3.12.48 \(\int \frac {(-4 x+8 x^3) \log ^2(2)+(-32 x^3-16 x^4) \log ^3(2)}{-8-12 x-54 x^2-49 x^3-108 x^4-48 x^5-64 x^6+(192 x+384 x^2+1056 x^3+1248 x^4+1356 x^5+864 x^6+192 x^7) \log (2)+(-1536 x^2-3840 x^3-6912 x^4-8064 x^5-5088 x^6-1584 x^7-192 x^8) \log ^2(2)+(4096 x^3+12288 x^4+15360 x^5+10240 x^6+3840 x^7+768 x^8+64 x^9) \log ^3(2)} \, dx\)

Optimal. Leaf size=30 \[ \frac {x^2}{\left (-x (4+2 x)^2+\frac {2+x+4 x^2}{\log (2)}\right )^2} \]

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Rubi [F]  time = 180.27, antiderivative size = 0, normalized size of antiderivative = 0.00, number of steps used = 0, number of rules used = 0, integrand size = 0, \(\frac {\text {number of rules}}{\text {integrand size}}\) = 0.000, Rules used = {} \begin {gather*} \text {\$Aborted} \end {gather*}

Verification is not applicable to the result.

[In]

Int[((-4*x + 8*x^3)*Log[2]^2 + (-32*x^3 - 16*x^4)*Log[2]^3)/(-8 - 12*x - 54*x^2 - 49*x^3 - 108*x^4 - 48*x^5 -
64*x^6 + (192*x + 384*x^2 + 1056*x^3 + 1248*x^4 + 1356*x^5 + 864*x^6 + 192*x^7)*Log[2] + (-1536*x^2 - 3840*x^3
- 6912*x^4 - 8064*x^5 - 5088*x^6 - 1584*x^7 - 192*x^8)*Log[2]^2 + (4096*x^3 + 12288*x^4 + 15360*x^5 + 10240*x
^6 + 3840*x^7 + 768*x^8 + 64*x^9)*Log[2]^3),x]

[Out]

$Aborted

Rubi steps

Aborted

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Mathematica [B]  time = 0.21, size = 190, normalized size = 6.33 \begin {gather*} \frac {x^2 \log ^2(2) \left (4096 \log ^3(2) \log (16)-256 \log ^3(16)+62 (2+\log (256))-3 \log (16) (155+41 \log (256))+\log ^2(16) (617+64 \log (256))+16 \log (2) \left (58 \log ^2(16)+4 (2+\log (256))-\log (16) (57+7 \log (256))\right )-256 \log ^2(2) \left (4+8 \log ^2(16)-\log ^2(256)-\log (1048576)\right )\right )}{\left (-2+x (-1+16 \log (2))+4 x^2 (-1+\log (16))+x^3 \log (16)\right )^2 \left (124-341 \log (16)+4096 \log ^3(2) \log (16)+371 \log ^2(16)-128 \log ^3(16)-256 \log ^2(2) \left (4-5 \log (16)+4 \log ^2(16)\right )+16 \log (2) \left (8-49 \log (16)+44 \log ^2(16)\right )\right )} \end {gather*}

Antiderivative was successfully verified.

[In]

Integrate[((-4*x + 8*x^3)*Log[2]^2 + (-32*x^3 - 16*x^4)*Log[2]^3)/(-8 - 12*x - 54*x^2 - 49*x^3 - 108*x^4 - 48*
x^5 - 64*x^6 + (192*x + 384*x^2 + 1056*x^3 + 1248*x^4 + 1356*x^5 + 864*x^6 + 192*x^7)*Log[2] + (-1536*x^2 - 38
40*x^3 - 6912*x^4 - 8064*x^5 - 5088*x^6 - 1584*x^7 - 192*x^8)*Log[2]^2 + (4096*x^3 + 12288*x^4 + 15360*x^5 + 1
0240*x^6 + 3840*x^7 + 768*x^8 + 64*x^9)*Log[2]^3),x]

[Out]

(x^2*Log[2]^2*(4096*Log[2]^3*Log[16] - 256*Log[16]^3 + 62*(2 + Log[256]) - 3*Log[16]*(155 + 41*Log[256]) + Log
[16]^2*(617 + 64*Log[256]) + 16*Log[2]*(58*Log[16]^2 + 4*(2 + Log[256]) - Log[16]*(57 + 7*Log[256])) - 256*Log
[2]^2*(4 + 8*Log[16]^2 - Log[256]^2 - Log[1048576])))/((-2 + x*(-1 + 16*Log[2]) + 4*x^2*(-1 + Log[16]) + x^3*L
og[16])^2*(124 - 341*Log[16] + 4096*Log[2]^3*Log[16] + 371*Log[16]^2 - 128*Log[16]^3 - 256*Log[2]^2*(4 - 5*Log
[16] + 4*Log[16]^2) + 16*Log[2]*(8 - 49*Log[16] + 44*Log[16]^2)))

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fricas [B]  time = 1.17, size = 88, normalized size = 2.93 \begin {gather*} \frac {x^{2} \log \relax (2)^{2}}{16 \, x^{4} + 8 \, x^{3} + 16 \, {\left (x^{6} + 8 \, x^{5} + 24 \, x^{4} + 32 \, x^{3} + 16 \, x^{2}\right )} \log \relax (2)^{2} + 17 \, x^{2} - 8 \, {\left (4 \, x^{5} + 17 \, x^{4} + 22 \, x^{3} + 12 \, x^{2} + 8 \, x\right )} \log \relax (2) + 4 \, x + 4} \end {gather*}

Verification of antiderivative is not currently implemented for this CAS.

[In]

integrate(((-16*x^4-32*x^3)*log(2)^3+(8*x^3-4*x)*log(2)^2)/((64*x^9+768*x^8+3840*x^7+10240*x^6+15360*x^5+12288
*x^4+4096*x^3)*log(2)^3+(-192*x^8-1584*x^7-5088*x^6-8064*x^5-6912*x^4-3840*x^3-1536*x^2)*log(2)^2+(192*x^7+864
*x^6+1356*x^5+1248*x^4+1056*x^3+384*x^2+192*x)*log(2)-64*x^6-48*x^5-108*x^4-49*x^3-54*x^2-12*x-8),x, algorithm
="fricas")

[Out]

x^2*log(2)^2/(16*x^4 + 8*x^3 + 16*(x^6 + 8*x^5 + 24*x^4 + 32*x^3 + 16*x^2)*log(2)^2 + 17*x^2 - 8*(4*x^5 + 17*x
^4 + 22*x^3 + 12*x^2 + 8*x)*log(2) + 4*x + 4)

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giac [A]  time = 0.40, size = 39, normalized size = 1.30 \begin {gather*} \frac {x^{2} \log \relax (2)^{2}}{{\left (4 \, x^{3} \log \relax (2) + 16 \, x^{2} \log \relax (2) - 4 \, x^{2} + 16 \, x \log \relax (2) - x - 2\right )}^{2}} \end {gather*}

Verification of antiderivative is not currently implemented for this CAS.

[In]

integrate(((-16*x^4-32*x^3)*log(2)^3+(8*x^3-4*x)*log(2)^2)/((64*x^9+768*x^8+3840*x^7+10240*x^6+15360*x^5+12288
*x^4+4096*x^3)*log(2)^3+(-192*x^8-1584*x^7-5088*x^6-8064*x^5-6912*x^4-3840*x^3-1536*x^2)*log(2)^2+(192*x^7+864
*x^6+1356*x^5+1248*x^4+1056*x^3+384*x^2+192*x)*log(2)-64*x^6-48*x^5-108*x^4-49*x^3-54*x^2-12*x-8),x, algorithm
="giac")

[Out]

x^2*log(2)^2/(4*x^3*log(2) + 16*x^2*log(2) - 4*x^2 + 16*x*log(2) - x - 2)^2

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maple [A]  time = 0.26, size = 40, normalized size = 1.33

method	result	size
default	\(\frac {\ln \relax (2)^{2} x^{2}}{\left (4 x^{3} \ln \relax (2)+16 x^{2} \ln \relax (2)+16 x \ln \relax (2)-4 x^{2}-x -2\right )^{2}}\)	\(40\)
norman	\(\frac {\ln \relax (2)^{2} x^{2}}{\left (4 x^{3} \ln \relax (2)+16 x^{2} \ln \relax (2)+16 x \ln \relax (2)-4 x^{2}-x -2\right )^{2}}\)	\(40\)
risch	\(\frac {\ln \relax (2)^{2} x^{2}}{16 x^{6} \ln \relax (2)^{2}+128 x^{5} \ln \relax (2)^{2}+384 x^{4} \ln \relax (2)^{2}-32 x^{5} \ln \relax (2)+512 x^{3} \ln \relax (2)^{2}-136 x^{4} \ln \relax (2)+256 x^{2} \ln \relax (2)^{2}-176 x^{3} \ln \relax (2)+16 x^{4}-96 x^{2} \ln \relax (2)+8 x^{3}-64 x \ln \relax (2)+17 x^{2}+4 x +4}\)	\(107\)
gosper	\(\frac {\ln \relax (2)^{2} x^{2}}{16 x^{6} \ln \relax (2)^{2}+128 x^{5} \ln \relax (2)^{2}+384 x^{4} \ln \relax (2)^{2}-32 x^{5} \ln \relax (2)+512 x^{3} \ln \relax (2)^{2}-136 x^{4} \ln \relax (2)+256 x^{2} \ln \relax (2)^{2}-176 x^{3} \ln \relax (2)+16 x^{4}-96 x^{2} \ln \relax (2)+8 x^{3}-64 x \ln \relax (2)+17 x^{2}+4 x +4}\)	\(109\)

Verification of antiderivative is not currently implemented for this CAS.

[In]

int(((-16*x^4-32*x^3)*ln(2)^3+(8*x^3-4*x)*ln(2)^2)/((64*x^9+768*x^8+3840*x^7+10240*x^6+15360*x^5+12288*x^4+409
6*x^3)*ln(2)^3+(-192*x^8-1584*x^7-5088*x^6-8064*x^5-6912*x^4-3840*x^3-1536*x^2)*ln(2)^2+(192*x^7+864*x^6+1356*
x^5+1248*x^4+1056*x^3+384*x^2+192*x)*ln(2)-64*x^6-48*x^5-108*x^4-49*x^3-54*x^2-12*x-8),x,method=_RETURNVERBOSE
)

[Out]

ln(2)^2*x^2/(4*x^3*ln(2)+16*x^2*ln(2)+16*x*ln(2)-4*x^2-x-2)^2

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maxima [B]  time = 0.42, size = 96, normalized size = 3.20 \begin {gather*} \frac {x^{2} \log \relax (2)^{2}}{16 \, x^{6} \log \relax (2)^{2} + 32 \, {\left (4 \, \log \relax (2)^{2} - \log \relax (2)\right )} x^{5} + 8 \, {\left (48 \, \log \relax (2)^{2} - 17 \, \log \relax (2) + 2\right )} x^{4} + 8 \, {\left (64 \, \log \relax (2)^{2} - 22 \, \log \relax (2) + 1\right )} x^{3} + {\left (256 \, \log \relax (2)^{2} - 96 \, \log \relax (2) + 17\right )} x^{2} - 4 \, x {\left (16 \, \log \relax (2) - 1\right )} + 4} \end {gather*}

Verification of antiderivative is not currently implemented for this CAS.

[In]

integrate(((-16*x^4-32*x^3)*log(2)^3+(8*x^3-4*x)*log(2)^2)/((64*x^9+768*x^8+3840*x^7+10240*x^6+15360*x^5+12288
*x^4+4096*x^3)*log(2)^3+(-192*x^8-1584*x^7-5088*x^6-8064*x^5-6912*x^4-3840*x^3-1536*x^2)*log(2)^2+(192*x^7+864
*x^6+1356*x^5+1248*x^4+1056*x^3+384*x^2+192*x)*log(2)-64*x^6-48*x^5-108*x^4-49*x^3-54*x^2-12*x-8),x, algorithm
="maxima")

[Out]

x^2*log(2)^2/(16*x^6*log(2)^2 + 32*(4*log(2)^2 - log(2))*x^5 + 8*(48*log(2)^2 - 17*log(2) + 2)*x^4 + 8*(64*log
(2)^2 - 22*log(2) + 1)*x^3 + (256*log(2)^2 - 96*log(2) + 17)*x^2 - 4*x*(16*log(2) - 1) + 4)

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mupad [B]  time = 32.59, size = 190805, normalized size = 6360.17 result too large to display

Verification of antiderivative is not currently implemented for this CAS.

[In]

int((log(2)^2*(4*x - 8*x^3) + log(2)^3*(32*x^3 + 16*x^4))/(12*x + log(2)^2*(1536*x^2 + 3840*x^3 + 6912*x^4 + 8
064*x^5 + 5088*x^6 + 1584*x^7 + 192*x^8) - log(2)^3*(4096*x^3 + 12288*x^4 + 15360*x^5 + 10240*x^6 + 3840*x^7 +
768*x^8 + 64*x^9) - log(2)*(192*x + 384*x^2 + 1056*x^3 + 1248*x^4 + 1356*x^5 + 864*x^6 + 192*x^7) + 54*x^2 +
49*x^3 + 108*x^4 + 48*x^5 + 64*x^6 + 8),x)

[Out]

