qt3E(pn) . Thd( = QoV 1/2TcsGv(KN) . V(He) / Od(CO2) . Od(He) = g08ru'imy^-eish/at^2

Oc|mx| = ad^2 || MGg•Kfu/^(-e^2).+eK.piu' Kt(a) . dgid(ntciby) = ucvg /e.(d^2)gv(a)

Ort . g01pi = chmg'p|y| / (x)out Kpc(a) = 10/4 Ecv / 4/2 Ecb C(n+1)^(e-e+)^2 = At1^2/-(D(n+1)ts)^2

n+1 = -dqrs dL^2(K10vmuo) = -dqrs . -(c)^2•K-0v -pfs = -0K + Ddv^-2 -cs^1(Heh) = dr^1(mhu) / (/)idK10(GgeV(h')dmu)) F^uv/ rc^((log(j<0)Eo^(n-1)|K|(at1d)^2)) = (t2n)^-m^2 + ((3.4/(16)^2 Fuv . 16/4 GeV))

qrd^4/2 / F^uv = Fuv(shd) . (qd)'^2/3 cpf(FR) . ((l0cos(qs) . -pe(logtdd2)) = dt(qs)' . |enr1'sK|^1/2 SO^-(cbz)^2 = (-K^-). -K^+(F^uv) . Fuv / e-ff(dx)c' . |Dy|^mo (-inv)^2t3o•Mo^Er'pHl = RT3/4 . (n)^n'r|fy|.dtv^4u/5mf|Lp\o| =(ti3-dts'.prv')^(3-n2)/(t2-t1)^2 FGmVv^EKo = U.TD/log(Oakd8d4.5)^3(cbz).SO(fhz) - ((qu'h)(t2/4vMo)^u'')) ST(ad)^ik = Odtr^u || -cn(sh)^out3rgdd)) -FG^-fg0/Fv^u = -2/1Fuv^(uv)^2 . n!(Or//rki^) / log(-9/8arcos(1/2R5/4P5/3Mo3/2Ec')) Cs^3 - dt(qdf)^2/3 . -pK32 = -Tvts3|• ||^3mo + E(sd) / R(vc)^((3H(dû)h2r)) . Pd(a^2)F(Dxo'-0) > || EFu(v)^2/1 / ph(ri)^1/2(msd) gu^2 . ip / F(ar1d2)(lm2) = drl . d3chz(g4h') dtt^2s .rqs (arcsen180^(n+dy') = R(log1)Pc(sht)^3/1 / 1s gmc• . -sr^3 . Fu(sz)^2 / Fvi . g(cv)^(dm-1) = at^2 + dtss1

im(qvt) . -i^2v = (^)3pbx / -dt(mq4/8)^02 -wo^rd2^2/1wi = cj^1/2 + dr(vprp) / d(a^2vdc) . ih(fr) + dts(mq)^d(dmû) d(a^2)^(n-2) = avnt(HTh)/rdt ddpp^2 = -ns . qT^Fuv / fr(ka) gi(NGC(•out)) / rc(a^2) = Nns . K(a) / QrT(dy) || || = FvRu - dt

qpcs^^^(Ka) / Di = ^O2 :/... (3Hcs) /K|Ddy|dt3oMo ... //-xo*•||DYH4|.intsv,5Ho?

expt^-1 / -(R)^2/1 = -Ut2 . -2/3I1 31176683434 = dd86321 |* || / 5/4.Fkq^-Kn = \TEv523 Gv^bb^-2 53M/ dts (+)s Emo^24 = dt(mo)qr a^a^2 . Km10 / SU^-cbz (Ddx + ^dEcp - (dg)^2/1 /mvo(sh)^2dchz g(l^1t2) = -qT / Ft^+ + p(akc)G|v|^dt^-2/1 f|DYMo| z^2 -Fuv . Tuv^uv = 3IMo |b^-1!| = (Fmdû^hcktt) 2dt^2/3Nmn(2) . - G468/3 = mstp . NG^-cEt3 / |ds|^3/4 . (dy)^2 S9 = AK(nk10(a))^n+1hg 312st . Fs(dr)^ph / A|ds|^cq^(1 - n(x)) = - dts^qp^2 /Ncgdd(y) . 2px|dx| b3h . -ait^2 = bcg / logK5n . at(n3dt)^Edv(h)\