symsum(log(48927106351753068544*log(2)^31*log(16) - 331248759792354721792*log(2)^32*log(16) - 8624213142429405
020160*log(2)^33*log(16) - 22947101109348340858880*log(2)^34*log(16) + 285713260276778845339648*log(2)^35*log(
16) + 14806970883665735712768*log(2)^36*log(16) - 1995568773893899293818880*log(2)^37*log(16) + 11817722123381
28714727424*log(2)^38*log(16) + 5893513370621317226692608*log(2)^39*log(16) + 1208925819614629174706176*log(2)
^40*log(16) - x*(653679471514318012416*log(2)^31*log(16) + 5698206450128284286976*log(2)^32*log(16) - 73201130
040911342862336*log(2)^33*log(16) - 222500159446254260060160*log(2)^34*log(16) + 832861848016701704110080*log(
2)^35*log(16) + 7764460265008877065469952*log(2)^36*log(16) + 878595361800693806530560*log(2)^37*log(16) - 832
87934936514163604717568*log(2)^38*log(16) - 106366582660155888793288704*log(2)^39*log(16) + 223500160901254568
673804288*log(2)^40*log(16) + 609298613085773104051912704*log(2)^41*log(16) + 464227514732017603087171584*log(
2)^42*log(16) - 113990610168374624256*log(2)^31 + 690127103298627436544*log(2)^32 - 10009777092987329708032*lo
g(2)^33 + 110581551883641371492352*log(2)^34 + 98925186709293350518784*log(2)^35 - 2557136734719157873934336*l
og(2)^36 - 4138713517990108062547968*log(2)^37 + 23417385285067253684895744*log(2)^38 + 7853679153288953149050
0608*log(2)^39 - 30185366558502772205944832*log(2)^40 - 410128084304262947519070208*log(2)^41 - 58028439341502
2003858964480*log(2)^42 - 309485009821345068724781056*log(2)^43 - 2985332610192472276992*log(2)^31*log(16)^2 +
6451154264629102772224*log(2)^31*log(16)^3 - 6420790995941370888192*log(2)^32*log(16)^2 - 7266796689542545932
288*log(2)^31*log(16)^4 - 8068757178788037525504*log(2)^32*log(16)^3 + 221572008095449847169024*log(2)^33*log(
16)^2 + 4623152183078673186816*log(2)^31*log(16)^5 + 14626750337377250574336*log(2)^32*log(16)^4 - 31271542050
5010090278912*log(2)^33*log(16)^3 + 404130908878858667163648*log(2)^34*log(16)^2 - 1679171624664716804096*log(
2)^31*log(16)^6 - 6331268442548500168704*log(2)^32*log(16)^5 + 315172512404109394968576*log(2)^33*log(16)^4 -
408681345942353816322048*log(2)^34*log(16)^3 - 3697179962004358293356544*log(2)^35*log(16)^2 + 324799605125960
171520*log(2)^31*log(16)^7 - 308406502482331566080*log(2)^32*log(16)^6 - 226396890016637326983168*log(2)^33*lo
g(16)^5 + 115093847961892319920128*log(2)^34*log(16)^4 + 5505378887330908371681280*log(2)^35*log(16)^3 - 10764
470682847702092349440*log(2)^36*log(16)^2 - 25940733853654056960*log(2)^31*log(16)^8 + 795515838178724413440*l
og(2)^32*log(16)^7 + 100852961536988546072576*log(2)^33*log(16)^6 + 94604126982019435462656*log(2)^34*log(16)^
5 - 4304667633436602981679104*log(2)^35*log(16)^4 + 7456339975290064149151744*log(2)^36*log(16)^3 + 2080897877
9556575667290112*log(2)^37*log(16)^2 - 138350580552821637120*log(2)^32*log(16)^8 - 23796299855085321584640*log
(2)^33*log(16)^7 - 71831621423024993992704*log(2)^34*log(16)^6 + 1854561862194463481266176*log(2)^35*log(16)^5
- 1607965787417114195263488*log(2)^36*log(16)^4 - 30051074261646166670180352*log(2)^37*log(16)^3 + 9662316001
4375093306130432*log(2)^38*log(16)^2 + 2213609288845146193920*log(2)^33*log(16)^8 + 13281655733070877163520*lo
g(2)^34*log(16)^7 - 405828369621610135552000*log(2)^35*log(16)^6 - 396678784561050197950464*log(2)^36*log(16)^
5 + 16203619994346470139494400*log(2)^37*log(16)^4 - 50085418917315457136459776*log(2)^38*log(16)^3 + 17453866
520686208709820416*log(2)^39*log(16)^2 + 35417748621522339102720*log(2)^35*log(16)^7 + 14167099448608935641088
0*log(2)^36*log(16)^6 - 3966787845610501979504640*log(2)^37*log(16)^5 + 10880332376531662572355584*log(2)^38*l
og(16)^4 + 37174468953149847122214912*log(2)^39*log(16)^3 - 257501199577916014212415488*log(2)^40*log(16)^2 +
377789318629571617095680*log(2)^37*log(16)^6 - 18133887294219437620592640*log(2)^39*log(16)^4 + 96714065569170
333976494080*log(2)^40*log(16)^3 - 290142196707511001929482240*log(2)^41*log(16)^2) - 6989586621679009792*log(
2)^31 + 125019925655804968960*log(2)^32 - 784923371855149006848*log(2)^33 + 15275129072130153512960*log(2)^34
- 39083894890984036630528*log(2)^35 - 239111308369441635434496*log(2)^36 + 652350657422664583348224*log(2)^37
+ 1259396111400298507927552*log(2)^38 - 2805085690824569256935424*log(2)^39 - 3475661731392058877280256*log(2)
^40 + root(39891853389577611902976*z^9*log(2)^5*log(16)^5 - 86060733699094216704*z^9*log(2)*log(16)^5 + 326184
205507809509376*z^9*log(2)^3*log(16)^8 - 290285171330431057920*z^9*log(2)^2*log(16)^7 + 2215816992556113199104
*z^9*log(2)^3*log(16)^6 + 123842530044178792278650781696*z^9*log(2)^16*log(16)^2 - 396872533481067980427519590
40*z^9*log(2)^15*log(16)^3 + 5454138023163812483180789760*z^9*log(2)^14*log(16)^4 + 29879812499114988439968153
6*z^9*log(2)^13*log(16)^5 - 211052981826882783179440128*z^9*log(2)^12*log(16)^6 + 27482585573562273629208576*z
^9*log(2)^11*log(16)^7 - 1246561192484064460800000*z^9*log(2)^10*log(16)^8 + 78974202988091481407839272960*z^9
*log(2)^15*log(16)^2 - 19800736991040315305911910400*z^9*log(2)^14*log(16)^3 + 35741402510903096220057600*z^9*
log(2)^13*log(16)^4 + 1223249500935658468131471360*z^9*log(2)^12*log(16)^5 - 306705910296687194438369280*z^9*l
og(2)^11*log(16)^6 + 32893259498315505740021760*z^9*log(2)^10*log(16)^7 - 1371217311732470906880000*z^9*log(2)
^9*log(16)^8 - 51928236940559722209418936320*z^9*log(2)^14*log(16)^2 + 22653906138356001533853696000*z^9*log(2
)^13*log(16)^3 - 6044904314510044363436851200*z^9*log(2)^12*log(16)^4 + 1002092592156767649508884480*z^9*log(2
)^11*log(16)^5 - 99400540176440803291299840*z^9*log(2)^10*log(16)^6 + 5252821880948975028142080*z^9*log(2)^9*l
og(16)^7 - 106425161808327003340800*z^9*log(2)^8*log(16)^8 - 25985456805598117123973971968*z^9*log(2)^13*log(1
6)^2 + 8904500033259910636662423552*z^9*log(2)^12*log(16)^3 - 1463726986292979050238443520*z^9*log(2)^11*log(1
6)^4 + 20687960714495345893048320*z^9*log(2)^10*log(16)^5 + 32455132194194622209064960*z^9*log(2)^9*log(16)^6
- 4895014799513938934366208*z^9*log(2)^8*log(16)^7 + 235801852472521541025792*z^9*log(2)^7*log(16)^8 + 1045807
7679364933922039267328*z^9*log(2)^12*log(16)^2 - 4252626679583287373148979200*z^9*log(2)^11*log(16)^3 + 105071
5833374681819460403200*z^9*log(2)^10*log(16)^4 - 159876925083096894274535424*z^9*log(2)^9*log(16)^5 + 14373805
337304631496146944*z^9*log(2)^8*log(16)^6 - 673961781437114615857152*z^9*log(2)^7*log(16)^7 + 1153927331212506
9557760*z^9*log(2)^6*log(16)^8 + 1175256299792052575249891328*z^9*log(2)^11*log(16)^2 - 4143903734125856978129
38752*z^9*log(2)^10*log(16)^3 + 64650176991809711068151808*z^9*log(2)^9*log(16)^4 + 1854550914029806128463872*
z^9*log(2)^8*log(16)^5 - 2211484668165338274201600*z^9*log(2)^7*log(16)^6 + 288343697632312141283328*z^9*log(2
)^6*log(16)^7 - 9549428705086377295872*z^9*log(2)^5*log(16)^8 - 354577405862133891072*z^9*log(2)^4*log(16)^9 -
1122171285897950218351017984*z^9*log(2)^10*log(16)^2 + 399171427934682113755840512*z^9*log(2)^9*log(16)^3 - 7
9960309389239938543779840*z^9*log(2)^8*log(16)^4 + 8199395580102011120517120*z^9*log(2)^7*log(16)^5 + 23893318
6347363315530858496*z^9*log(2)^9*log(16)^2 - 80601531071794363376861184*z^9*log(2)^8*log(16)^3 + 1580157335556
0166081167360*z^9*log(2)^7*log(16)^4 + 9298394831979139540451328*z^9*log(2)^8*log(16)^2 + 41083204191928713216
*z^9*log(2)*log(16)^7 + 72576741127237926912*z^9*log(2)^2*log(16)^6 + 217433519037860334796800*z^9*log(2)^6*lo
g(16)^4 - 62604813896100347904*z^9*log(2)*log(16)^6 + 2287301029909015560192*z^9*log(2)^4*log(16)^8 + 86060733
6990942167040*z^9*log(2)^2*log(16)^4 - 34781060753740523372544*z^9*log(2)^5*log(16)^7 - 1206167547761271609753
6*z^9*log(2)^4*log(16)^6 - 192354918162450272539197308928*z^9*log(2)^17*log(16) - 1352536365646883796615482572
80*z^9*log(2)^16*log(16) + 66912756119322790115577692160*z^9*log(2)^15*log(16) + 38739683348011375398255329280
*z^9*log(2)^14*log(16) - 14380633479077761339166294016*z^9*log(2)^13*log(16) - 1654810668631251437947453440*z^
9*log(2)^12*log(16) + 1695121451630735519083659264*z^9*log(2)^11*log(16) - 382080505242181519143862272*z^9*log
(2)^10*log(16) - 16613830070636780816695296*z^9*log(2)^9*log(16) + 28001302559665836968116224*z^9*log(2)^8*log
(16) - 6335599650440650149593088*z^9*log(2)^7*log(16) + 613119287375828443201536*z^9*log(2)^6*log(16) - 220315
47826968119476224*z^9*log(2)^5*log(16) - 36095280241649909760*z^9*log(2)^2*log(16)^8 - 24582762843287569249075
20*z^9*log(2)^7*log(16)^3 - 16460432045742883193487360*z^9*log(2)^7*log(16)^2 + 3812507577701533835329536*z^9*
log(2)^6*log(16)^2 - 377487671839938079358976*z^9*log(2)^5*log(16)^2 + 122973282561668677632000*z^9*log(2)^4*l
og(16)^3 + 13769717391855074672640*z^9*log(2)^4*log(16)^2 - 4589905797285024890880*z^9*log(2)^3*log(16)^3 - 76
8681489346863971696640*z^9*log(2)^5*log(16)^4 - 196276919084962793127936*z^9*log(2)^6*log(16)^6 - 183481901072
9760125878272*z^9*log(2)^6*log(16)^5 + 2038004543189661253632*z^9*log(2)^2*log(16)^5 - 7492712245033376415744*
z^9*log(2)^4*log(16)^7 + 201471172650377737666560*z^9*log(2)^4*log(16)^4 - 22165008797507455549440*z^9*log(2)^
3*log(16)^4 + 1127838816842859675648*z^9*log(2)^3*log(16)^7 + 44356209745678118682624*z^9*log(2)^4*log(16)^5 -
15545798395541757886464*z^9*log(2)^3*log(16)^5 + 4966619654890161942036480*z^9*log(2)^6*log(16)^3 - 119721475
7321908357693440*z^9*log(2)^5*log(16)^3 + 132638588855041054998528*z^9*log(2)^5*log(16)^6 + 358586390412892569
6*z^9*log(16)^6 - 1593717290723966976*z^9*log(16)^7 + 121587758137205248379968290816*z^9*log(2)^18 + 901255205
71493247428497244160*z^9*log(2)^17 - 37239477867574377424481157120*z^9*log(2)^16 - 237395991075744744696132403
20*z^9*log(2)^15 + 8502961830657655140280958976*z^9*log(2)^14 + 939420088284129196372918272*z^9*log(2)^13 - 10
75155890689253891458990080*z^9*log(2)^12 + 255637045349843010236448768*z^9*log(2)^11 + 11790098290366654212734
976*z^9*log(2)^10 - 19460207080956855054237696*z^9*log(2)^9 + 4335917636540526772617216*z^9*log(2)^8 - 4130981
02265755874623488*z^9*log(2)^7 + 14687698551312079650816*z^9*log(2)^6 - 233436164811607425024*z^7*log(2)^5*log
(16)^5 + 673556266932240384*z^7*log(2)^3*log(16)^7 - 98151710219933303439360*z^7*log(2)^8*log(16)^5 - 36885837
8993352376320*z^7*log(2)^5*log(16)^4 - 1211190257092474699776*z^7*log(2)^7*log(16)^7 + 36615732518464782336*z^
7*log(2)^6*log(16)^7 + 3275199983043307634688*z^7*log(2)^7*log(16)^6 - 53175788508856320*z^7*log(2)^2*log(16)^
5 - 9932316492180586053500928*z^7*log(2)^11*log(16) - 6259056483078122766336*z^7*log(2)^7*log(16)^2 + 49394391
3405283272104293171200*z^7*log(2)^21*log(16)^2 - 111697745193015762968012390400*z^7*log(2)^20*log(16)^3 + 4396
381616790873973142323200*z^7*log(2)^19*log(16)^4 + 2869750959700828919357767680*z^7*log(2)^18*log(16)^5 - 5332
46596826690744557240320*z^7*log(2)^17*log(16)^6 + 29548117155177824256000000*z^7*log(2)^16*log(16)^7 + 2893541
64750296469628551954432*z^7*log(2)^20*log(16)^2 - 32531711100654122296651284480*z^7*log(2)^19*log(16)^3 - 1299
2699512127510086869319680*z^7*log(2)^18*log(16)^4 + 4852997890202389306851459072*z^7*log(2)^17*log(16)^5 - 591
267752442472403111510016*z^7*log(2)^16*log(16)^6 + 19910466878907783674068992*z^7*log(2)^15*log(16)^7 + 738702
928879445606400000*z^7*log(2)^14*log(16)^8 - 285637800192325736722920898560*z^7*log(2)^19*log(16)^2 + 98371693
751310900807635828736*z^7*log(2)^18*log(16)^3 - 18368248999056039214432911360*z^7*log(2)^17*log(16)^4 + 149711
9415985076891453227008*z^7*log(2)^16*log(16)^5 + 49221312653329530001293312*z^7*log(2)^15*log(16)^6 - 18180808
744995139375595520*z^7*log(2)^14*log(16)^7 + 1009060813820033903886336*z^7*log(2)^13*log(16)^8 - 5771116631870
668800000*z^7*log(2)^12*log(16)^9 - 124831590623940000968632958976*z^7*log(2)^18*log(16)^2 + 24630628253627355
554195177472*z^7*log(2)^17*log(16)^3 + 937388753107848797481861120*z^7*log(2)^16*log(16)^4 - 12550474856013244
19870883840*z^7*log(2)^15*log(16)^5 + 204809536695529274660093952*z^7*log(2)^14*log(16)^6 - 117171876654171454
97419776*z^7*log(2)^13*log(16)^7 + 69037790665081337413632*z^7*log(2)^12*log(16)^8 + 144277915796766720000*z^7
*log(2)^11*log(16)^9 + 72750650048106420194682863616*z^7*log(2)^17*log(16)^2 - 25310229592600211136102531072*z
^7*log(2)^16*log(16)^3 + 4981570747192999094035415040*z^7*log(2)^15*log(16)^4 - 495839183287916587621810176*z^
7*log(2)^14*log(16)^5 + 7131518524768016161308672*z^7*log(2)^13*log(16)^6 + 3145327788913513784672256*z^7*log(
2)^12*log(16)^7 - 228036237932676369088512*z^7*log(2)^11*log(16)^8 + 2050189183472055091200*z^7*log(2)^10*log(
16)^9 + 11113397738566568150550183936*z^7*log(2)^16*log(16)^2 - 1730273245377871585134772224*z^7*log(2)^15*log
(16)^3 - 347977740172590822444761088*z^7*log(2)^14*log(16)^4 + 177676161562494994156093440*z^7*log(2)^13*log(1
6)^5 - 25932052540748540682436608*z^7*log(2)^12*log(16)^6 + 1329392070928597228978176*z^7*log(2)^11*log(16)^7
+ 4594920680657661198336*z^7*log(2)^10*log(16)^8 - 325769614762388226048*z^7*log(2)^9*log(16)^9 - 975734914212
6044471428644864*z^7*log(2)^15*log(16)^2 + 2956087659672491455326191616*z^7*log(2)^14*log(16)^3 - 479416112984
416385910177792*z^7*log(2)^13*log(16)^4 + 32600816475657751926669312*z^7*log(2)^12*log(16)^5 + 133205807612964
2781081600*z^7*log(2)^11*log(16)^6 - 348047925730145546010624*z^7*log(2)^10*log(16)^7 + 1524407702713066428825
6*z^7*log(2)^9*log(16)^8 + 109741896929963409408*z^7*log(2)^8*log(16)^9 + 1054325623872774442202431488*z^7*log
(2)^14*log(16)^2 - 387903928159702219449434112*z^7*log(2)^13*log(16)^3 + 94358641643715969140391936*z^7*log(2)
^12*log(16)^4 - 14804334826554067802652672*z^7*log(2)^11*log(16)^5 - 20050167035881976758272*z^7*log(2)^9*log(