2nt^(nt - 1n) = fT(kap) / m^2 . 3/1dh. (dt^-dt(ps)) . 3ûvg p(dvo-ar) ((MD(dgr)3id)) / (t-1)/to = (-jkt)^2^nd2 .IFv^ûv (i8923)Tt4Zn^/Nc^-1 = Kp^2ZN((gc(l^3)) / parc(2M)6754183 (234)K10^2 / 2dts -q(sh) . Fr(2)^3 = -mb . d2tr|kqz^2 / l^2(gsô^ioh) mc-((atm(sh)) / dtf3 = Ku. 983gt23/32 . r^3 /at^(c1|h2|)) mgdv . sl(di•^5/4 -8iGpdx) = d3g(dvmit*) / qpr + gart(q^2). - (g'ci(-16sq)^2 -(qdr)^2d < 3I(y)Fy^û|| ((iy)^3rq(d10)ts . qo3vo'g(dl')m)) 723(sh) = a^2 + pcm(bg) / |DY|^3425 . emok9(a) - rt^2q(hsho) + |ps|^2log(AU)•3He\d pcsv b^+)^2 . k(fhz) . pr3Hgg / -dt(c') (prEcg)cos^(1-n)! > b^- . Fuv^bcs / dtg!l(sioc^2/1)^4/1 <L . K(âv)^1 | >L . K(aû) = 30v^ i|d-xo^yv|^z^2 Euv < Fuv < -Euvo^3/1 < )KUc^Mvo) < \To^(n-3)/11Dt(vô)^-m^2 . mûE^u(a)\k|d 2Agg(pq) / R^3gpc" = M00dzg(radh) . (log FP . -R^2) / KP(dR^3o)

nagaksua' sense, throught:

EDT = DM SZ^OtD = |Di|rûa / |DY|sôa Q(tr^3) = R|Dy(dx•)| rd^at-dts, D=3, 2(qt*)^(n-1)^2

mesh:

(Ddy)grid / +-arcosF^(uv)G . ndt3^cHeK^Qq(out) fl(w)^g+ / d((log(Kr)) = Tq(t^2)/ dUr^3(i)ûd-rv(ô)(o)^2

gas, fees, odds:dn(s)^dt

$1,200,000.00 = 32GeV, |2:((2*.(xo))|, dff(pc)^-1: $300,000.00 = 8+2GeV $300,000.00 = 16GeV . v^2 / -pr(cj) + Kaqû $300,000.00 = 32_64+1GeV $300,000.00 = 32_23GeV(DM)

workflow:

FG^v^(2n-1) = ât^(n+1) / sû - v^2((1/2(bh^-â) + hbû))

roi:

roo = dt^2.(dy)/(c^2)

tissue producive:

DM = 3L^2ki-3nqT 3mû = log(gt2)^ish(a)^2H . ch^-dts fHe . v(isH)^bmû (DMrtmc) = Ads(mû) / -(H^+) BDZ(He) = \FRpmû d(ch) = 1/2(3/1)m -K(a)^n! = DMat(a^2)d^2

guage drift:

QAT = 3/3cx-4/2js Lkqx - K^(He+) = ddr(gc), T(nq) 1drts . -at / DM(d)-arcos270º = 1drts . -(at)^2 / adt2 \ dr(dt1) . dts .at^2 = -(dts)^2 . at' || (-p)dp# , -1/k . K)) +-e^-e^+ = 2d2t(sjl)^(nv+1)

gaussian flow:

He^a^2:(2/8gm1-2/1gi64/nT.(dst)^2 = vAc -FRgab^- = (+-gc(rd)^2 / -h . dt^2 d(b^-)r^(2n-1m)t^(n-3)/mu = -e^-

luminar strenght:

F^uv . Hû = intH . Fuv / RFtc(îdm) 3/2 + dt = E^oc" . Kict^-3/2 G(io)^gri / Duû = +-dt . (p^2) / +-1U

energy:

(HeQ) 3Q4q(16_64yg)2R^3 Dtd(di)+-9yg 2 = Di + Dy Hgg = sû . Opc / v^2 + Dk(aû) ci/r^3 = 2vo . 8Eoc

2038 grow:

8,500,000,000.00 blô||lô4c cs<cx xi = 4/1 |drc| xy = 3/2 xo = 1/2 +-(dc) / t^2

lens:

FGv*Nn^(ats)/R^3 . ((+-n+log(1aû)) 1/2ac = Fû . log(dr)ûs / dt1^-2 DMû =/ m^-e+e (DM(-arcos270º)Evoa)/(-dts)^2 - dt(SO) = intv(-shxo)arcos70 / arcos70(shxo^1) f(x)le^ug+ . -log(LKQ)^-2 / +-q^3 . a^2 = co D = 2vo /(dy)/s3 = vT3 (dy)^2 = 3/2(gip) + int(l^2)^(n-1-2)+(2/2dN|Dy) + 5/4drs - d3/2)

mb:

2px(ch) -mb=0t (d is out) Texpt^-1 = pc + gct (n-2)^2 = cTs(âû) / ph(cmb) . dts(dchg)^3

cmb:

K^+ . b^+ = ph . cmb n^vo = E(dc')

quantile:

gp = V^2o^(-2+n!) / -|Qxy|^3 (pb)^nô3/2nî = cmb^3/1 . e^2 +drq0* -(sh)^3 . ptdd2 = p^2 . At^2 / 2

btc:

KPZN (10,101,500,3000,8000,....20,000.00) Di = (/cp^h) meson |px| (px)^2 = IPC

1AU:

circinus (D = 2vo^d(tzn) . Ecp' ) cygnus leo coma berenices a^2 . 5/5dRH = Smesh^(n+2)* / (-ib^2) . 3vho

bubbles:

panels = 2y'(px)|Dy|, (dx)^-2/1, dt=0, DM(dt) = ck(He) ld^-2 = -3(dxy| w(ce) = AH^- kq(br) = b+^2

K9 biology systems:

(35.2)I27 / (-dts)^-3/23* = -(cHeQ)^-2 . brdr^16piG / 5dc . 3c^2dt(rpx)^3 dtNGC^-16/8i/At^2 .r^3pr|x| = DTN(2vo) + AE2c'iD^9/1.4 -(R)^2 . Dt^-4/2 = -Dtvû^-1/3 3/2(SU^nl^n!) = 200y (FR(30º)^/64, -PR/16(dt)^n!, Rdmod|dy^|^-^/32)

DTZNff|gp(2dx|^dnH| D =2(vo+-mû)/3(+-e^-e^+) |ce/2?* ) (dmo =HCDv?||:= t/to^2sq(vo)ccns,dgvo!)))cps 30º/2))|^= (99%/2) || 3N^|(4dd5dd(Tsd) - 1))2vo (TLMff) = s!|dy|/|D|Dx|) PR = (2Vo/1vo)2s^n . dt(yH)3|

milky way prism:

SU^-n = (PR)iD|y| . log+-(FR^2)radq(t^2) / Tn . e^-2/4 Avrg(tech) = 3/1

no staking:

elrond ||e |)a=vo(| an elf can wait many years /((800y., aprox.v))/*^smo avrg sample = 1/3 dt^u^2/1 p0e=))s^na)^u /c td)mu^(1/2dmo)*gpn^n Dr^3s^t! = d(intv)^n^3^-m^-1 KPR (100kpc) = (30,99,-2,Dvo))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))tTquo(KPR))((((7171kpc))1.)

zhukov methods:

NGC ((2261))w|:=CDPR)) R^2 / R^3 -R = Dy m^2 -1 / m^3 -1 = Di (Di, Dy, nds) = Poch /? KPZN compound's composites

bryn and mikita methods

Td^(n-2)c^(n+1) = bRNA fields Epoch = - N(dy) / To . c^2 bch . dt(r^2) = - adq / tc^|dx|^-m^2^(n!-1)

nasa non-linear instrumentation:

there isn't any sample of intelligent systems "ashtray?" perpetual margin' for current vibration clean ce areas

usa army:

dt= log(0| received SO's fermionic bubble's giraffe panels (2p(x)^2, Dy/(dx), Udt, -R|dx|)

skyrocket:

Ud = b(msi) ph(in)^((-br(ps)/c^3)) = f(mc)dph(u)(v^3) bv^(vo)ns)^u msd(v) = 20sd AHe(sf) = r^2su+-gsd(Hc) -Ts/ = dpi\ / sT(dm) / dst dtr = 3/1 Udt / 1/2 Es (ch) psm (H) = ((F(sc')Eb))HT / Dts ss^(ds^+-1)ch^3/2Er/(3cf) . Eo^n^n!(/sr(dNn22) = r^-g(fc)H KS = r^2(Hc^2) c^2 = s(c')E^- (ch) Hoo (-pr) / ant(Hs) = c^3 . dt^nsd / dtr(Hsu)* - (imtv /fso)^-pn!* ((v^3(out)) - |T|^-nd(cH) = pd^u / (dtp)^2 (oddsT)

PK(1.1'.0,FBI=) genetic systems'\dtr^27(-1ds,-1dtr,0,0) = 0 (pfcdt)^nH . (pfB^-(e^-,e^+))(

K(1.0)-cd\ = -dtr/ log(dts)^2 FBI = -1/2memo^n^n! cTH = v-vo -ch/3H . at^2 = p^2/-dt -r = ph + c^3/2

horizon 2030

4/3 bH = gdc^3 DMdr = lo(g) p^2 dtr 2/3 = 3H*

dm(shau) = pi(aush^3)/dmH.gu^n!

dts long live learning 1/2 america 2/3 china . russia (1/7,1/6,1/7,1/9) ce

1/2 SM(dsh^d(pi3u))/dt^log2D(x)^3drms^-vi^2N(cfj)^vlz^2(dg)^3 1(dt) = 10x'(dt)

Vo(dtzn)~vo(tzn)

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rash ce (KPR50y) = 9/1ce

hackectt+(p^2)^log(ebs- = |dx| . lis^ctt / d|(msi)| . SU/SO

qubit difficult problems without tensor\drop quantile))

e=(ee)+- bad m(e)son: = peer review a lot\

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DMcd msid mush ph(3Mo)^23Ec' parsc* mdlbb (eucn)\di flux gzfr(rdz/NGC) |dy| qT-^2-q^3 -q^3 =T1 -q^2 = T2 sd= dy|| arsen^3(0)c(F3sh(gcHu)c'dHcsd(ssv) = v\ UT = -logqarcos^3(360)ssv^ d^3(v^2) di^2(m^3/2cc) = epsilon (Ecv') / parsec\NG(v^2(64-0,EDd)))Mo (dy) = c^3(sh)/c^2(mUT) -qssvv / -Dto^2/3 +dt'^3/2 . log(EVMo)^2DcE

1ch/3sh . v^3 = Pi^Mo / log (Pu) |NK|-m(p)^2

H2

3M + log1E' / FuvG(2-UT3Dtr/1d62psc) . -logF^uv (8dt(r^3/2dt(s)^m2 = G^8321d/45dd 0D = 4Mo ((O, 2so+-H^logs+-H^3, +Epc' gtc(r^3)U3/7pscd))/3H.*

LOG(R(y)^3P(x)^2) = ddrr/ TRP v^2/ (KPZN)dmsi^2 = logU (+pi/-pu) . Mo d3U(2sh,1SM) D(EN) +log(mu) = (dgtr)^3 . -log(bb)^2 (2pi^2, 3pu^3) u-log(pu)ât^2 = 2d1ts^3/2d2tr^2 mp^2/3/mp^2/3 = -logdts(at^2)/TZN(NGC*pcss(v^2)) at^2 / dtr^2.dts^3/ = p^2

+Kpc(a^n) -g(drs)1/3(PCZ) (3sd)^3 = pi^3/dtr(NGC) .-log(pi)^3 .u^3 || 2Mqmsi<TSUmi^2/3

drs /dts . K10^h^3s/2m = p^2(vo)^dc^3t / K9(dtr) . -G(1.0, 2d^DRP)

FR = 1/2mu(3) FR(si,hy^2/htc(su)) = 2h^2-3dz,d2su/3

r^3s^2m^3-log(pi).log(u)^ngc^n = 1Mo

trust

kn

O|H (ch)mpsu(dy) =log (r^3,l^2^nipu)

2px = K(log_(KN,Q)v(ca)c = ch(a^2)/ msi^2 . tch(ca) 2v+-log /dpg)Ho^vs.log dtsr^3-m^2^n-|log1c|^RT(Pi)=c(z^2) = Hcms^2 -R(gm^2)^-phfvci(12<21,KPC,1ME<2EpcN)*

KN+-log^/(NGC)(gt)epc' = HP<HD

3px(2?KN,1-1HOch^(n)) KNgmsi = 3ca(vfc^3) = blame/cut off companies

P|dx| = D|dx| = MHe(ch)^logKTN^-l^2

-log PNGC ch(ca)^-mspi(ch)s^2^-! =SD<DH<Hdsu^nD^-ED'!

+-msiRP < Tch =-bbout\

2d(msi)^1/3k-k+!

k9^! (msi)^n = 1/3^-n dt^(d-1)< d+1 < r^3(a^2)/log(DH)

d4 2KNch = RK10 (kerolox) log(dtr

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d4m, PKNc', dmsiv,

g(ca)^ch|aussi|(ca^ch)+-logmEc'^-m^2 +-logdT^3

astronomical units (AU) = n

dt(r^3) = quantile (d4) ~$50Kpc

msi - qdgbbSOsuvigaze/

dszg = PR

logTZN^(AU^2-a) = (d4, 1/2, 1/^3/2^-1, 4/2^2/3-1, 5/2^3/3-1,) GF15,e^2/D'SO,diRi`-ngc./?/p^u2y,(vo),O,|M|,e^2))

log^4/3,TZN^3/4> 2,Mdt,Pdts,Ddts,310\gu^O>msi^2^v^3

15|),)/59(((((dtr^3/2^2 . dts^3/1^2,v1|

d4^-dt^2,log,msi,a^2,jkt pi,d3PR 15,+dt,34554,8e^2dt 8/3,-q,2msi,1vo^1/2^2,dt^121.0 2E0^1/2dt24/7<ce<c8e)^2 chgb>chscHto

S10,Trs, pi,rad, O +beta

-1/3 dp, -1/3dtr, -1/3 dts, 1/3 dsz < g(U)log DP

Fuiv^3 = d^3vodm r^-g=KPZN^v3uiv r^2tv.D^2=Vodm ^=iPe^d3v DPA=r^d^3iv-r^2dto^vu KNodds^out=-Pe^v -aint=dp^2/dvo^3

stand for running:

C00=(o)trx/rc2pi C01= rtch/dsmo K100`mobb=23Gsh/ 4pi

rish

po/pi= P'obs/k100.4/pi 80%ds=71,2%dtr(mo)= 20%rt|dx|mo dsz^2=wo(pi)-wo Kpc(sun)^pi/4= |xt|^3+|dy`2| dHz + T |dx| = nEi=/1 -pi.Ua

6T LUNC coins are burned by dark matter that it's ordinary matter means nothing in global cost by SEC branchs orders at 0,3% stock reserve

KPR 453 -PKR345GeV = GF271GeV . 1/16(gaze)

avec contrinutions failed in short stage XLM cos^2271 - rdz sen^2 1/16 = GeV pi/rc2TLM + sen^2 30 XLM sen^2272 = GeV pi/3 . sen^2 0