16)^7 - 3085423018457822134272*z^7*log(2)^8*log(16)^8 + 923378661099307008*z^7*log(2)^6*log(16)^10 + 439717063
721098183459209216*z^7*log(2)^13*log(16)^2 - 100163275206331687237582848*z^7*log(2)^12*log(16)^3 + 77244379879
36607636815872*z^7*log(2)^11*log(16)^4 + 983985440664791726161920*z^7*log(2)^10*log(16)^5 - 563623945692033790
77120*z^7*log(2)^8*log(16)^4 - 25715459326234001080320*z^7*log(2)^7*log(16)^4 + 3861909841379328*z^7*log(2)^2*
log(16)^8 + 1103104398484302980972544*z^7*log(2)^9*log(16)^4 - 467987975245246475796480*z^7*log(2)^9*log(16)^3
- 30229233644077056*z^7*log(2)^2*log(16)^7 - 1098105262815021170688*z^7*log(2)^6*log(16)^6 - 5283276353251364
04480*z^7*log(2)^6*log(16)^2 + 12904500695113138176*z^7*log(2)^7*log(16)^9 + 15363997671139118678016*z^7*log(2
)^8*log(16)^7 + 232469737601699598336*z^7*log(2)^5*log(16)^6 + 193036236732594980388864*z^7*log(2)^8*log(16)^2
- 6433183308303386089095168*z^7*log(2)^10*log(16)^3 + 34032504645668044800*z^7*log(2)^5*log(16)^2 - 105806342
382944256*z^7*log(2)^3*log(16)^8 + 295492739690166422077440*z^7*log(2)^9*log(16)^5 - 1134893795057860608*z^7*l
og(2)^5*log(16)^8 + 18766310142140689416192*z^7*log(2)^7*log(16)^5 + 331686148607325946773504*z^7*log(2)^8*log
(16)^3 + 3787247002506018737356800*z^7*log(2)^10*log(16)^2 + 33737800838501744640*z^7*log(2)^4*log(16)^5 + 720
98540908904448*z^7*log(2)^2*log(16)^6 + 99279094903159652352*z^7*log(2)^6*log(16)^8 - 7858413694841978880*z^7*
log(2)^4*log(16)^4 - 11716246718464647168*z^7*log(2)^4*log(16)^6 - 8507061461380497408*z^7*log(2)^6*log(16)^9
- 959750984463104950780475473920*z^7*log(2)^22*log(16) - 673964515164969840628325154816*z^7*log(2)^21*log(16)
+ 439228720274831278204772155392*z^7*log(2)^20*log(16) + 251343221001540985426135744512*z^7*log(2)^19*log(16)
- 113041109799459185843836551168*z^7*log(2)^18*log(16) - 23397168799708306983792672768*z^7*log(2)^17*log(16) +
16900330545976756923311063040*z^7*log(2)^16*log(16) - 1718703458769011084227510272*z^7*log(2)^15*log(16) - 89
8591475115826182843531264*z^7*log(2)^14*log(16) + 362681734281810942703435776*z^7*log(2)^13*log(16) + 37693639
37713880825856*z^7*log(2)^8*log(16)^6 + 109010375740434677760*z^7*log(2)^5*log(16)^3 - 38349095252244728433868
8*z^7*log(2)^9*log(16) - 992433976724791296*z^7*log(2)^3*log(16)^6 + 1167398629486350041088*z^7*log(2)^7*log(1
6) - 35667488908657354868785152*z^7*log(2)^12*log(16) - 1025321872492855296*z^7*log(2)^5*log(16)^9 + 124779985
7715365541838848*z^7*log(2)^10*log(16)^6 - 181055630873788315437367296*z^7*log(2)^12*log(16)^2 + 4537997586914
8682111680512*z^7*log(2)^11*log(16)^3 + 3412738782852485738397696*z^7*log(2)^10*log(16) - 48352356082211838492
672*z^7*log(2)^7*log(16)^3 - 1237597405618296176640*z^7*log(2)^6*log(16)^5 + 94555012633657344*z^7*log(2)^4*lo
g(16)^9 - 8508126161417011200*z^7*log(2)^4*log(16)^3 - 27851145844400455680*z^7*log(2)^5*log(16)^7 + 388840485
125652480*z^7*log(2)^4*log(16)^8 - 1530928540315008000*z^7*log(2)^4*log(16)^7 + 10127001790863988752384*z^7*lo
g(2)^8*log(16) - 236894163845093517164544*z^7*log(2)^9*log(16)^6 + 5902651046377927802880*z^7*log(2)^6*log(16)
^4 + 2044855353392022159360*z^7*log(2)^6*log(16)^3 - 215808435478151036928*z^7*log(2)^7*log(16)^8 + 1063515770
177126400*z^7*log(2)^3*log(16)^4 - 472261806164754432*z^7*log(2)^3*log(16)^5 - 1567115335638115119267840*z^7*l
og(2)^9*log(16)^2 - 68065009291336089600*z^7*log(2)^6*log(16) - 5748226214355619320692736*z^7*log(2)^10*log(16
)^4 + 20827507222737454708555776*z^7*log(2)^11*log(16)^2 + 54452007433068871680*z^7*log(2)^7 + 253006551338701
52849817600*z^7*log(2)^13 - 2874745128757553906319360*z^7*log(2)^11 + 9225285048457606968901632*z^7*log(2)^12
- 6793323754933683486720*z^7*log(2)^9 + 304595883082212333060096*z^7*log(2)^10 - 992982028301654556672*z^7*log
(2)^8 + 720520048220475545955367649280*z^7*log(2)^23 + 552090160147694095632571564032*z^7*log(2)^22 - 28163008
8362585703573054554112*z^7*log(2)^21 - 190718279628806563204285071360*z^7*log(2)^20 + 741293324848013266926163
72224*z^7*log(2)^19 + 17874904475116872155529216000*z^7*log(2)^18 - 12107553952535868219429224448*z^7*log(2)^1
7 + 1250650789250916910198947840*z^7*log(2)^16 + 719253331991231457971404800*z^7*log(2)^15 - 29102669964314190
3372779520*z^7*log(2)^14 - 2314755750369888829440*z^6*log(2)^9*log(16)^7 + 10269228642301440*z^6*log(2)^3*log(
16)^7 - 29533695505431924510720*z^6*log(2)^8*log(16)^3 + 1189958038774087680*z^6*log(2)^7*log(16)^9 + 43129368
8860620635504640*z^6*log(2)^10*log(16)^4 - 453678130239952896*z^6*log(2)^5*log(16)^8 - 20520927023415414975627
264*z^6*log(2)^12*log(16)^4 + 883499937163902720*z^6*log(2)^4*log(16)^3 - 562516217229312*z^6*log(2)^3*log(16)
^8 + 27219164301383612282323379159040*z^6*log(2)^26*log(16)^2 - 3362185909333931709796460789760*z^6*log(2)^25*
log(16)^3 - 440378052836251376471538401280*z^6*log(2)^24*log(16)^4 + 151116596367261494852991320064*z^6*log(2)
^23*log(16)^5 - 10758141143787410502451200000*z^6*log(2)^22*log(16)^6 + 15387618866833669109579608227840*z^6*l
og(2)^25*log(16)^2 + 1689217502858754107309681541120*z^6*log(2)^24*log(16)^3 - 1369261778729601489038380892160
*z^6*log(2)^23*log(16)^4 + 185699286562434753157750849536*z^6*log(2)^22*log(16)^5 - 35630963468223903584118374
4*z^6*log(2)^21*log(16)^6 - 1008575732230069734604800000*z^6*log(2)^20*log(16)^7 - 224575352938296521305685407
82592*z^6*log(2)^24*log(16)^2 + 6166480438489793400721008230400*z^6*log(2)^23*log(16)^3 - 61829081200163567765
5825121280*z^6*log(2)^22*log(16)^4 - 58951170862788997582071791616*z^6*log(2)^21*log(16)^5 + 17241440770355885
301911519232*z^6*log(2)^20*log(16)^6 - 792780868562124014188756992*z^6*log(2)^19*log(16)^7 - 31517991632189679
206400000*z^6*log(2)^18*log(16)^8 - 11111526285381122368621397409792*z^6*log(2)^23*log(16)^2 + 215766892500971
873148736634880*z^6*log(2)^22*log(16)^3 + 627383283599806913124444930048*z^6*log(2)^21*log(16)^4 - 12534604414
5486124134118195200*z^6*log(2)^20*log(16)^5 + 5500723295755742545830739968*z^6*log(2)^19*log(16)^6 + 513075082
182089349865144320*z^6*log(2)^18*log(16)^7 - 30058078259786653265559552*z^6*log(2)^17*log(16)^8 - 328312412835
309158400000*z^6*log(2)^16*log(16)^9 + 7641661186553995955973220466688*z^6*log(2)^22*log(16)^2 - 2431538076903
499767389689479168*z^6*log(2)^21*log(16)^3 + 337927714123952701709601472512*z^6*log(2)^20*log(16)^4 + 36268169
00865020876657000448*z^6*log(2)^19*log(16)^5 - 6033556429062205015446257664*z^6*log(2)^18*log(16)^6 + 44008067
4281603340410290176*z^6*log(2)^17*log(16)^7 + 5830946644423711364481024*z^6*log(2)^16*log(16)^8 - 320104602514
426429440000*z^6*log(2)^15*log(16)^9 + 2521682029196499519342586626048*z^6*log(2)^21*log(16)^2 - 6267392726946
2738554645905408*z^6*log(2)^20*log(16)^3 - 147272121731833107684928782336*z^6*log(2)^19*log(16)^4 + 3196156280
5852078933071101952*z^6*log(2)^18*log(16)^5 - 1802403904256641871596486656*z^6*log(2)^17*log(16)^6 - 108389442
457409918689345536*z^6*log(2)^16*log(16)^7 + 10071431410166628630921216*z^6*log(2)^15*log(16)^8 + 171132845190
40489881600*z^6*log(2)^14*log(16)^9 - 1573711118908000777758390091776*z^6*log(2)^20*log(16)^2 + 45966904862633
6979857965056000*z^6*log(2)^19*log(16)^3 - 60143520191211720887859412992*z^6*log(2)^18*log(16)^4 - 83517708324
4657682398838784*z^6*log(2)^17*log(16)^5 + 1086953945377833050513080320*z^6*log(2)^16*log(16)^6 - 811268358446
24429233471488*z^6*log(2)^15*log(16)^7 - 923000999226917391433728*z^6*log(2)^14*log(16)^8 + 720202524416175935
32416*z^6*log(2)^13*log(16)^9 - 179785402450495369825241530368*z^6*log(2)^19*log(16)^2 - 300680390901319649673
29464320*z^6*log(2)^18*log(16)^3 + 23449625719834479951083470848*z^6*log(2)^17*log(16)^4 - 4121250483220846303
751700480*z^6*log(2)^16*log(16)^5 + 183807548595177527426678784*z^6*log(2)^15*log(16)^6 + 17376305679592258195
685376*z^6*log(2)^14*log(16)^7 - 1280043172054301486874624*z^6*log(2)^13*log(16)^8 - 9557700150484531150848*z^
6*log(2)^12*log(16)^9 + 192938940346291452238979137536*z^6*log(2)^18*log(16)^2 - 44497052490147171980474843136
*z^6*log(2)^17*log(16)^3 + 3856744516114102414183759872*z^6*log(2)^16*log(16)^4 + 401972629264402942324113408*
z^6*log(2)^15*log(16)^5 - 114270926284443271651393536*z^6*log(2)^14*log(16)^6 + 6180129455730829408862208*z^6*
log(2)^13*log(16)^7 + 203456898902253656604672*z^6*log(2)^12*log(16)^8 - 6299475584994043232256*z^6*log(2)^11*
log(16)^9 - 67781764841321005056*z^6*log(2)^10*log(16)^10 - 15372741760716459412297875456*z^6*log(2)^17*log(16
)^2 + 8531861691574380241052762112*z^6*log(2)^16*log(16)^3 - 2213048992248005897949806592*z^6*log(2)^15*log(16
)^4 + 251373508538022605793263616*z^6*log(2)^14*log(16)^5 - 1848588195123441388486656*z^6*log(2)^13*log(16)^6
- 1731119671003139492806656*z^6*log(2)^12*log(16)^7 + 68143640680814264451072*z^6*log(2)^11*log(16)^8 + 181127
8236746784964608*z^6*log(2)^10*log(16)^9 + 1709693302191685632*z^6*log(2)^9*log(16)^10 - 110158632155528553823
75268352*z^6*log(2)^16*log(16)^2 + 1447900028777643677640032256*z^6*log(2)^15*log(16)^3 + 93226789449995161410
994176*z^6*log(2)^14*log(16)^4 - 51019420059121061392809984*z^6*log(2)^13*log(16)^5 + 578456414562767920850534
4*z^6*log(2)^12*log(16)^6 - 136334065946209214791680*z^6*log(2)^11*log(16)^7 - 17794941763487841386496*z^6*log
(2)^10*log(16)^8 + 3648653229954170880*z^6*log(2)^8*log(16)^10 + 3228381923594686450492243968*z^6*log(2)^15*lo
g(16)^2 - 724641476748366006567567360*z^6*log(2)^14*log(16)^3 + 82908068489679118496956416*z^6*log(2)^13*log(1
6)^4 - 288189500947955712*z^6*log(2)^7*log(16)^10 - 74274430577261214028529664*z^6*log(2)^14*log(16)^2 - 39972
4281178968953520*z^6*log(2)^6*log(16)^4 - 491944398634433016*z^6*log(2)^4*log(16)^7 + 161814929667548527337472
*z^6*log(2)^9*log(16)^2 + 204961729388639161536*z^6*log(2)^6*log(16)^5 - 4125897864342222077952*z^6*log(2)^8*l
og(16)^6 + 87725291999291919360*z^6*log(2)^6*log(16)^3 - 83473317454716665856*z^6*log(2)^7*log(16)^7 - 4475140
63561820547072*z^6*log(2)^7*log(16) - 2462949565483951167897600*z^6*log(2)^12*log(16)^5 - 43456222173745970675
712*z^6*log(2)^10*log(16)^6 + 1819862218468885964783616*z^6*log(2)^11*log(16)^5 - 16921304824794814944*z^6*log
(2)^5*log(16)^6 - 8528799859198433280*z^6*log(2)^6*log(16)^7 - 96732379502899200*z^6*log(2)^5*log(16) + 356432
09532966099323191296*z^6*log(2)^12*log(16)^2 + 884618973287795751911424*z^6*log(2)^10*log(16)^3 - 244687115725
9259756544*z^6*log(2)^7*log(16)^5 + 171922188275712*z^6*log(2)^2*log(16)^7 + 502886819236945809786273792*z^6*l
og(2)^14*log(16) - 1018783545280713404153856*z^6*log(2)^10*log(16)^2 + 425490490287776880*z^6*log(2)^4*log(16)
^4 - 348875765437990227148800*z^6*log(2)^10*log(16)^5 - 49254962822814528*z^6*log(2)^3*log(16)^6 - 15499691433
9531802206535680*z^6*log(2)^13*log(16)^2 - 6804811008899714488320*z^6*log(2)^9*log(16) + 456861058425862225920
*z^6*log(2)^8*log(16)^8 + 67772689496808044249088*z^6*log(2)^9*log(16)^3 + 5159438920934536660992*z^6*log(2)^8
*log(16) + 14453852827109437440*z^6*log(2)^6*log(16) - 70962833399624687096411801518080*z^6*log(2)^27*log(16)
- 60240412727039816808800100286464*z^6*log(2)^26*log(16) + 38339495049476810267699982630912*z^6*log(2)^25*log(
16) + 33994301636480779734595267461120*z^6*log(2)^24*log(16) - 11694573104251476175848877326336*z^6*log(2)^23*
log(16) - 7522709754609024209173233008640*z^6*log(2)^22*log(16) + 2717666363233404803119388295168*z^6*log(2)^2
1*log(16) + 699533694742374515451497545728*z^6*log(2)^20*log(16) - 407394900425855259027255066624*z^6*log(2)^1
9*log(16) + 9222872550385717278758928384*z^6*log(2)^18*log(16) + 30665138708432699678445797376*z^6*log(2)^17*l
og(16) - 7322398929748928765796286464*z^6*log(2)^16*log(16) - 381648905787739458332786688*z^6*log(2)^15*log(16
) + 39224176485751990517760*z^6*log(2)^9*log(16)^5 - 7021992494910173771464704*z^6*log(2)^11*log(16)^3 + 11077
820355270188520*z^6*log(2)^5*log(16)^5 + 50622673245337152*z^6*log(2)^4*log(16)^8 + 377860857433200*z^6*log(2)
^2*log(16)^4 + 863456387448098562048*z^6*log(2)^7*log(16)^6 - 4709884366472984064*z^6*log(2)^6*log(16)^6 + 153
845414578809377280*z^6*log(2)^6*log(16)^2 - 3428501558179921920*z^6*log(2)^7*log(16)^8 - 20960866872766080000*
z^6*log(2)^5*log(16)^3 + 12364927703379980845056*z^6*log(2)^9*log(16)^6 + 89867773389200328*z^6*log(2)^3*log(1
6)^5 + 3452328953182252861489152*z^6*log(2)^11*log(16) + 157381389216852738048*z^6*log(2)^9*log(16)^9 + 869287
21173973590085730304*z^6*log(2)^13*log(16)^3 - 3418251093059042661120*z^6*log(2)^8*log(16)^2 - 733874513250816
*z^6*log(2)^4*log(16)^9 - 913808341670584909824*z^6*log(2)^9*log(16)^8 - 52735513006439280*z^6*log(2)^3*log(16
)^4 + 17349706531128648858624*z^6*log(2)^8*log(16)^4 - 34503236222976*z^6*log(2)^2*log(16)^8 - 174443291874146
602745856*z^6*log(2)^9*log(16)^4 - 302539563370824597504*z^6*log(2)^8*log(16)^7 + 21591662529873134160*z^6*log
(2)^5*log(16)^4 - 6045773718931200*z^6*log(2)^3*log(16)^3 - 564419724979741890969600*z^6*log(2)^11*log(16)^2 -
25436296905818112*z^6*log(2)^5*log(16)^9 - 594004800714056681914368*z^6*log(2)^11*log(16)^6 + 704910510418270
74342912*z^6*log(2)^10*log(16)^7 + 13562859415850719899549696*z^6*log(2)^12*log(16)^3 + 735335859001098240*z^6
*log(2)^6*log(16)^9 + 5649598662527554265088*z^6*log(2)^8*log(16)^5 - 5380463081105164800*z^6*log(2)^5*log(16)
^2 - 2323037267943811560*z^6*log(2)^4*log(16)^5 - 1453317212872357636608*z^6*log(2)^7*log(16)^2 + 362746423135
87200*z^6*log(2)^4*log(16)^2 + 1817781967379052808372224*z^6*log(2)^11*log(16)^4 + 5497448279142850560*z^6*log
(2)^5*log(16)^7 - 176425557898752*z^6*log(2)^2*log(16)^6 - 248323306630464*z^6*log(2)^2*log(16)^5 - 5520997424
460465451302912*z^6*log(2)^12*log(16) + 1427447982544521205248*z^6*log(2)^7*log(16)^4 + 1728484150196149155*z^
6*log(2)^4*log(16)^6 - 386536493461700910661632*z^6*log(2)^10*log(16) - 2036008296755822592*z^6*log(2)^6*log(1