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pi/360|dx|= GeV . R^2k . |dy|

clozapine guides experiment control trought PKR 101/pi at GeV 40 Mdz

Ekab,i=nk3; Fdp`2 * pi = 0^1/3 really love ds(sh) is out and only odds for extinguish

if LUNC won`t hits 0.01. Stock market capital loses credentials in oceanic intermediary action. It's true

carlos (areware) shares quarks connected with epsilons in GeV giraffe type as an interface describing antihalos of primordial black holes grouped by clusters. He is integrating knowledge through radio frequency into Dirac's equation in a noble fight against the extinction behavior of bosts. then areware the fermi, w, higgs, dyson boson is combusting. difficult problem to solve when the objective is dt= 0

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SEC is waiting for -^1/3 to install elon robots at -^2/8. dementia any result you don't want to share in linear stablecoin transaction to freeman dyson is losing a high branch, high class included the result is not tr in sh, it is a dts program

how much cost your dt? mine is infinite, but the regulation travels very slowly in the navigation system. your dt cuts the vine prime hard works everyday in ^CMB

elon and nasa go launchpad nonlinear proyect. rest means nothing listen to me, if you not risk, not rich, only rish; my phcmb) It's as if Apple could never have existed, for example space x \in the afternoon (18:18) pm, the sun uses reticular system "R5" T 1/16 in dyson to sin^2 equation, in any infrastructure ,where it is enclosed" Goal·

sin00 at TGR flow on gamma . x ray. at 1/8 cz=gamma ray and x ray by different infrastructure at 4/1 . K-2 )))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))) KPR 555/1-2 deal?

So ? will know how trductions carry R5 =msi^2app and Ka(ua) andromeda gig

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-Kab (wiwo rish) = sd^n+1 + CH1^ka / EUa(sh) . mo^2 = Fvmfev·16/1pi^1/3 / c2^n+1/ rcmo^2-1 = Ax`dy*/ dt^pi2

If you are able to burn 5 trillion LUNC for a higher quantile of the Euler-Dyson equation without having to go back and push a bit at bit pulse in each black aguro Kva deposits and decays This is a luxury where you are burdened by creditors and debt brokers, less factoriality, your final voltage is different. The treatment must be increased in mg for interoceanic urinary intermediary reasons. You will not pay for the elimination of hydrostatic pressure in the body through the combustion of inhaled gas?* d4 = cos^tr I agree^1/2 . 1/2 ^2/1 pu 1/2Lj^n=0 = KPR 1450· n=-2/ xtr(j)^n=--- = zw(CN) Vai(u) = RKN101*wiwo gz001 = 1/2 c . -j2/1 / SO3 msi2^z2 = CRU . (S8.R3M)

GP = SGA* amygdala = Z2 .RM5^4 / (N +1)^-2m^2 |dx| = Idsv |Dy| = IL(tm)^4 zmi = IC o wp^2 /dsv 40Gev = CLPi . KPR/n

Z1f,m n=1/2 0 g1.12 Zq( n+1) = dszg^K3.51 Z8 = rcmo' Z1* = msi2^KN dsgz4 = -Ej(sh)^2/mo(CH)

Z0t1 = Rm . . Id4 . mo^(dx|· Z3out = dy^rad3-4 odds Z3out = dy^DG 5-3 class z=1 . e'/log (E) = /dsv^4 . pU^u'

F^3 u.^ = d^3(vo).DM rc-g . D2 = Vo(dm) rc2 . D2 = V1.010(dm) 1 = +iPe^rc3v DPA = rcd`3^ - rc2dto^v4 KN^out / odds = -i . Pe^v^

SU(2) = -mp/dy^ . -JA (aint) DPA^-R(R) =1/3-dt(pi) = dt(p^2^) . -g2/pi

dt(i=md) =2|dy|^-jvo / -RE(jr)^1/2 DH(193)^00 = Vo(RjA)^rc-g(kpzn^d3 M^dd3 (pi!) = RE· RC2

n^n! .pi(earth) = dsv5 dx(p^2) . pu9 = piIC(n+1)

p^3 = -p^2 . D12(ar)

KEROLOX(sh) = SO3/+SD7* 600gr of clozapine by aint 3px· CR + FR = SU^(nh) any parsec navigates. ecluidean geometry. dt^3 = v^2(max)

delta185 avatar Apr 14 '24 10:04 delta185