6)^8 - 75919979628975882240*z^6*log(2)^8*log(16)^9 - 7797294954971136*z^6*log(2)^6*log(16)^10 - 80683436703683
078975913984*z^6*log(2)^13*log(16) + 2320643794712151608064*z^6*log(2)^7*log(16)^3 + 349362663740704896712704*
z^6*log(2)^11 - 5948842856418627563520*z^6*log(2)^9 - 3856256136722973464985600*z^6*log(2)^12 + 10004327821101
621269495808*z^6*log(2)^13 + 469797574464302542848*z^6*log(2)^8 - 553381059242337919624544256*z^6*log(2)^15 -
14517423593606836224*z^6*log(2)^7 + 69680577189673014984179712*z^6*log(2)^14 + 96732379502899200*z^6*log(2)^6
+ 17129925683795431895040*z^6*log(2)^10 + 65583335944690396360737464254464*z^6*log(2)^28 + 6500872383122100619
6966221152256*z^6*log(2)^27 - 25610173269313601155605416902656*z^6*log(2)^26 - 3313887191636333555196064117555
2*z^6*log(2)^25 + 7111736979389873573331531202560*z^6*log(2)^24 + 7222052289998236224315715485696*z^6*log(2)^2
3 - 1939515325658441135798995648512*z^6*log(2)^22 - 731332235680894030568629469184*z^6*log(2)^21 + 34660851283
1748543558149210112*z^6*log(2)^20 + 3159310817539929192806744064*z^6*log(2)^19 - 31033267763033560578351169536
*z^6*log(2)^18 + 6668344057743077029359648768*z^6*log(2)^17 + 727043797143999255127523328*z^6*log(2)^16 + 1320
06530580480*z^5*log(2)^5*log(16)^9 - 3427039353025856913408*z^5*log(2)^11*log(16)^2 - 4353808876968960*z^5*log
(2)^5*log(16)^4 - 923999622463129940656128*z^5*log(2)^14*log(16)^2 - 921176275444992*z^5*log(2)^4*log(16)^5 +
670291072574844764160*z^5*log(2)^10*log(16)^2 - 3431827243008*z^5*log(2)^4*log(16)^9 - 57410754627939391556812
8*z^5*log(2)^14*log(16)^3 + 131718376908075539227811512320*z^5*log(2)^25*log(16)^2 - 2978606538480420345813663
7440*z^5*log(2)^24*log(16)^3 + 1172368431144233059504619520*z^5*log(2)^23*log(16)^4 + 765266922586887711828738
048*z^5*log(2)^22*log(16)^5 - 142199092487117531881930752*z^5*log(2)^21*log(16)^6 + 7879497908047419801600000*
z^5*log(2)^20*log(16)^7 - 42516066218836408431582117888*z^5*log(2)^24*log(16)^2 + 2346471612547901838952759296
0*z^5*log(2)^23*log(16)^3 - 6421097399242738965361459200*z^5*log(2)^22*log(16)^4 + 781651235356965194667393024
*z^5*log(2)^21*log(16)^5 + 5144996954038643233652736*z^5*log(2)^20*log(16)^6 - 10573340652850671683371008*z^5*
log(2)^19*log(16)^7 + 738702928879445606400000*z^5*log(2)^18*log(16)^8 - 64735826717722595642805583872*z^5*log
(2)^23*log(16)^2 + 14074681907588614871932993536*z^5*log(2)^22*log(16)^3 - 25835297740905880045486080*z^5*log(
2)^21*log(16)^4 - 579232449747762613158150144*z^5*log(2)^20*log(16)^5 + 102986258980355524156981248*z^5*log(2)
^19*log(16)^6 - 5177529431026494018158592*z^5*log(2)^18*log(16)^7 - 250390744772976882745344*z^5*log(2)^17*log
(16)^8 + 23084466527482675200000*z^5*log(2)^16*log(16)^9 + 24594148857342384736636502016*z^5*log(2)^22*log(16)
^2 - 10625246057370143256572067840*z^5*log(2)^21*log(16)^3 + 2473616569704288913169842176*z^5*log(2)^20*log(16
)^4 - 251407554580520862033641472*z^5*log(2)^19*log(16)^5 - 9612709203047974233440256*z^5*log(2)^18*log(16)^6
+ 4502860965536963154149376*z^5*log(2)^17*log(16)^7 - 288481961300645495439360*z^5*log(2)^16*log(16)^8 - 20311
25261531442315264*z^5*log(2)^15*log(16)^9 + 240463192994611200000*z^5*log(2)^14*log(16)^10 + 85430194349845112
96942112768*z^5*log(2)^21*log(16)^2 - 1173767958014543287031955456*z^5*log(2)^20*log(16)^3 - 33203771058361194
0623351808*z^5*log(2)^19*log(16)^4 + 148977458263875157745467392*z^5*log(2)^18*log(16)^5 - 2051197743814640809
2794880*z^5*log(2)^17*log(16)^6 + 691652515470128330047488*z^5*log(2)^16*log(16)^7 + 80563133794146733522944*z
^5*log(2)^15*log(16)^8 - 5521910197178773536768*z^5*log(2)^14*log(16)^9 - 6011579824865280000*z^5*log(2)^13*lo
g(16)^10 - 4834833576693796045496254464*z^5*log(2)^20*log(16)^2 + 1639039986688718169031311360*z^5*log(2)^19*l
og(16)^3 - 294210902150481122842116096*z^5*log(2)^18*log(16)^4 + 17247314316767045942771712*z^5*log(2)^17*log(
16)^5 + 3144813717081002185064448*z^5*log(2)^16*log(16)^6 - 624065665283784896937984*z^5*log(2)^15*log(16)^7 +
29831953896608838451200*z^5*log(2)^14*log(16)^8 + 654491516376767791104*z^5*log(2)^13*log(16)^9 - 30944607148
494028800*z^5*log(2)^12*log(16)^10 + 86072425483284032721518592*z^5*log(2)^19*log(16)^2 - 16483464524341263655
6591104*z^5*log(2)^18*log(16)^3 + 72226701162125784766218240*z^5*log(2)^17*log(16)^4 - 14897200306538161146691
584*z^5*log(2)^16*log(16)^5 + 1368018038522216995356672*z^5*log(2)^15*log(16)^6 - 1731585822729393143808*z^5*l
og(2)^14*log(16)^7 - 8226602319029263663104*z^5*log(2)^13*log(16)^8 + 359307241723590082560*z^5*log(2)^12*log(
16)^9 + 2712499961727025152*z^5*log(2)^11*log(16)^10 + 338022005655935368436908032*z^5*log(2)^18*log(16)^2 - 7
9903830537139185663344640*z^5*log(2)^17*log(16)^3 + 6762438133884598200827904*z^5*log(2)^16*log(16)^4 + 928883
349623182498725888*z^5*log(2)^15*log(16)^5 - 296025383529340647505920*z^5*log(2)^14*log(16)^6 + 29448334755260
836872192*z^5*log(2)^13*log(16)^7 - 790337515166430658560*z^5*log(2)^12*log(16)^8 - 82188481831802834836783104
*z^5*log(2)^17*log(16)^2 + 24597030448874089258942464*z^5*log(2)^16*log(16)^3 - 4221503210974834021367808*z^5*
log(2)^15*log(16)^4 + 390043075233695416713216*z^5*log(2)^14*log(16)^5 - 901736973729792*z^5*log(2)^8*log(16)^
11 + 1371353440275512338415616*z^5*log(2)^16*log(16)^2 - 2114798381067446381445120*z^5*log(2)^15*log(16)^3 + 3
935221655932531510345728*z^5*log(2)^15*log(16)^2 - 609817791879069696*z^5*log(2)^9*log(16)^6 + 126403847486140
53593088*z^5*log(2)^12*log(16) - 102486477643776*z^5*log(2)^6*log(16)^10 + 675340603702272*z^5*log(2)^4*log(16
)^6 + 1935426638149234703990784*z^5*log(2)^15*log(16) - 129301862829049152*z^5*log(2)^7*log(16)^6 - 1308413079
43333632*z^5*log(2)^6*log(16)^5 - 70596231202064498688*z^5*log(2)^9*log(16) - 10254781155398980608*z^5*log(2)^
9*log(16)^4 + 1775307279826944*z^5*log(2)^7*log(16)^10 - 19565133833521556619264*z^5*log(2)^12*log(16)^3 + 153
61803611147895570432*z^5*log(2)^12*log(16)^5 + 582176931606012690432*z^5*log(2)^10*log(16) - 56890644379446804
48*z^5*log(2)^10*log(16)^9 + 1320083250374246400*z^5*log(2)^9*log(16)^9 - 857120247770112*z^5*log(2)^6*log(16)
^9 + 13536456402609792*z^5*log(2)^6*log(16)^8 + 171147630012916608*z^5*log(2)^6*log(16)^6 + 465655495685107276
8*z^5*log(2)^8*log(16)^5 + 7673022659681280*z^5*log(2)^5*log(16)^7 - 131518295028624015360*z^5*log(2)^10*log(1
6)^4 - 4155804174170962944*z^5*log(2)^8*log(16)^6 + 35268071407377408*z^5*log(2)^7*log(16)^7 + 898320235977768
960*z^5*log(2)^10*log(16)^10 - 8382664154733191626752*z^5*log(2)^13*log(16)^6 + 230500278921683533824*z^5*log(
2)^10*log(16)^6 - 1754554213697192460288*z^5*log(2)^11*log(16)^3 + 41669577380045493633024*z^5*log(2)^13*log(1
6)^2 - 162310626821514240*z^5*log(2)^6*log(16)^4 - 12395656625803084800*z^5*log(2)^8*log(16)^4 + 2530136439267
98598144*z^5*log(2)^11*log(16)^8 - 622669294769515776*z^5*log(2)^7*log(16)^5 + 7786920356610048*z^5*log(2)^8*l
og(16)^10 - 19619516593450368*z^5*log(2)^5*log(16)^6 - 43093168277621116502016*z^5*log(2)^14*log(16) - 3032859
585475364585472*z^5*log(2)^11*log(16) + 2788168234537866240*z^5*log(2)^7*log(16)^4 - 288880754165901950976*z^5
*log(2)^11*log(16)^5 - 321914703637905408*z^5*log(2)^9*log(16)^8 - 74796561819500544*z^5*log(2)^8*log(16)^9 -
255933595856827986874793459712*z^5*log(2)^26*log(16) + 31834200295758450669593296896*z^5*log(2)^25*log(16) + 1
25239246061200282049920892928*z^5*log(2)^24*log(16) - 29851542121340579585307181056*z^5*log(2)^23*log(16) - 18
785114623831078763778539520*z^5*log(2)^22*log(16) + 7602603920495871859032588288*z^5*log(2)^21*log(16) + 30564
8191428734758485491712*z^5*log(2)^20*log(16) - 681891513885606238098554880*z^5*log(2)^19*log(16) + 14755017720
8777713951703040*z^5*log(2)^18*log(16) + 6160885139430003292766208*z^5*log(2)^17*log(16) - 2342660045859301883
904*z^5*log(2)^12*log(16)^7 + 685216279974747612119040*z^5*log(2)^14*log(16)^4 + 215270574064865315389440*z^5*
log(2)^13*log(16)^3 + 252757063028736*z^5*log(2)^7*log(16)^8 + 44760377917440*z^5*log(2)^4*log(16)^8 + 7571604
617396674560*z^5*log(2)^9*log(16)^3 - 86046899433608577024*z^5*log(2)^11*log(16)^7 - 70098962430530448*z^5*log
(2)^6*log(16)^7 + 5859395460680122368*z^5*log(2)^10*log(16)^7 - 1157754347564556091392*z^5*log(2)^11*log(16)^6
+ 22721873868096768*z^5*log(2)^5*log(16)^5 + 47602069615411200*z^5*log(2)^6*log(16)^2 - 53205679798386425856*
z^5*log(2)^11*log(16)^9 + 300965146420595576832*z^5*log(2)^10*log(16)^3 - 11229996732590850048*z^5*log(2)^9*lo
g(16)^7 - 94938864072508827500544*z^5*log(2)^13*log(16)^5 + 21282102130948669440*z^5*log(2)^8*log(16)^2 + 5272
688563140729765888*z^5*log(2)^12*log(16)^6 - 1520012294627328*z^5*log(2)^5*log(16)^8 + 3632633678079959040*z^5
*log(2)^8*log(16)^3 - 1848629684946862080*z^5*log(2)^10*log(16)^8 - 7933678269235200*z^5*log(2)^5*log(16)^3 -
245059700908032*z^5*log(2)^4*log(16)^7 - 4135509774434304*z^5*log(2)^7*log(16)^9 + 217049146102702080*z^5*log(
2)^6*log(16)^3 - 21743181422538013016064*z^5*log(2)^12*log(16)^4 - 25853210317173559394304*z^5*log(2)^13*log(1
6)^4 - 9942398732535984021307392*z^5*log(2)^16*log(16) - 243337756076605440*z^5*log(2)^8*log(16)^8 + 502538819
14968809472*z^5*log(2)^9*log(16)^5 - 44467548605235534495744*z^5*log(2)^13*log(16) - 1902965762490163200*z^5*l
og(2)^7*log(16)^3 - 126938852307763200*z^5*log(2)^7*log(16) - 146908610041685409792*z^5*log(2)^9*log(16)^2 + 2
397449564669251584*z^5*log(2)^8*log(16)^7 - 143172319341182976*z^5*log(2)^9*log(16)^10 + 4651891970212823040*z
^5*log(2)^8*log(16) + 15087476151010817998848*z^5*log(2)^12*log(16)^2 - 467205498843053064192*z^5*log(2)^10*lo
g(16)^5 + 4618615152655326117888*z^5*log(2)^11*log(16)^4 + 495854891827200*z^5*log(2)^4*log(16)^4 - 1597071284
758609920*z^5*log(2)^7*log(16)^2 + 17307076362003491586048*z^5*log(2)^15 + 46493366016500922580992*z^5*log(2)^
14 + 126938852307763200*z^5*log(2)^8 - 15355130027722896310272*z^5*log(2)^13 + 79179226025061777408*z^5*log(2)
^10 - 1615958925781744767467520*z^5*log(2)^16 - 4887713096726740992*z^5*log(2)^9 + 3903431027323806941184*z^5*
log(2)^12 - 706071491755471798272*z^5*log(2)^11 + 192138679525460145588098039808*z^5*log(2)^27 - 1683433926179
853995423563776*z^5*log(2)^26 - 92860455213066882926430388224*z^5*log(2)^25 + 14896068505356114238969479168*z^
5*log(2)^24 + 14881111957606974948598874112*z^5*log(2)^23 - 5045551820213143300428791808*z^5*log(2)^22 - 41856
4135499955991820107776*z^5*log(2)^21 + 545538013521011448414732288*z^5*log(2)^20 - 110312939558252592840572928
*z^5*log(2)^19 - 9856275317755459342958592*z^5*log(2)^18 + 9121870740195240384135168*z^5*log(2)^17 - 843381776
03476320*z^4*log(2)^7*log(16)^6 - 37547329959936*z^4*log(2)^4*log(16)^4 + 3001772724452232192*z^4*log(2)^9*log
(16) + 3788951833452478464*z^4*log(2)^11*log(16)^9 + 156536431681864032*z^4*log(2)^7*log(16)^5 - 3145952479150
080*z^4*log(2)^10*log(16)^11 + 108356279848823558592*z^4*log(2)^10*log(16)^3 + 35179437762070272*z^4*log(2)^8*
log(16)^8 + 871472418480447876*z^4*log(2)^8*log(16)^6 + 638895745645299760103424*z^4*log(2)^16*log(16)^3 + 385
309127264698944*z^4*log(2)^8*log(16)^3 - 8908461547601264640*z^4*log(2)^12*log(16)^9 + 20113683775488*z^4*log(
2)^8*log(16)^11 - 37696138005381120*z^4*log(2)^9*log(16)^9 + 10069107566310290571264*z^4*log(2)^13*log(16)^3 +
622783407379968*z^4*log(2)^5*log(16)^6 - 223643902056312547584*z^4*log(2)^11*log(16)^3 + 27289595710347213275
136*z^4*log(2)^14*log(16)^4 - 126073172312202785587200*z^4*log(2)^15*log(16) - 19354073461161984*z^4*log(2)^7*
log(16) - 3525484036377266872123392*z^4*log(2)^18*log(16) + 2360784422827949006342062080*z^4*log(2)^26*log(16)
^2 - 833935240995920770781675520*z^4*log(2)^25*log(16)^3 + 101793307374575982603141120*z^4*log(2)^24*log(16)^4
+ 13453279628246652404367360*z^4*log(2)^23*log(16)^5 - 4768672133950298463928320*z^4*log(2)^22*log(16)^6 + 35
2301106466475747573760*z^4*log(2)^21*log(16)^7 - 606349006378503057312841728*z^4*log(2)^25*log(16)^2 + 6614463
77990529289059041280*z^4*log(2)^24*log(16)^3 - 231673347692317261336412160*z^4*log(2)^23*log(16)^4 + 297483614
62014336017891328*z^4*log(2)^22*log(16)^5 + 967260898198874430111744*z^4*log(2)^21*log(16)^6 - 540901266394428
544647168*z^4*log(2)^20*log(16)^7 + 33028228731232101335040*z^4*log(2)^19*log(16)^8 - 894713450439723572741013
504*z^4*log(2)^24*log(16)^2 + 302370321632756208991469568*z^4*log(2)^23*log(16)^3 + 8444233561238982340116480*
z^4*log(2)^22*log(16)^4 - 23724089147667262306516992*z^4*log(2)^21*log(16)^5 + 4136603708791374458388480*z^4*l
og(2)^20*log(16)^6 - 75642359136223141822464*z^4*log(2)^19*log(16)^7 - 28143145223500723126272*z^4*log(2)^18*l
og(16)^8 + 1032132147851003166720*z^4*log(2)^17*log(16)^9 - 99389224410343498976329728*z^4*log(2)^23*log(16)^2
- 189746248219924226597978112*z^4*log(2)^22*log(16)^3 + 83179369606214249311371264*z^4*log(2)^21*log(16)^4 -
8537308488715728309977088*z^4*log(2)^20*log(16)^5 - 1278093992374041399263232*z^4*log(2)^19*log(16)^6 + 272342
430878548730314752*z^4*log(2)^18*log(16)^7 - 5721288383380976566272*z^4*log(2)^17*log(16)^8 - 7953432324453496
25856*z^4*log(2)^16*log(16)^9 + 10751376540114616320*z^4*log(2)^15*log(16)^10 + 269622067330630319521923072*z^
4*log(2)^22*log(16)^2 - 81985598176980490254286848*z^4*log(2)^21*log(16)^3 - 7401217130169283179970560*z^4*log
(2)^20*log(16)^4 + 7174591531618561469448192*z^4*log(2)^19*log(16)^5 - 910821186891115910922240*z^4*log(2)^18*
log(16)^6 - 35129813983212173524992*z^4*log(2)^17*log(16)^7 + 9988687942096609345536*z^4*log(2)^16*log(16)^8 -
48333903335893499904*z^4*log(2)^15*log(16)^9 - 10547517188720295936*z^4*log(2)^14*log(16)^10 + 53769757762535
700446576640*z^4*log(2)^21*log(16)^2 + 29796676027834611542261760*z^4*log(2)^20*log(16)^3 - 141395799390821512
79984640*z^4*log(2)^19*log(16)^4 + 899654428086251915575296*z^4*log(2)^18*log(16)^5 + 344394104779185592467456
*z^4*log(2)^17*log(16)^6 - 43850955944141732708352*z^4*log(2)^16*log(16)^7 - 1060807817785264570368*z^4*log(2)
^15*log(16)^8 + 182598664595039059968*z^4*log(2)^14*log(16)^9 + 1796435389414637568*z^4*log(2)^13*log(16)^10 -
38042028579225600*z^4*log(2)^12*log(16)^11 - 59101167662040109698514944*z^4*log(2)^20*log(16)^2 + 15529335800
688945238376448*z^4*log(2)^19*log(16)^3 + 1463945032400992016007168*z^4*log(2)^18*log(16)^4 - 1024326746989294
918828032*z^4*log(2)^17*log(16)^5 + 79311692238347223171072*z^4*log(2)^16*log(16)^6 + 10544050160345800507392*
z^4*log(2)^15*log(16)^7 - 1093693460735179358208*z^4*log(2)^14*log(16)^8 - 36018252148402814976*z^4*log(2)^13*
log(16)^9 + 987987489060814848*z^4*log(2)^12*log(16)^10 - 2582764822132765935796224*z^4*log(2)^19*log(16)^2 -
5055938798197774913372160*z^4*log(2)^18*log(16)^3 + 1518644546959613274095616*z^4*log(2)^17*log(16)^4 + 719927
0108738964078723072*z^4*log(2)^18*log(16)^2 + 38741596066864868622336*z^4*log(2)^14*log(16) - 1537649467359599
0016*z^4*log(2)^11*log(16)^8 - 982144924748022528*z^4*log(2)^8*log(16)^2 + 7709356818432*z^4*log(2)^4*log(16)^
7 + 710262926263296*z^4*log(2)^5*log(16)^4 + 70613314043904*z^4*log(2)^9*log(16)^11 + 3637003806572544*z^4*log
(2)^6*log(16)^2 + 31919689853525088*z^4*log(2)^7*log(16)^7 - 2828981493113548032*z^4*log(2)^9*log(16)^6 - 1514
8063534823577216*z^4*log(2)^9*log(16)^3 - 260669523377219328*z^4*log(2)^8*log(16)^7 - 984662895957664333824*z^
4*log(2)^14*log(16)^6 - 865310992069726530699264*z^4*log(2)^17*log(16)^2 + 656491216158720*z^4*log(2)^6*log(16
) - 8813001725557056*z^4*log(2)^6*log(16)^3 + 27590261243904*z^4*log(2)^5*log(16)^8 - 268271887044657568896*z^
4*log(2)^11*log(16)^2 - 30274126057623402971136*z^4*log(2)^14*log(16)^3 - 25302593899951473024*z^4*log(2)^10*l
og(16)^2 - 474720027343773437952*z^4*log(2)^12*log(16)^4 + 26933010691392*z^4*log(2)^6*log(16)^7 - 13579077880
2384027648*z^4*log(2)^11*log(16)^5 - 164122804039680*z^4*log(2)^5*log(16)^2 + 5107376730931200*z^4*log(2)^9*lo
g(16)^10 - 2705010868224*z^4*log(2)^5*log(16)^3 - 11743547238410765008896*z^4*log(2)^14*log(16)^2 + 4645375632
951552*z^4*log(2)^6*log(16)^4 + 29411770720220872704*z^4*log(2)^12*log(16)^8 + 3061202024632338036*z^4*log(2)^
9*log(16)^4 - 1571575764252694248*z^4*log(2)^8*log(16)^5 - 1421706041582976*z^4*log(2)^6*log(16)^6 + 101969898
457089024*z^4*log(2)^8*log(16) + 1657400898631680*z^4*log(2)^8*log(16)^9 - 257972305316433887232*z^4*log(2)^12
*log(16)^6 + 39540713154674688*z^4*log(2)^10*log(16)^10 + 731978239587100360704*z^4*log(2)^12*log(16)^5 + 7593
1582464*z^4*log(2)^4*log(16)^9 + 1214785005255873108*z^4*log(2)^8*log(16)^4 - 24397741997835310596096*z^4*log(
2)^16*log(16) - 2760656993478005501952*z^4*log(2)^13*log(16) + 307971779476182750720*z^4*log(2)^11*log(16)^4 +
13397694103780595712*z^4*log(2)^10*log(16)^5 - 67916443185884398320*z^4*log(2)^10*log(16)^4 - 2588358426624*z
^4*log(2)^7*log(16)^10 - 1751853618759204864*z^4*log(2)^12*log(16)^7 - 77586378584691981680640*z^4*log(2)^15*l
og(16)^4 - 7472137721589504*z^4*log(2)^7*log(16)^8 - 2939124160482720549269667840*z^4*log(2)^27*log(16) - 4313
65599395395869779951616*z^4*log(2)^26*log(16) + 682569035582608763403632640*z^4*log(2)^25*log(16) + 7716064164
03795641471336448*z^4*log(2)^24*log(16) - 160185128798823414648274944*z^4*log(2)^23*log(16) - 2238158164154300
39323017216*z^4*log(2)^22*log(16) + 35968450970925413418663936*z^4*log(2)^21*log(16) + 34182363900727098026754
048*z^4*log(2)^20*log(16) - 7119962261316079938699264*z^4*log(2)^19*log(16) + 2653333254036887961600*z^4*log(2
)^14*log(16)^7 - 8972697913726272012288*z^4*log(2)^14*log(16)^5 - 2036080217709895680*z^4*log(2)^10*log(16)^7
- 33045385153414906773504*z^4*log(2)^15*log(16)^3 + 6495045604335157248*z^4*log(2)^11*log(16)^6 + 150725751457
6103595835392*z^4*log(2)^17*log(16) - 1004348561872486662144*z^4*log(2)^13*log(16)^7 + 194860940004864*z^4*log
(2)^6*log(16)^8 + 1017012884891369472*z^4*log(2)^10*log(16)^8 - 1286696337408*z^4*log(2)^5*log(16)^9 - 4005856
42590304494157824*z^4*log(2)^16*log(16)^2 - 1196484399200056836096*z^4*log(2)^12*log(16)^3 - 26024600726865923
0146560*z^4*log(2)^16*log(16)^4 + 10680885945904896*z^4*log(2)^7*log(16)^2 - 1313236633526941473792*z^4*log(2)
^12*log(16) - 2330788863068539453440*z^4*log(2)^13*log(16)^5 + 17175271421509632*z^4*log(2)^11*log(16)^11 - 89
39977413732952178688*z^4*log(2)^16*log(16)^5 - 41196452589710843314176*z^4*log(2)^15*log(16)^6 - 4084257939919
99488*z^4*log(2)^11*log(16)^10 + 2172299798674245943296*z^4*log(2)^13*log(16)^6 + 149596061565423642476544*z^4
*log(2)^15*log(16)^2 - 24418995941376*z^4*log(2)^4*log(16)^6 + 42015459124224*z^4*log(2)^4*log(16)^5 - 8672246
84003328*z^4*log(2)^8*log(16)^10 + 10239528852632072448*z^4*log(2)^9*log(16)^2 + 26404392849584947200*z^4*log(
2)^11*log(16)^7 + 1735900687785397248*z^4*log(2)^10*log(16)^6 - 191703466340352*z^4*log(2)^5*log(16)^7 + 43245
37477686111264*z^4*log(2)^9*log(16)^5 - 282170879233228800*z^4*log(2)^10*log(16)^9 + 778786766899200*z^4*log(2
)^7*log(16)^9 - 1234461523968*z^4*log(2)^4*log(16)^8 + 106511883573377088*z^4*log(2)^7*log(16)^3 - 25149429407
70724478976*z^4*log(2)^13*log(16)^4 + 13676900336640*z^4*log(2)^4*log(16)^3 + 268791140131931160576*z^4*log(2)
^13*log(16)^8 - 189591179561554464*z^4*log(2)^7*log(16)^4 + 39540776168890368*z^4*log(2)^9*log(16)^8 + 4325694
94020119924736*z^4*log(2)^11*log(16) + 1779542949888*z^4*log(2)^6*log(16)^10 + 1219132132403328*z^4*log(2)^6*l
og(16)^5 - 44780661706752*z^4*log(2)^6*log(16)^9 + 568655333443040256*z^4*log(2)^9*log(16)^7 - 101278874137651
2*z^4*log(2)^5*log(16)^5 - 1253074956525956908449792*z^4*log(2)^17*log(16)^3 - 57483640025121051648*z^4*log(2)
^10*log(16) + 2381557000119655758336*z^4*log(2)^12*log(16)^2 - 6429898661448514093056*z^4*log(2)^13*log(16)^2
+ 81991004329188576460800*z^4*log(2)^15*log(16)^5 + 289406007215446988685312*z^4*log(2)^16 - 51713267777343726
944256*z^4*log(2)^15 - 875321621544960*z^4*log(2)^7 - 1535978632011881901981696*z^4*log(2)^18 + 29009470104797
184*z^4*log(2)^8 + 8314945795309571766484992*z^4*log(2)^19 - 3895747549458193870848*z^4*log(2)^14 - 2395927977
93792000*z^4*log(2)^9 - 818193595631000509440*z^4*log(2)^12 - 460389950293472169689088*z^4*log(2)^17 + 3779300
525433496925184*z^4*log(2)^13 - 3161632934026874880*z^4*log(2)^10 + 1280936005520287677158522880*z^4*log(2)^28
+ 676220891827997332815740928*z^4*log(2)^27 + 234799512222342048317964288*z^4*log(2)^26 - 5589671340580647517
37438208*z^4*log(2)^25 - 202802304848630857353658368*z^4*log(2)^24 + 154191832350236836311859200*z^4*log(2)^23
+ 64403883906833690828734464*z^4*log(2)^22 - 41013880590133546633396224*z^4*log(2)^21 - 632159840154017355477
8112*z^4*log(2)^20 + 86052034038865711104*z^4*log(2)^11 + 3024395698176*z^3*log(2)^7*log(16)^9 - 6675707002355
712*z^3*log(2)^11*log(16)^10 - 53034932404224*z^3*log(2)^5*log(16)^4 - 6515056884969935732736*z^3*log(2)^17*lo
g(16)^5 + 391378894848*z^3*log(2)^10*log(16)^12 - 118787807965905866981376*z^3*log(2)^19*log(16)^2 - 118459797
9871768704*z^3*log(2)^10*log(16)^4 - 1117145530368*z^3*log(2)^5*log(16)^8 + 945743622930432*z^3*log(2)^6*log(1
6)^4 + 1211579596800*z^3*log(2)^4*log(16)^4 + 32762387644416*z^3*log(2)^5*log(16)^3 - 1955558597926450102272*z
^3*log(2)^16*log(16)^5 + 319640366481408*z^3*log(2)^11*log(16)^11 + 17690684437536768*z^3*log(2)^8*log(16) - 5
829741037388619648*z^3*log(2)^11*log(16)^3 + 2059144232643330048*z^3*log(2)^14*log(16)^9 + 7045807186511047950
336*z^3*log(2)^17*log(16) - 492989420316672*z^3*log(2)^6*log(16)^3 - 49327882371072*z^3*log(2)^10*log(16)^11 +
415379342592000*z^3*log(2)^6*log(16)^6 - 11048481388744704*z^3*log(2)^10*log(16)^9 - 57496328060317728768*z^3
*log(2)^14*log(16)^6 + 88692727873536*z^3*log(2)^6*log(16) - 1729894154058315904057344*z^3*log(2)^26*log(16)^2
- 422699069998522127351808*z^3*log(2)^25*log(16)^3 + 484559938019330956984320*z^3*log(2)^24*log(16)^4 - 10651
9138386566971392000*z^3*log(2)^23*log(16)^5 - 1996625858798435696640*z^3*log(2)^22*log(16)^6 + 323387726642779
5210240*z^3*log(2)^21*log(16)^7 - 291377266391336878080*z^3*log(2)^20*log(16)^8 + 5753043215939869939335168*z^
3*log(2)^25*log(16)^2 - 2017675305154396695822336*z^3*log(2)^24*log(16)^3 - 26256238029149124427776*z^3*log(2)
^23*log(16)^4 + 171795580274869952053248*z^3*log(2)^22*log(16)^5 - 33509183616562715688960*z^3*log(2)^21*log(1
6)^6 + 351402579231070224384*z^3*log(2)^20*log(16)^7 + 420804175388756410368*z^3*log(2)^19*log(16)^8 - 2731661
8724187832320*z^3*log(2)^18*log(16)^9 - 685461416868868062707712*z^3*log(2)^24*log(16)^2 + 1749196552787828272
005120*z^3*log(2)^23*log(16)^3 - 688319450520887048011776*z^3*log(2)^22*log(16)^4 + 57660066999590914621440*z^
3*log(2)^21*log(16)^5 + 19895622495355375976448*z^3*log(2)^20*log(16)^6 - 4160439303960583471104*z^3*log(2)^19
*log(16)^7 + 90237999011994796032*z^3*log(2)^18*log(16)^8 + 23916469175244029952*z^3*log(2)^17*log(16)^9 - 853
644335130869760*z^3*log(2)^16*log(16)^10 - 2905663632309750564126720*z^3*log(2)^23*log(16)^2 + 770320334764212
838465536*z^3*log(2)^22*log(16)^3 + 183392532274083841179648*z^3*log(2)^21*log(16)^4 - 11231779909753031255654
4*z^3*log(2)^20*log(16)^5 + 12131527089153650982912*z^3*log(2)^19*log(16)^6 + 1258561218684024520704*z^3*log(2
)^18*log(16)^7 - 253973439372129730560*z^3*log(2)^17*log(16)^8 + 2729092107586240512*z^3*log(2)^16*log(16)^9 +
656714999367991296*z^3*log(2)^15*log(16)^10 - 8892128490946560*z^3*log(2)^14*log(16)^11 + 3904134548995447267
00032*z^3*log(2)^22*log(16)^2 - 783279556261626985316352*z^3*log(2)^21*log(16)^3 + 223567489436036169203712*z^
3*log(2)^20*log(16)^4 + 4225515791085383712768*z^3*log(2)^19*log(16)^5 - 9639662775697944870912*z^3*log(2)^18*
log(16)^6 + 924232118964137754624*z^3*log(2)^17*log(16)^7 + 57378714821836406784*z^3*log(2)^16*log(16)^8 - 769
7041033242083328*z^3*log(2)^15*log(16)^9 + 846496101317067222810624*z^3*log(2)^21*log(16)^2 - 8808656443620640
9482240*z^3*log(2)^20*log(16)^3 - 90963965512844568428544*z^3*log(2)^19*log(16)^4 + 26313150831923055034368*z^
3*log(2)^18*log(16)^5 - 389726365825351286784*z^3*log(2)^17*log(16)^6 - 201982726066210407972864*z^3*log(2)^20
*log(16)^2 + 174653569735051305811968*z^3*log(2)^19*log(16)^3 + 353640550510828224*z^3*log(2)^9*log(16)^2 - 73
830374387712*z^3*log(2)^9*log(16)^10 + 985042015898112*z^3*log(2)^9*log(16)^9 - 57109099227803136*z^3*log(2)^1
0*log(16) - 150079537152*z^3*log(2)^4*log(16)^7 - 81023063121985536*z^3*log(2)^13*log(16)^10 - 979079066791297
92*z^3*log(2)^9*log(16)^6 - 43291079561496960*z^3*log(2)^8*log(16)^2 + 427261668695130415104*z^3*log(2)^14*log
(16)^4 - 18289604302425209664*z^3*log(2)^12*log(16)^4 - 190512327789115200*z^3*log(2)^10*log(16)^7 + 323615430
68811264*z^3*log(2)^12*log(16)^10 + 3171724348581554946048*z^3*log(2)^17*log(16)^2 - 7006452667249536*z^3*log(
2)^8*log(16)^7 + 266274151055356015411200*z^3*log(2)^20*log(16) - 1990944438091776*z^3*log(2)^12*log(16)^11 -
7688747626920161280*z^3*log(2)^12*log(16)^6 - 833618213425152*z^3*log(2)^6*log(16)^5 - 6184157331456*z^3*log(2
)^5*log(16)^2 - 485970843090864282624*z^3*log(2)^14*log(16)^3 + 25140658176*z^3*log(2)^4*log(16)^8 + 193661276
11431704064*z^3*log(2)^12*log(16)^5 - 4105129063560192*z^3*log(2)^7*log(16)^6 + 3407431873058247168*z^3*log(2)
^11*log(16) + 253357701920589312*z^3*log(2)^11*log(16)^6 - 3516641132544*z^3*log(2)^8*log(16)^10 + 26041064358
20544*z^3*log(2)^7*log(16)^2 + 1075953519740181381120*z^3*log(2)^15*log(16)^2 + 30204630985793863680*z^3*log(2
)^15*log(16)^8 - 1587108474859290624*z^3*log(2)^15*log(16)^7 + 1411278860494761836544*z^3*log(2)^16*log(16) -
37456183296*z^3*log(2)^6*log(16)^10 + 18402702999552*z^3*log(2)^6*log(16)^8 + 1005210086178816*z^3*log(2)^10*l
og(16)^10 + 40294167895946428416*z^3*log(2)^13*log(16)^6 + 25106266550545680960*z^3*log(2)^12*log(16)^2 - 5657
073991036991668224*z^3*log(2)^16*log(16)^2 - 117552336634835435520*z^3*log(2)^14*log(16)^5 + 63333917178200064
*z^3*log(2)^11*log(16)^9 + 13233763609446528*z^3*log(2)^8*log(16)^3 - 3563082902974362624*z^3*log(2)^11*log(16
)^5 - 351851779705930776576*z^3*log(2)^15*log(16)^6 - 215961687385178112*z^3*log(2)^12*log(16)^9 - 22551418552
320*z^3*log(2)^5*log(16)^6 - 1734578520440832*z^3*log(2)^7*log(16) - 8167634720940096*z^3*log(2)^9*log(16)^8 +
7000774893942369984*z^3*log(2)^11*log(16)^4 + 176802535197322988544*z^3*log(2)^14*log(16)^2 + 416280294813773
9674976256*z^3*log(2)^27*log(16) - 5591315062210917379866624*z^3*log(2)^26*log(16) - 2719843628733529099075584
*z^3*log(2)^25*log(16) + 2526806326546107098726400*z^3*log(2)^24*log(16) + 1640369439412613069930496*z^3*log(2
)^23*log(16) - 1081013849429457940512768*z^3*log(2)^22*log(16) - 284621627556534996172800*z^3*log(2)^21*log(16
) - 999118209024*z^3*log(2)^6*log(16)^9 - 24179703199940273504256*z^3*log(2)^18*log(16)^4 - 18522557908992*z^3
*log(2)^6*log(16)^2 + 1115317495860459208704*z^3*log(2)^15*log(16)^5 - 293868944955113472*z^3*log(2)^11*log(16
)^8 + 189017501781196800*z^3*log(2)^13*log(16)^9 + 6737091231744*z^3*log(2)^5*log(16)^7 + 63415555480180224*z^
3*log(2)^10*log(16)^8 + 126288661918180525056*z^3*log(2)^13*log(16)^3 + 168236431312530240*z^3*log(2)^10*log(1
6)^5 + 36506279534946048*z^3*log(2)^8*log(16)^4 - 44205975854530633728*z^3*log(2)^13*log(16)^5 - 1361519543625
074343936*z^3*log(2)^15*log(16)^4 + 960101351424*z^3*log(2)^7*log(16)^10 + 79498838016*z^3*log(2)^5*log(16)^9
- 298658163783693888*z^3*log(2)^9*log(16)^3 - 54321825089323008*z^3*log(2)^14*log(16)^10 + 6924275407650816*z^
3*log(2)^13*log(16)^11 + 17903640458759774404608*z^3*log(2)^17*log(16)^4 - 19940131440661860864*z^3*log(2)^12*
log(16) + 23130999421086528*z^3*log(2)^9*log(16)^4 - 1897716252672*z^3*log(2)^5*log(16) + 965557918533888*z^3*
log(2)^8*log(16)^8 - 319810830336*z^3*log(2)^8*log(16)^11 + 5919658740957769629696*z^3*log(2)^16*log(16)^3 + 1
22907229911607680*z^3*log(2)^9*log(16)^5 - 1146160155568493297664*z^3*log(2)^16*log(16)^4 - 253542339263774085
12*z^3*log(2)^13*log(16)^4 - 1460060291420224704*z^3*log(2)^10*log(16)^2 - 1811939328*z^3*log(2)^4*log(16)^9 +
37706378695812288*z^3*log(2)^9*log(16)^7 + 624497936051994624*z^3*log(2)^12*log(16)^7 + 2698233318512640*z^3*
log(2)^7*log(16)^3 - 1002422697984*z^3*log(2)^4*log(16)^5 - 151785837232128*z^3*log(2)^7*log(16)^8 + 533690346
01207431168*z^3*log(2)^14*log(16)^7 - 969287210042882383872*z^3*log(2)^15*log(16) + 24580095114533760*z^3*log(
2)^8*log(16)^6 + 499716587520*z^3*log(2)^4*log(16)^6 + 709169616804062016*z^3*log(2)^11*log(16)^2 - 1829897304
8110300790784*z^3*log(2)^17*log(16)^3 + 131855527794448899072*z^3*log(2)^14*log(16) + 1912282238033068032*z^3*
log(2)^13*log(16)^8 + 8214439814019072*z^3*log(2)^7*log(16)^5 - 130186767805207041024*z^3*log(2)^13*log(16)^2
+ 583987168376211456*z^3*log(2)^11*log(16)^7 - 18120970968059149811712*z^3*log(2)^18*log(16)^3 - 2796579269222
4*z^3*log(2)^8*log(16)^9 - 5728812991956604224*z^3*log(2)^12*log(16)^3 + 50926675856566184312832*z^3*log(2)^18
*log(16)^2 - 45684082289468160*z^3*log(2)^8*log(16)^5 - 120036932536320*z^3*log(2)^6*log(16)^7 - 8154243389629
038329856*z^3*log(2)^19*log(16) + 45038136803328*z^3*log(2)^5*log(16)^5 + 248459538431661120*z^3*log(2)^10*log
(16)^6 + 1134336317349888*z^3*log(2)^7*log(16)^7 - 14496145139165036544*z^3*log(2)^13*log(16)^7 - 502250688122
883932160*z^3*log(2)^16*log(16)^7 - 817072275456*z^3*log(2)^4*log(16)^3 - 30742512127194590871552*z^3*log(2)^1
8*log(16) + 237214531584*z^3*log(2)^4*log(16)^2 - 8583381440833536*z^3*log(2)^7*log(16)^4 - 86016004088804352*
z^3*log(2)^9*log(16) + 146400948574847336448*z^3*log(2)^15*log(16)^3 - 15984018683345240064*z^3*log(2)^14*log(
16)^8 + 1992332731362588288*z^3*log(2)^10*log(16)^3 + 5395386433536*z^3*log(2)^9*log(16)^11 + 5625905342809374
72*z^3*log(2)^12*log(16)^8 + 38910501265660614144*z^3*log(2)^13*log(16) + 1625475968626424020992*z^3*log(2)^16
*log(16)^6 - 402934424930947104768*z^3*log(2)^16 - 127330679560577522688*z^3*log(2)^14 + 9274743813973349376*z
^3*log(2)^12 - 66273694284791808*z^3*log(2)^9 + 6362753771360072761344*z^3*log(2)^18 + 3795432505344*z^3*log(2
)^6 - 41283088009540474503168*z^3*log(2)^20 + 4827717822283776*z^3*log(2)^8 + 483771582408025202688*z^3*log(2)
^15 - 203531768561664*z^3*log(2)^7 + 573758098255079424*z^3*log(2)^10 + 618463484713055232*z^3*log(2)^13 + 924
4255930442594648064*z^3*log(2)^19 - 2601876358108584836333568*z^3*log(2)^28 + 1330012553557467885207552*z^3*lo
g(2)^27 + 2447930910924488249966592*z^3*log(2)^26 + 114496339636730380419072*z^3*log(2)^25 - 16116874927655914
13981184*z^3*log(2)^24 + 158987552236562213240832*z^3*log(2)^23 + 384555623338319592554496*z^3*log(2)^22 - 803
06247101444391960576*z^3*log(2)^21 - 3130973069338874880*z^3*log(2)^11 - 2473269322933584396288*z^3*log(2)^17
+ 51823851031296*z^2*log(2)^10*log(16)^8 + 107184525989179392*z^2*log(2)^14*log(16)^4 + 254129799168*z^2*log(2
)^11*log(16)^11 - 679477248*z^2*log(2)^8*log(16)^11 - 2205879069286858752*z^2*log(2)^19*log(16) + 155995580862
84672*z^2*log(2)^13*log(16)^3 - 3647034574848*z^2*log(2)^9*log(16)^5 - 752181313536*z^2*log(2)^12*log(16)^12 -
609553663200300367872*z^2*log(2)^22*log(16) + 107576554097664*z^2*log(2)^11*log(16)^9 - 3362592458639572992*z
^2*log(2)^18*log(16) - 190666942709760*z^2*log(2)^13*log(16)^9 + 1231672445043984*z^2*log(2)^14*log(16)^2 + 52
37545478504256*z^2*log(2)^12*log(16)^5 - 59627343691008*z^2*log(2)^11*log(16)^6 + 46403067932928*z^2*log(2)^10
*log(16)^5 + 942090369191903232*z^2*log(2)^17*log(16)^6 + 8748269568*z^2*log(2)^8*log(16)^10 + 148291646879327
846400*z^2*log(2)^21*log(16) - 97942568435712*z^2*log(2)^13*log(16)^10 - 5327152240618635264*z^2*log(2)^18*log
(16)^4 + 604061468850960*z^2*log(2)^12*log(16)^2 + 8796948706137200394240*z^2*log(2)^26*log(16)^2 - 4454105067
465694248960*z^2*log(2)^25*log(16)^3 + 1340951011174215843840*z^2*log(2)^24*log(16)^4 - 202516319931224555520*
z^2*log(2)^23*log(16)^5 - 6063234881138196480*z^2*log(2)^22*log(16)^6 + 7751820858611466240*z^2*log(2)^21*log(
16)^7 - 1100787061264220160*z^2*log(2)^20*log(16)^8 + 48092638598922240*z^2*log(2)^19*log(16)^9 + 680860665590
335930368*z^2*log(2)^25*log(16)^2 + 1451522755906718662656*z^2*log(2)^24*log(16)^3 - 1229356140085741879296*z^
2*log(2)^23*log(16)^4 + 437829681936309682176*z^2*log(2)^22*log(16)^5 - 69668777483235753984*z^2*log(2)^21*log
(16)^6 + 1450883658176004096*z^2*log(2)^20*log(16)^7 + 937405680690659328*z^2*log(2)^19*log(16)^8 - 1098115248
00872448*z^2*log(2)^18*log(16)^9 + 4508684868648960*z^2*log(2)^17*log(16)^10 - 3965446097673299951616*z^2*log(
2)^24*log(16)^2 + 2259089177754193625088*z^2*log(2)^23*log(16)^3 - 484529771466467573760*z^2*log(2)^22*log(16)
^4 - 58830522482096603136*z^2*log(2)^21*log(16)^5 + 47416820134777454592*z^2*log(2)^20*log(16)^6 - 79561088133
82189056*z^2*log(2)^19*log(16)^7 + 328148764273410048*z^2*log(2)^18*log(16)^8 + 39617980929146880*z^2*log(2)^1
7*log(16)^9 - 4408491871567872*z^2*log(2)^16*log(16)^10 + 140896402145280*z^2*log(2)^15*log(16)^11 - 123664241
9749693685760*z^2*log(2)^23*log(16)^2 - 274083860468421623808*z^2*log(2)^22*log(16)^3 + 410448007342489337856*
z^2*log(2)^21*log(16)^4 - 128548982471975239680*z^2*log(2)^20*log(16)^5 + 9423999537028005888*z^2*log(2)^19*lo
g(16)^6 + 2475319828848574464*z^2*log(2)^18*log(16)^7 + 1084221175131405287424*z^2*log(2)^22*log(16)^2 - 66053
3296388728946688*z^2*log(2)^21*log(16)^3 + 30685496925487104*z^2*log(2)^15*log(16)^8 - 60419892005664768*z^2*l
og(2)^17*log(16) - 515240165376*z^2*log(2)^9*log(16)^3 - 11710277001668736*z^2*log(2)^13*log(16) + 17644899419
87328*z^2*log(2)^12*log(16) - 881026250246258688*z^2*log(2)^16*log(16)^4 + 50242810551533568*z^2*log(2)^14*log
(16)^7 - 46852079616*z^2*log(2)^8*log(16)^9 + 128421199872*z^2*log(2)^11*log(16)^12 + 717565356827099136*z^2*l
og(2)^15*log(16)^5 - 566881797950816256*z^2*log(2)^15*log(16)^4 - 188514791424*z^2*log(2)^8*log(16)^7 - 171622
21213440*z^2*log(2)^10*log(16)^9 - 287968452894720*z^2*log(2)^12*log(16)^9 + 27057760763904*z^2*log(2)^10*log(
16)^2 + 737140405174272*z^2*log(2)^15*log(16)^10 - 1084111863067312128*z^2*log(2)^16*log(16)^5 + 3510218239488
0*z^2*log(2)^10*log(16)^6 + 336416590218498048*z^2*log(2)^16*log(16) - 550234062194197248*z^2*log(2)^16*log(16
)^2 + 6300082685952*z^2*log(2)^9*log(16)^7 + 214077702708864*z^2*log(2)^11*log(16)^4 + 27087481911043584*z^2*l
og(2)^13*log(16)^6 + 43827642524102400*z^2*log(2)^14*log(16) + 2765281794048*z^2*log(2)^10*log(16)^10 + 206391
21408*z^2*log(2)^9*log(16)^11 + 119953291371264*z^2*log(2)^12*log(16)^7 - 189870147610469203968*z^2*log(2)^20*
log(16)^2 - 326356460760960*z^2*log(2)^11*log(16)^8 + 4269861568512*z^2*log(2)^10*log(16) + 630246776555520*z^
2*log(2)^12*log(16)^8 + 1741397426844051456*z^2*log(2)^16*log(16)^3 - 645598789641437184*z^2*log(2)^16*log(16)
^7 - 121541476061778048*z^2*log(2)^15*log(16) - 3065424943104*z^2*log(2)^9*log(16)^6 - 14071187840679936*z^2*l
og(2)^13*log(16)^7 + 1467670855680*z^2*log(2)^13*log(16)^12 - 3109902989151600*z^2*log(2)^12*log(16)^6 - 12762
0956160*z^2*log(2)^10*log(16)^11 + 88955449344*z^2*log(2)^8*log(16)^3 - 17622647815236747264*z^2*log(2)^19*log
(16)^2 - 38838541868236800*z^2*log(2)^14*log(16)^6 - 38108620752099840*z^2*log(2)^14*log(16)^5 - 2742205294771
2*z^2*log(2)^10*log(16)^3 + 96554630158221312*z^2*log(2)^16*log(16)^8 + 226476561530880*z^2*log(2)^14*log(16)^
10 + 173832202876195584*z^2*log(2)^15*log(16)^3 - 15838442790912*z^2*log(2)^11*log(16)^10 - 700297929465790464
0*z^2*log(2)^17*log(16)^5 + 1444839155979780096*z^2*log(2)^16*log(16)^6 - 11826040582176768*z^2*log(2)^15*log(
16)^9 + 11114270123671683072*z^2*log(2)^17*log(16)^4 + 449840413009152*z^2*log(2)^11*log(16)^7 - 217446653952*
z^2*log(2)^8*log(16)^4 - 9732639082717831495680*z^2*log(2)^27*log(16) - 4298977452401010671616*z^2*log(2)^26*l
og(16) + 2971287184776470986752*z^2*log(2)^25*log(16) + 3055733316073644097536*z^2*log(2)^24*log(16) - 7631990
67422441078784*z^2*log(2)^23*log(16) + 14588735278546944*z^2*log(2)^16*log(16)^9 + 286466674579055050752*z^2*l
og(2)^21*log(16)^2 + 4907535040512*z^2*log(2)^9*log(16)^4 - 1611233865551520*z^2*log(2)^12*log(16)^4 - 7786610
4183552*z^2*log(2)^10*log(16)^7 - 377717237817016320*z^2*log(2)^15*log(16)^6 + 1772325124897824*z^2*log(2)^13*
log(16)^4 - 99170536438873718784*z^2*log(2)^19*log(16)^4 + 89270532496838098944*z^2*log(2)^19*log(16)^3 + 9670
320193536*z^2*log(2)^13*log(16)^11 - 136064214761472*z^2*log(2)^11*log(16) - 1067465392128*z^2*log(2)^9*log(16
)^2 - 4254325991424*z^2*log(2)^9*log(16)^8 + 88963729874510413824*z^2*log(2)^20*log(16)^3 + 25862800679224704*
z^2*log(2)^15*log(16)^2 + 976553279591328*z^2*log(2)^13*log(16)^2 + 131113893888*z^2*log(2)^8*log(16)^8 - 9410
2241749330752*z^2*log(2)^14*log(16)^3 - 25628282500026240*z^2*log(2)^13*log(16)^5 + 20620508126263640064*z^2*l
og(2)^18*log(16)^5 - 450178442386735104*z^2*log(2)^17*log(16)^8 - 88190710972416*z^2*log(2)^14*log(16)^11 + 12
6389930361775718400*z^2*log(2)^20*log(16)^4 + 971544531038109696*z^2*log(2)^17*log(16)^7 - 21719467066392576*z
^2*log(2)^14*log(16)^8 + 1032847884288*z^2*log(2)^12*log(16)^11 - 10606215168*z^2*log(2)^10*log(16)^12 - 41787
745392384*z^2*log(2)^10*log(16)^4 + 3356488844181504*z^2*log(2)^14*log(16)^9 - 6977354397864099840*z^2*log(2)^
17*log(16)^3 + 147940245504*z^2*log(2)^8*log(16)^5 + 32483947482703724544*z^2*log(2)^20*log(16) - 236740485639
168*z^2*log(2)^11*log(16)^2 - 12571751945972219904*z^2*log(2)^18*log(16)^6 - 498518720128512*z^2*log(2)^11*log
(16)^5 - 15235721001943695360*z^2*log(2)^18*log(16)^3 + 453369892338432*z^2*log(2)^11*log(16)^3 + 362546521325
5680*z^2*log(2)^13*log(16)^8 - 321193057797660672*z^2*log(2)^17*log(16)^2 - 2950017097048128*z^2*log(2)^12*log
(16)^3 + 45334929014784*z^2*log(2)^12*log(16)^10 + 16588129336187682816*z^2*log(2)^18*log(16)^2 + 479279579450
57280*z^2*log(2)^15*log(16)^7 + 78433837056*z^2*log(2)^8*log(16)^6 - 271695347712*z^2*log(2)^9*log(16)^10 + 26
934548471947984896*z^2*log(2)^19*log(16)^5 + 1487122219008*z^2*log(2)^9*log(16)^9 + 4544164218667401216*z^2*lo
g(2)^19 - 1703077771003932672*z^2*log(2)^18 - 5693148758016*z^2*log(2)^11 - 2922920390836224*z^2*log(2)^13 + 2
2271412623913216*z^2*log(2)^14 - 12105264788523712512*z^2*log(2)^22 - 29024480644942528512*z^2*log(2)^21 + 135
454692631064832*z^2*log(2)^16 + 199974400819200*z^2*log(2)^12 - 88810354905933312*z^2*log(2)^15 - 214564371013
6713216*z^2*log(2)^20 + 4698515419243091066880*z^2*log(2)^28 + 3999209979903882559488*z^2*log(2)^27 - 46354748
7608408899584*z^2*log(2)^26 - 2241289023483430305792*z^2*log(2)^25 + 125601701790914445312*z^2*log(2)^24 + 357
340032241143644160*z^2*log(2)^23 + 257195848687884288*z^2*log(2)^17 + 158855462349963264*z*log(2)^22*log(16)^2
+ 1802393954823168*z*log(2)^18*log(16)^2 - 97916286829824*z*log(2)^17*log(16) + 12662203092516864*z*log(2)^20
*log(16) - 821118377521152*z*log(2)^18*log(16)^3 - 2295746002944*z*log(2)^15*log(16)^9 - 25362587225161728*z*l
og(2)^20*log(16)^2 + 810995052183552*z*log(2)^19*log(16)^7 - 137014445346914304*z*log(2)^22*log(16)^3 - 260983
58135040*z*log(2)^14*log(16)^6 - 906288933141504*z*log(2)^18*log(16) + 24950630925729792*z*log(2)^21*log(16)^2
- 6115295232*z*log(2)^14*log(16)^12 + 156349564416*z*log(2)^12*log(16)^4 + 638976872335104*z*log(2)^17*log(16
)^2 + 10863730627706880*z*log(2)^19*log(16)^5 - 48922361856*z*log(2)^15*log(16)^11 - 12289425149952*z*log(2)^1
4*log(16)^4 + 1904085052784640*z*log(2)^17*log(16)^4 - 18596420352*z*log(2)^13*log(16)^7 + 516770210304*z*log(
2)^12*log(16)^6 - 9876639744*z*log(2)^12*log(16)^11 - 20088820334592*z*log(2)^16*log(16)^9 + 1186430976*z*log(
2)^12*log(16)^12 + 48375949824*z*log(2)^12*log(16)^10 + 1963902445056*z*log(2)^13*log(16)^4 + 3402698784768*z*
log(2)^15*log(16)^8 - 122178232979030016*z*log(2)^23*log(16) - 782757789696*z*log(2)^17*log(16)^10 + 220010632
704*z*log(2)^13*log(16)^2 - 87331037113221120*z*log(2)^22*log(16) - 69581389824*z*log(2)^13*log(16)^10 - 23650
54664048640*z*log(2)^18*log(16)^6 + 3123283230720*z*log(2)^14*log(16)^9 - 941437387008*z*log(2)^13*log(16)^3 +
62352192819953664*z*log(2)^21*log(16)^4 - 764411904*z*log(2)^13*log(16)^12 - 40631130056448*z*log(2)^16*log(1
6)^3 + 663753360384*z*log(2)^15*log(16) + 546148712448*z*log(2)^15*log(16)^10 - 4342427355709440*z*log(2)^20*l
og(16)^4 + 1525235788800*z*log(2)^14*log(16)^3 - 2130811543296*z*log(2)^13*log(16)^5 - 208211387904*z*log(2)^1
4*log(16) - 1402994358484992*z*log(2)^17*log(16)^5 + 223611199488*z*log(2)^13*log(16)^9 - 17036408911822848*z*
log(2)^19*log(16)^4 + 18524409974784*z*log(2)^14*log(16)^7 + 335210420736*z*log(2)^12*log(16)^8 + 771825755750
4*z*log(2)^17*log(16)^8 + 8215552639107072*z*log(2)^21*log(16) - 502659767808*z*log(2)^12*log(16)^7 - 16703558
75561472*z*log(2)^18*log(16)^4 - 38001979901952*z*log(2)^15*log(16)^6 - 441269304689664*z*log(2)^16*log(16)^5
- 5572342176546816*z*log(2)^20*log(16)^5 - 63700992*z*log(2)^12*log(16)^13 + 34832528367943680*z*log(2)^26*log
(16)^2 + 79164837199872000*z*log(2)^25*log(16)^3 - 57790331155906560*z*log(2)^24*log(16)^4 + 18326659811770368
*z*log(2)^23*log(16)^5 - 1880164883496960*z*log(2)^22*log(16)^6 - 606105784811520*z*log(2)^21*log(16)^7 + 1669
88328468480*z*log(2)^20*log(16)^8 - 2087354105856*z*log(2)^18*log(16)^10 - 381772427396382720*z*log(2)^25*log(
16)^2 + 244787572226654208*z*log(2)^24*log(16)^3 - 64605928858583040*z*log(2)^23*log(16)^4 - 5149425269735424*
z*log(2)^22*log(16)^5 + 7801447315931136*z*log(2)^21*log(16)^6 - 1458364735291392*z*log(2)^20*log(16)^7 - 6934
6541961216*z*log(2)^19*log(16)^8 + 36528696852480*z*log(2)^18*log(16)^9 - 334931582785683456*z*log(2)^24*log(1
6)^2 + 46176292910923776*z*log(2)^23*log(16)^3 + 56389136730292224*z*log(2)^22*log(16)^4 - 31498791932657664*z
*log(2)^21*log(16)^5 + 4613245847470080*z*log(2)^20*log(16)^6 + 66193902821965824*z*log(2)^23*log(16)^2 - 4016
146609078272*z*log(2)^19*log(16)^6 + 24047453081088*z*log(2)^14*log(16)^5 - 99054694264320*z*log(2)^15*log(16)
^4 - 7049501454532608*z*log(2)^19*log(16)^2 - 42675411456*z*log(2)^12*log(16)^3 - 154343310336*z*log(2)^12*log
(16)^9 + 1047580876210176*z*log(2)^18*log(16)^7 + 98354331648*z*log(2)^14*log(16)^11 + 81195908380416*z*log(2)
^15*log(16)^5 + 39940011491328*z*log(2)^16*log(16) + 1141942802688*z*log(2)^14*log(16)^2 - 9113383065600*z*log
(2)^14*log(16)^8 + 70045967308032*z*log(2)^15*log(16)^3 - 267880734130176*z*log(2)^18*log(16)^8 - 648301340031
71328*z*log(2)^21*log(16)^3 - 30885094656*z*log(2)^13*log(16) + 83531912970240*z*log(2)^16*log(16)^8 - 6863846
40*z*log(2)^12*log(16) + 21708460287590400*z*log(2)^20*log(16)^3 - 23110265276928*z*log(2)^15*log(16)^2 + 6176
71176486912*z*log(2)^17*log(16)^6 + 3030407679836160*z*log(2)^18*log(16)^5 + 674357704151040*z*log(2)^19*log(1
6) + 272428745829120*z*log(2)^16*log(16)^4 + 2910880530432*z*log(2)^16*log(16)^10 + 7412954112*z*log(2)^12*log
(16)^2 + 397549526704128*z*log(2)^16*log(16)^6 - 225424398680064*z*log(2)^16*log(16)^7 + 1115409719808*z*log(2
)^13*log(16)^6 - 346600650240*z*log(2)^13*log(16)^8 - 354962566656*z*log(2)^12*log(16)^5 - 227994731135631360*
z*log(2)^27*log(16) + 169887740630925312*z*log(2)^26*log(16) + 456073574910787584*z*log(2)^25*log(16) + 186318
309820465152*z*log(2)^24*log(16) + 11275075584*z*log(2)^13*log(16)^11 + 15336166912819200*z*log(2)^19*log(16)^
3 - 1511822498586624*z*log(2)^17*log(16)^3 + 6208783441920*z*log(2)^15*log(16)^7 - 715383373824*z*log(2)^14*lo
g(16)^10 - 195689447424*z*log(2)^16*log(16)^11 + 4486361776128*z*log(2)^17*log(16)^9 - 146916060954624*z*log(2
)^17*log(16)^7 - 65071158000192*z*log(2)^16*log(16)^2 - 11901677573505024*z*log(2)^24 + 43901761536*z*log(2)^1
5 + 4933112832*z*log(2)^14 - 5564048836460544*z*log(2)^21 + 192528884070088704*z*log(2)^28 + 12413046472939929
6*z*log(2)^27 - 149453317028708352*z*log(2)^26 - 212729524012449792*z*log(2)^25 - 699594006528*z*log(2)^16 - 2
430254759215104*z*log(2)^20 + 161214844925952*z*log(2)^18 + 13524738911502336*z*log(2)^22 + 2745538560*z*log(2
)^13 + 54965799802109952*z*log(2)^23 + 402187298881536*z*log(2)^19 - 26888249696256*z*log(2)^17 + 133312896*lo
g(2)^17*log(16)^2 - 125829120*log(2)^19*log(16)^7 - 121777920*log(2)^16*log(16)^3 - 114814080*log(2)^16*log(16
)^5 + 112992768*log(2)^17*log(16)^3 - 112601088*log(2)^17*log(16)^6 + 53324992*log(2)^16*log(16)^6 + 52954944*
log(2)^16*log(16)^2 - 34307072*log(2)^19*log(16)^3 + 23298048*log(2)^17*log(16)^7 - 15728640*log(2)^18*log(16)
^8 - 15097344*log(2)^16*log(16)^7 + 2396160*log(2)^16*log(16)^8 - 1966080*log(2)^17*log(16)^8 - 163840*log(2)^
16*log(16)^9 + 4123168604160*log(2)^26*log(16)^2 - 1374389534720*log(2)^25*log(16)^3 + 257698037760*log(2)^24*
log(16)^4 + 3659312136192*log(2)^25*log(16)^2 - 528280977408*log(2)^24*log(16)^3 - 154618822656*log(2)^23*log(
16)^4 + 48782180352*log(2)^22*log(16) - 68516315136*log(2)^21*log(16)^3 - 21170749440*log(2)^20*log(16)^5 - 39
39456000*log(2)^19*log(16)^2 + 3896451072*log(2)^19*log(16)^4 + 1186511978496*log(2)^23*log(16) + 1081427712*l
og(2)^18*log(16) - 3641427264*log(2)^18*log(16)^2 + 433057693696*log(2)^22*log(16)^3 - 76425707520*log(2)^20*l
og(16)^3 - 3222405120*log(2)^19*log(16)^5 - 92994048*log(2)^17*log(16) - 11439744*log(2)^16*log(16) - 65970697
66656*log(2)^27*log(16) - 8658654068736*log(2)^26*log(16) + 122906247168*log(2)^21*log(16)^2 + 2573893632*log(
2)^18*log(16)^5 - 354670608384*log(2)^22*log(16)^2 - 16919126016*log(2)^20*log(16) + 1318286524416*log(2)^24*l
og(16) + 6643777536*log(2)^21*log(16)^5 + 3675936768*log(2)^19*log(16) - 2013265920*log(2)^21*log(16)^6 + 6720
28164096*log(2)^23*log(16)^3 - 1298204196864*log(2)^23*log(16)^2 - 5368709120*log(2)^22*log(16)^6 - 1513975971
84*log(2)^24*log(16)^2 + 1051721728*log(2)^19*log(16)^6 - 921206784*log(2)^18*log(16)^6 - 224227491840*log(2)^
22*log(16)^4 + 5157718272*log(2)^18*log(16)^3 - 109726298112*log(2)^21*log(16) + 4970250240*log(2)^20*log(16)^
6 - 3279207530496*log(2)^25*log(16) + 56371445760*log(2)^22*log(16)^5 - 503316480*log(2)^20*log(16)^7 + 605933
72160*log(2)^20*log(16)^2 + 8933867520*log(2)^21*log(16)^4 - 334984128*log(2)^17*log(16)^4 + 276480000*log(2)^
17*log(16)^5 + 51784974336*log(2)^20*log(16)^4 - 4504239360*log(2)^18*log(16)^4 + 184811520*log(2)^18*log(16)^
7 + 152972352*log(2)^16*log(16)^4 - 1051415543808*log(2)^24 + 45828468736*log(2)^22 + 40612807680*log(2)^21 -
1808463168*log(2)^19 + 559956361216*log(2)^25 - 366295646208*log(2)^23 - 1053684480*log(2)^20 + 174923328*log(
2)^18 - 11255232*log(2)^17 + 1906624*log(2)^16 + 4398046511104*log(2)^28 + 8246337208320*log(2)^27 + 586263035
9040*log(2)^26, z, k)*(2516251183804443525120*log(2)^27*log(16) + 93135016754774160703488*log(2)^28*log(16) -
884935358219320150720512*log(2)^29*log(16) - 18350149247605843364413440*log(2)^30*log(16) - 221874246017522569
366732800*log(2)^31*log(16) + 1442378793666854690784018432*log(2)^32*log(16) + 4713420428374555481597804544*lo
g(2)^33*log(16) - 30822010677749571185075552256*log(2)^34*log(16) - 5537548616266280264628436992*log(2)^35*log
(16) + 186951905856571204840282128384*log(2)^36*log(16) - 96135379696809763347539951616*log(2)^37*log(16) - 35
4901028318262746588261646336*log(2)^38*log(16) + 129990957679882616639456280576*log(2)^39*log(16) + 2135446567
7672809742009892864*log(2)^40*log(16) - 22282920707136844948184236032*log(2)^41*log(16) + root(398918533895776
11902976*z^9*log(2)^5*log(16)^5 - 86060733699094216704*z^9*log(2)*log(16)^5 + 326184205507809509376*z^9*log(2)
^3*log(16)^8 - 290285171330431057920*z^9*log(2)^2*log(16)^7 + 2215816992556113199104*z^9*log(2)^3*log(16)^6 +
123842530044178792278650781696*z^9*log(2)^16*log(16)^2 - 39687253348106798042751959040*z^9*log(2)^15*log(16)^3
+ 5454138023163812483180789760*z^9*log(2)^14*log(16)^4 + 298798124991149884399681536*z^9*log(2)^13*log(16)^5
- 211052981826882783179440128*z^9*log(2)^12*log(16)^6 + 27482585573562273629208576*z^9*log(2)^11*log(16)^7 - 1
246561192484064460800000*z^9*log(2)^10*log(16)^8 + 78974202988091481407839272960*z^9*log(2)^15*log(16)^2 - 198
00736991040315305911910400*z^9*log(2)^14*log(16)^3 + 35741402510903096220057600*z^9*log(2)^13*log(16)^4 + 1223
249500935658468131471360*z^9*log(2)^12*log(16)^5 - 306705910296687194438369280*z^9*log(2)^11*log(16)^6 + 32893
259498315505740021760*z^9*log(2)^10*log(16)^7 - 1371217311732470906880000*z^9*log(2)^9*log(16)^8 - 51928236940
559722209418936320*z^9*log(2)^14*log(16)^2 + 22653906138356001533853696000*z^9*log(2)^13*log(16)^3 - 604490431
4510044363436851200*z^9*log(2)^12*log(16)^4 + 1002092592156767649508884480*z^9*log(2)^11*log(16)^5 - 994005401
76440803291299840*z^9*log(2)^10*log(16)^6 + 5252821880948975028142080*z^9*log(2)^9*log(16)^7 - 106425161808327
003340800*z^9*log(2)^8*log(16)^8 - 25985456805598117123973971968*z^9*log(2)^13*log(16)^2 + 8904500033259910636
662423552*z^9*log(2)^12*log(16)^3 - 1463726986292979050238443520*z^9*log(2)^11*log(16)^4 + 2068796071449534589
3048320*z^9*log(2)^10*log(16)^5 + 32455132194194622209064960*z^9*log(2)^9*log(16)^6 - 489501479951393893436620
8*z^9*log(2)^8*log(16)^7 + 235801852472521541025792*z^9*log(2)^7*log(16)^8 + 10458077679364933922039267328*z^9
*log(2)^12*log(16)^2 - 4252626679583287373148979200*z^9*log(2)^11*log(16)^3 + 1050715833374681819460403200*z^9
*log(2)^10*log(16)^4 - 159876925083096894274535424*z^9*log(2)^9*log(16)^5 + 14373805337304631496146944*z^9*log
(2)^8*log(16)^6 - 673961781437114615857152*z^9*log(2)^7*log(16)^7 + 11539273312125069557760*z^9*log(2)^6*log(1
6)^8 + 1175256299792052575249891328*z^9*log(2)^11*log(16)^2 - 414390373412585697812938752*z^9*log(2)^10*log(16
)^3 + 64650176991809711068151808*z^9*log(2)^9*log(16)^4 + 1854550914029806128463872*z^9*log(2)^8*log(16)^5 - 2
211484668165338274201600*z^9*log(2)^7*log(16)^6 + 288343697632312141283328*z^9*log(2)^6*log(16)^7 - 9549428705
086377295872*z^9*log(2)^5*log(16)^8 - 354577405862133891072*z^9*log(2)^4*log(16)^9 - 1122171285897950218351017
984*z^9*log(2)^10*log(16)^2 + 399171427934682113755840512*z^9*log(2)^9*log(16)^3 - 79960309389239938543779840*
z^9*log(2)^8*log(16)^4 + 8199395580102011120517120*z^9*log(2)^7*log(16)^5 + 238933186347363315530858496*z^9*lo
g(2)^9*log(16)^2 - 80601531071794363376861184*z^9*log(2)^8*log(16)^3 + 15801573355560166081167360*z^9*log(2)^7
*log(16)^4 + 9298394831979139540451328*z^9*log(2)^8*log(16)^2 + 41083204191928713216*z^9*log(2)*log(16)^7 + 72
576741127237926912*z^9*log(2)^2*log(16)^6 + 217433519037860334796800*z^9*log(2)^6*log(16)^4 - 6260481389610034
7904*z^9*log(2)*log(16)^6 + 2287301029909015560192*z^9*log(2)^4*log(16)^8 + 860607336990942167040*z^9*log(2)^2
*log(16)^4 - 34781060753740523372544*z^9*log(2)^5*log(16)^7 - 12061675477612716097536*z^9*log(2)^4*log(16)^6 -
192354918162450272539197308928*z^9*log(2)^17*log(16) - 135253636564688379661548257280*z^9*log(2)^16*log(16) +
66912756119322790115577692160*z^9*log(2)^15*log(16) + 38739683348011375398255329280*z^9*log(2)^14*log(16) - 1
4380633479077761339166294016*z^9*log(2)^13*log(16) - 1654810668631251437947453440*z^9*log(2)^12*log(16) + 1695
121451630735519083659264*z^9*log(2)^11*log(16) - 382080505242181519143862272*z^9*log(2)^10*log(16) - 166138300
70636780816695296*z^9*log(2)^9*log(16) + 28001302559665836968116224*z^9*log(2)^8*log(16) - 6335599650440650149
593088*z^9*log(2)^7*log(16) + 613119287375828443201536*z^9*log(2)^6*log(16) - 22031547826968119476224*z^9*log(
2)^5*log(16) - 36095280241649909760*z^9*log(2)^2*log(16)^8 - 2458276284328756924907520*z^9*log(2)^7*log(16)^3
- 16460432045742883193487360*z^9*log(2)^7*log(16)^2 + 3812507577701533835329536*z^9*log(2)^6*log(16)^2 - 37748
7671839938079358976*z^9*log(2)^5*log(16)^2 + 122973282561668677632000*z^9*log(2)^4*log(16)^3 + 137697173918550
74672640*z^9*log(2)^4*log(16)^2 - 4589905797285024890880*z^9*log(2)^3*log(16)^3 - 768681489346863971696640*z^9
*log(2)^5*log(16)^4 - 196276919084962793127936*z^9*log(2)^6*log(16)^6 - 1834819010729760125878272*z^9*log(2)^6
*log(16)^5 + 2038004543189661253632*z^9*log(2)^2*log(16)^5 - 7492712245033376415744*z^9*log(2)^4*log(16)^7 + 2
01471172650377737666560*z^9*log(2)^4*log(16)^4 - 22165008797507455549440*z^9*log(2)^3*log(16)^4 + 112783881684
2859675648*z^9*log(2)^3*log(16)^7 + 44356209745678118682624*z^9*log(2)^4*log(16)^5 - 15545798395541757886464*z
^9*log(2)^3*log(16)^5 + 4966619654890161942036480*z^9*log(2)^6*log(16)^3 - 1197214757321908357693440*z^9*log(2
)^5*log(16)^3 + 132638588855041054998528*z^9*log(2)^5*log(16)^6 + 3585863904128925696*z^9*log(16)^6 - 15937172
90723966976*z^9*log(16)^7 + 121587758137205248379968290816*z^9*log(2)^18 + 90125520571493247428497244160*z^9*l
og(2)^17 - 37239477867574377424481157120*z^9*log(2)^16 - 23739599107574474469613240320*z^9*log(2)^15 + 8502961
830657655140280958976*z^9*log(2)^14 + 939420088284129196372918272*z^9*log(2)^13 - 1075155890689253891458990080
*z^9*log(2)^12 + 255637045349843010236448768*z^9*log(2)^11 + 11790098290366654212734976*z^9*log(2)^10 - 194602
07080956855054237696*z^9*log(2)^9 + 4335917636540526772617216*z^9*log(2)^8 - 413098102265755874623488*z^9*log(
2)^7 + 14687698551312079650816*z^9*log(2)^6 - 233436164811607425024*z^7*log(2)^5*log(16)^5 + 67355626693224038
4*z^7*log(2)^3*log(16)^7 - 98151710219933303439360*z^7*log(2)^8*log(16)^5 - 368858378993352376320*z^7*log(2)^5
*log(16)^4 - 1211190257092474699776*z^7*log(2)^7*log(16)^7 + 36615732518464782336*z^7*log(2)^6*log(16)^7 + 327
5199983043307634688*z^7*log(2)^7*log(16)^6 - 53175788508856320*z^7*log(2)^2*log(16)^5 - 9932316492180586053500
928*z^7*log(2)^11*log(16) - 6259056483078122766336*z^7*log(2)^7*log(16)^2 + 493943913405283272104293171200*z^7
*log(2)^21*log(16)^2 - 111697745193015762968012390400*z^7*log(2)^20*log(16)^3 + 4396381616790873973142323200*z
^7*log(2)^19*log(16)^4 + 2869750959700828919357767680*z^7*log(2)^18*log(16)^5 - 533246596826690744557240320*z^
7*log(2)^17*log(16)^6 + 29548117155177824256000000*z^7*log(2)^16*log(16)^7 + 289354164750296469628551954432*z^
7*log(2)^20*log(16)^2 - 32531711100654122296651284480*z^7*log(2)^19*log(16)^3 - 12992699512127510086869319680*
z^7*log(2)^18*log(16)^4 + 4852997890202389306851459072*z^7*log(2)^17*log(16)^5 - 591267752442472403111510016*z
^7*log(2)^16*log(16)^6 + 19910466878907783674068992*z^7*log(2)^15*log(16)^7 + 738702928879445606400000*z^7*log
(2)^14*log(16)^8 - 285637800192325736722920898560*z^7*log(2)^19*log(16)^2 + 98371693751310900807635828736*z^7*
log(2)^18*log(16)^3 - 18368248999056039214432911360*z^7*log(2)^17*log(16)^4 + 1497119415985076891453227008*z^7
*log(2)^16*log(16)^5 + 49221312653329530001293312*z^7*log(2)^15*log(16)^6 - 18180808744995139375595520*z^7*log
(2)^14*log(16)^7 + 1009060813820033903886336*z^7*log(2)^13*log(16)^8 - 5771116631870668800000*z^7*log(2)^12*lo
g(16)^9 - 124831590623940000968632958976*z^7*log(2)^18*log(16)^2 + 24630628253627355554195177472*z^7*log(2)^17
*log(16)^3 + 937388753107848797481861120*z^7*log(2)^16*log(16)^4 - 1255047485601324419870883840*z^7*log(2)^15*
log(16)^5 + 204809536695529274660093952*z^7*log(2)^14*log(16)^6 - 11717187665417145497419776*z^7*log(2)^13*log
(16)^7 + 69037790665081337413632*z^7*log(2)^12*log(16)^8 + 144277915796766720000*z^7*log(2)^11*log(16)^9 + 727
50650048106420194682863616*z^7*log(2)^17*log(16)^2 - 25310229592600211136102531072*z^7*log(2)^16*log(16)^3 + 4
981570747192999094035415040*z^7*log(2)^15*log(16)^4 - 495839183287916587621810176*z^7*log(2)^14*log(16)^5 + 71
31518524768016161308672*z^7*log(2)^13*log(16)^6 + 3145327788913513784672256*z^7*log(2)^12*log(16)^7 - 22803623
7932676369088512*z^7*log(2)^11*log(16)^8 + 2050189183472055091200*z^7*log(2)^10*log(16)^9 + 111133977385665681
50550183936*z^7*log(2)^16*log(16)^2 - 1730273245377871585134772224*z^7*log(2)^15*log(16)^3 - 34797774017259082
2444761088*z^7*log(2)^14*log(16)^4 + 177676161562494994156093440*z^7*log(2)^13*log(16)^5 - 2593205254074854068
2436608*z^7*log(2)^12*log(16)^6 + 1329392070928597228978176*z^7*log(2)^11*log(16)^7 + 4594920680657661198336*z
^7*log(2)^10*log(16)^8 - 325769614762388226048*z^7*log(2)^9*log(16)^9 - 9757349142126044471428644864*z^7*log(2
)^15*log(16)^2 + 2956087659672491455326191616*z^7*log(2)^14*log(16)^3 - 479416112984416385910177792*z^7*log(2)
^13*log(16)^4 + 32600816475657751926669312*z^7*log(2)^12*log(16)^5 + 1332058076129642781081600*z^7*log(2)^11*l
og(16)^6 - 348047925730145546010624*z^7*log(2)^10*log(16)^7 + 15244077027130664288256*z^7*log(2)^9*log(16)^8 +
109741896929963409408*z^7*log(2)^8*log(16)^9 + 1054325623872774442202431488*z^7*log(2)^14*log(16)^2 - 3879039
28159702219449434112*z^7*log(2)^13*log(16)^3 + 94358641643715969140391936*z^7*log(2)^12*log(16)^4 - 1480433482
6554067802652672*z^7*log(2)^11*log(16)^5 - 20050167035881976758272*z^7*log(2)^9*log(16)^7 - 308542301845782213
4272*z^7*log(2)^8*log(16)^8 + 923378661099307008*z^7*log(2)^6*log(16)^10 + 439717063721098183459209216*z^7*log
(2)^13*log(16)^2 - 100163275206331687237582848*z^7*log(2)^12*log(16)^3 + 7724437987936607636815872*z^7*log(2)^
11*log(16)^4 + 983985440664791726161920*z^7*log(2)^10*log(16)^5 - 56362394569203379077120*z^7*log(2)^8*log(16)
^4 - 25715459326234001080320*z^7*log(2)^7*log(16)^4 + 3861909841379328*z^7*log(2)^2*log(16)^8 + 11031043984843
02980972544*z^7*log(2)^9*log(16)^4 - 467987975245246475796480*z^7*log(2)^9*log(16)^3 - 30229233644077056*z^7*l
og(2)^2*log(16)^7 - 1098105262815021170688*z^7*log(2)^6*log(16)^6 - 528327635325136404480*z^7*log(2)^6*log(16)
^2 + 12904500695113138176*z^7*log(2)^7*log(16)^9 + 15363997671139118678016*z^7*log(2)^8*log(16)^7 + 2324697376
01699598336*z^7*log(2)^5*log(16)^6 + 193036236732594980388864*z^7*log(2)^8*log(16)^2 - 64331833083033860890951
68*z^7*log(2)^10*log(16)^3 + 34032504645668044800*z^7*log(2)^5*log(16)^2 - 105806342382944256*z^7*log(2)^3*log
(16)^8 + 295492739690166422077440*z^7*log(2)^9*log(16)^5 - 1134893795057860608*z^7*log(2)^5*log(16)^8 + 187663
10142140689416192*z^7*log(2)^7*log(16)^5 + 331686148607325946773504*z^7*log(2)^8*log(16)^3 + 37872470025060187
37356800*z^7*log(2)^10*log(16)^2 + 33737800838501744640*z^7*log(2)^4*log(16)^5 + 72098540908904448*z^7*log(2)^
2*log(16)^6 + 99279094903159652352*z^7*log(2)^6*log(16)^8 - 7858413694841978880*z^7*log(2)^4*log(16)^4 - 11716
246718464647168*z^7*log(2)^4*log(16)^6 - 8507061461380497408*z^7*log(2)^6*log(16)^9 - 959750984463104950780475
473920*z^7*log(2)^22*log(16) - 673964515164969840628325154816*z^7*log(2)^21*log(16) + 439228720274831278204772
155392*z^7*log(2)^20*log(16) + 251343221001540985426135744512*z^7*log(2)^19*log(16) - 113041109799459185843836
551168*z^7*log(2)^18*log(16) - 23397168799708306983792672768*z^7*log(2)^17*log(16) + 1690033054597675692331106
3040*z^7*log(2)^16*log(16) - 1718703458769011084227510272*z^7*log(2)^15*log(16) - 898591475115826182843531264*
z^7*log(2)^14*log(16) + 362681734281810942703435776*z^7*log(2)^13*log(16) + 3769363937713880825856*z^7*log(2)^
8*log(16)^6 + 109010375740434677760*z^7*log(2)^5*log(16)^3 - 383490952522447284338688*z^7*log(2)^9*log(16) - 9
92433976724791296*z^7*log(2)^3*log(16)^6 + 1167398629486350041088*z^7*log(2)^7*log(16) - 356674889086573548687
85152*z^7*log(2)^12*log(16) - 1025321872492855296*z^7*log(2)^5*log(16)^9 + 1247799857715365541838848*z^7*log(2
)^10*log(16)^6 - 181055630873788315437367296*z^7*log(2)^12*log(16)^2 + 45379975869148682111680512*z^7*log(2)^1
1*log(16)^3 + 3412738782852485738397696*z^7*log(2)^10*log(16) - 48352356082211838492672*z^7*log(2)^7*log(16)^3
- 1237597405618296176640*z^7*log(2)^6*log(16)^5 + 94555012633657344*z^7*log(2)^4*log(16)^9 - 8508126161417011
200*z^7*log(2)^4*log(16)^3 - 27851145844400455680*z^7*log(2)^5*log(16)^7 + 388840485125652480*z^7*log(2)^4*log
(16)^8 - 1530928540315008000*z^7*log(2)^4*log(16)^7 + 10127001790863988752384*z^7*log(2)^8*log(16) - 236894163
845093517164544*z^7*log(2)^9*log(16)^6 + 5902651046377927802880*z^7*log(2)^6*log(16)^4 + 204485535339202215936
0*z^7*log(2)^6*log(16)^3 - 215808435478151036928*z^7*log(2)^7*log(16)^8 + 1063515770177126400*z^7*log(2)^3*log
(16)^4 - 472261806164754432*z^7*log(2)^3*log(16)^5 - 1567115335638115119267840*z^7*log(2)^9*log(16)^2 - 680650
09291336089600*z^7*log(2)^6*log(16) - 5748226214355619320692736*z^7*log(2)^10*log(16)^4 + 20827507222737454708
555776*z^7*log(2)^11*log(16)^2 + 54452007433068871680*z^7*log(2)^7 + 25300655133870152849817600*z^7*log(2)^13
- 2874745128757553906319360*z^7*log(2)^11 + 9225285048457606968901632*z^7*log(2)^12 - 6793323754933683486720*z
^7*log(2)^9 + 304595883082212333060096*z^7*log(2)^10 - 992982028301654556672*z^7*log(2)^8 + 720520048220475545
955367649280*z^7*log(2)^23 + 552090160147694095632571564032*z^7*log(2)^22 - 281630088362585703573054554112*z^7
*log(2)^21 - 190718279628806563204285071360*z^7*log(2)^20 + 74129332484801326692616372224*z^7*log(2)^19 + 1787
4904475116872155529216000*z^7*log(2)^18 - 12107553952535868219429224448*z^7*log(2)^17 + 1250650789250916910198
947840*z^7*log(2)^16 + 719253331991231457971404800*z^7*log(2)^15 - 291026699643141903372779520*z^7*log(2)^14 -
2314755750369888829440*z^6*log(2)^9*log(16)^7 + 10269228642301440*z^6*log(2)^3*log(16)^7 - 295336955054319245
10720*z^6*log(2)^8*log(16)^3 + 1189958038774087680*z^6*log(2)^7*log(16)^9 + 431293688860620635504640*z^6*log(2
)^10*log(16)^4 - 453678130239952896*z^6*log(2)^5*log(16)^8 - 20520927023415414975627264*z^6*log(2)^12*log(16)^
4 + 883499937163902720*z^6*log(2)^4*log(16)^3 - 562516217229312*z^6*log(2)^3*log(16)^8 + 272191643013836122823
23379159040*z^6*log(2)^26*log(16)^2 - 3362185909333931709796460789760*z^6*log(2)^25*log(16)^3 - 44037805283625
1376471538401280*z^6*log(2)^24*log(16)^4 + 151116596367261494852991320064*z^6*log(2)^23*log(16)^5 - 1075814114
3787410502451200000*z^6*log(2)^22*log(16)^6 + 15387618866833669109579608227840*z^6*log(2)^25*log(16)^2 + 16892
17502858754107309681541120*z^6*log(2)^24*log(16)^3 - 1369261778729601489038380892160*z^6*log(2)^23*log(16)^4 +
185699286562434753157750849536*z^6*log(2)^22*log(16)^5 - 356309634682239035841183744*z^6*log(2)^21*log(16)^6
- 1008575732230069734604800000*z^6*log(2)^20*log(16)^7 - 22457535293829652130568540782592*z^6*log(2)^24*log(16
)^2 + 6166480438489793400721008230400*z^6*log(2)^23*log(16)^3 - 618290812001635677655825121280*z^6*log(2)^22*l
og(16)^4 - 58951170862788997582071791616*z^6*log(2)^21*log(16)^5 + 17241440770355885301911519232*z^6*log(2)^20
*log(16)^6 - 792780868562124014188756992*z^6*log(2)^19*log(16)^7 - 31517991632189679206400000*z^6*log(2)^18*lo
g(16)^8 - 11111526285381122368621397409792*z^6*log(2)^23*log(16)^2 + 215766892500971873148736634880*z^6*log(2)
^22*log(16)^3 + 627383283599806913124444930048*z^6*log(2)^21*log(16)^4 - 125346044145486124134118195200*z^6*lo
g(2)^20*log(16)^5 + 5500723295755742545830739968*z^6*log(2)^19*log(16)^6 + 513075082182089349865144320*z^6*log
(2)^18*log(16)^7 - 30058078259786653265559552*z^6*log(2)^17*log(16)^8 - 328312412835309158400000*z^6*log(2)^16
*log(16)^9 + 7641661186553995955973220466688*z^6*log(2)^22*log(16)^2 - 2431538076903499767389689479168*z^6*log
(2)^21*log(16)^3 + 337927714123952701709601472512*z^6*log(2)^20*log(16)^4 + 3626816900865020876657000448*z^6*l
og(2)^19*log(16)^5 - 6033556429062205015446257664*z^6*log(2)^18*log(16)^6 + 440080674281603340410290176*z^6*lo
g(2)^17*log(16)^7 + 5830946644423711364481024*z^6*log(2)^16*log(16)^8 - 320104602514426429440000*z^6*log(2)^15
*log(16)^9 + 2521682029196499519342586626048*z^6*log(2)^21*log(16)^2 - 62673927269462738554645905408*z^6*log(2
)^20*log(16)^3 - 147272121731833107684928782336*z^6*log(2)^19*log(16)^4 + 31961562805852078933071101952*z^6*lo
g(2)^18*log(16)^5 - 1802403904256641871596486656*z^6*log(2)^17*log(16)^6 - 108389442457409918689345536*z^6*log
(2)^16*log(16)^7 + 10071431410166628630921216*z^6*log(2)^15*log(16)^8 + 17113284519040489881600*z^6*log(2)^14*
log(16)^9 - 1573711118908000777758390091776*z^6*log(2)^20*log(16)^2 + 459669048626336979857965056000*z^6*log(2
)^19*log(16)^3 - 60143520191211720887859412992*z^6*log(2)^18*log(16)^4 - 835177083244657682398838784*z^6*log(2
)^17*log(16)^5 + 1086953945377833050513080320*z^6*log(2)^16*log(16)^6 - 81126835844624429233471488*z^6*log(2)^
15*log(16)^7 - 923000999226917391433728*z^6*log(2)^14*log(16)^8 + 72020252441617593532416*z^6*log(2)^13*log(16
)^9 - 179785402450495369825241530368*z^6*log(2)^19*log(16)^2 - 30068039090131964967329464320*z^6*log(2)^18*log
(16)^3 + 23449625719834479951083470848*z^6*log(2)^17*log(16)^4 - 4121250483220846303751700480*z^6*log(2)^16*lo
g(16)^5 + 183807548595177527426678784*z^6*log(2)^15*log(16)^6 + 17376305679592258195685376*z^6*log(2)^14*log(1
6)^7 - 1280043172054301486874624*z^6*log(2)^13*log(16)^8 - 9557700150484531150848*z^6*log(2)^12*log(16)^9 + 19
2938940346291452238979137536*z^6*log(2)^18*log(16)^2 - 44497052490147171980474843136*z^6*log(2)^17*log(16)^3 +
3856744516114102414183759872*z^6*log(2)^16*log(16)^4 + 401972629264402942324113408*z^6*log(2)^15*log(16)^5 -
114270926284443271651393536*z^6*log(2)^14*log(16)^6 + 6180129455730829408862208*z^6*log(2)^13*log(16)^7 + 2034
56898902253656604672*z^6*log(2)^12*log(16)^8 - 6299475584994043232256*z^6*log(2)^11*log(16)^9 - 67781764841321
005056*z^6*log(2)^10*log(16)^10 - 15372741760716459412297875456*z^6*log(2)^17*log(16)^2 + 85318616915743802410
52762112*z^6*log(2)^16*log(16)^3 - 2213048992248005897949806592*z^6*log(2)^15*log(16)^4 + 25137350853802260579
3263616*z^6*log(2)^14*log(16)^5 - 1848588195123441388486656*z^6*log(2)^13*log(16)^6 - 173111967100313949280665
6*z^6*log(2)^12*log(16)^7 + 68143640680814264451072*z^6*log(2)^11*log(16)^8 + 1811278236746784964608*z^6*log(2
)^10*log(16)^9 + 1709693302191685632*z^6*log(2)^9*log(16)^10 - 11015863215552855382375268352*z^6*log(2)^16*log
(16)^2 + 1447900028777643677640032256*z^6*log(2)^15*log(16)^3 + 93226789449995161410994176*z^6*log(2)^14*log(1
6)^4 - 51019420059121061392809984*z^6*log(2)^13*log(16)^5 + 5784564145627679208505344*z^6*log(2)^12*log(16)^6
- 136334065946209214791680*z^6*log(2)^11*log(16)^7 - 17794941763487841386496*z^6*log(2)^10*log(16)^8 + 3648653
229954170880*z^6*log(2)^8*log(16)^10 + 3228381923594686450492243968*z^6*log(2)^15*log(16)^2 - 7246414767483660
06567567360*z^6*log(2)^14*log(16)^3 + 82908068489679118496956416*z^6*log(2)^13*log(16)^4 - 288189500947955712*
z^6*log(2)^7*log(16)^10 - 74274430577261214028529664*z^6*log(2)^14*log(16)^2 - 399724281178968953520*z^6*log(2
)^6*log(16)^4 - 491944398634433016*z^6*log(2)^4*log(16)^7 + 161814929667548527337472*z^6*log(2)^9*log(16)^2 +
204961729388639161536*z^6*log(2)^6*log(16)^5 - 4125897864342222077952*z^6*log(2)^8*log(16)^6 + 877252919992919
19360*z^6*log(2)^6*log(16)^3 - 83473317454716665856*z^6*log(2)^7*log(16)^7 - 447514063561820547072*z^6*log(2)^
7*log(16) - 2462949565483951167897600*z^6*log(2)^12*log(16)^5 - 43456222173745970675712*z^6*log(2)^10*log(16)^
6 + 1819862218468885964783616*z^6*log(2)^11*log(16)^5 - 16921304824794814944*z^6*log(2)^5*log(16)^6 - 85287998
59198433280*z^6*log(2)^6*log(16)^7 - 96732379502899200*z^6*log(2)^5*log(16) + 35643209532966099323191296*z^6*l
og(2)^12*log(16)^2 + 884618973287795751911424*z^6*log(2)^10*log(16)^3 - 2446871157259259756544*z^6*log(2)^7*lo
g(16)^5 + 171922188275712*z^6*log(2)^2*log(16)^7 + 502886819236945809786273792*z^6*log(2)^14*log(16) - 1018783
545280713404153856*z^6*log(2)^10*log(16)^2 + 425490490287776880*z^6*log(2)^4*log(16)^4 - 348875765437990227148
800*z^6*log(2)^10*log(16)^5 - 49254962822814528*z^6*log(2)^3*log(16)^6 - 154996914339531802206535680*z^6*log(2
)^13*log(16)^2 - 6804811008899714488320*z^6*log(2)^9*log(16) + 456861058425862225920*z^6*log(2)^8*log(16)^8 +
67772689496808044249088*z^6*log(2)^9*log(16)^3 + 5159438920934536660992*z^6*log(2)^8*log(16) + 144538528271094
37440*z^6*log(2)^6*log(16) - 70962833399624687096411801518080*z^6*log(2)^27*log(16) - 602404127270398168088001
00286464*z^6*log(2)^26*log(16) + 38339495049476810267699982630912*z^6*log(2)^25*log(16) + 33994301636480779734
595267461120*z^6*log(2)^24*log(16) - 11694573104251476175848877326336*z^6*log(2)^23*log(16) - 7522709754609024
209173233008640*z^6*log(2)^22*log(16) + 2717666363233404803119388295168*z^6*log(2)^21*log(16) + 69953369474237
4515451497545728*z^6*log(2)^20*log(16) - 407394900425855259027255066624*z^6*log(2)^19*log(16) + 92228725503857
17278758928384*z^6*log(2)^18*log(16) + 30665138708432699678445797376*z^6*log(2)^17*log(16) - 73223989297489287
65796286464*z^6*log(2)^16*log(16) - 381648905787739458332786688*z^6*log(2)^15*log(16) + 3922417648575199051776
0*z^6*log(2)^9*log(16)^5 - 7021992494910173771464704*z^6*log(2)^11*log(16)^3 + 11077820355270188520*z^6*log(2)
^5*log(16)^5 + 50622673245337152*z^6*log(2)^4*log(16)^8 + 377860857433200*z^6*log(2)^2*log(16)^4 + 86345638744
8098562048*z^6*log(2)^7*log(16)^6 - 4709884366472984064*z^6*log(2)^6*log(16)^6 + 153845414578809377280*z^6*log
(2)^6*log(16)^2 - 3428501558179921920*z^6*log(2)^7*log(16)^8 - 20960866872766080000*z^6*log(2)^5*log(16)^3 + 1
2364927703379980845056*z^6*log(2)^9*log(16)^6 + 89867773389200328*z^6*log(2)^3*log(16)^5 + 3452328953182252861
489152*z^6*log(2)^11*log(16) + 157381389216852738048*z^6*log(2)^9*log(16)^9 + 86928721173973590085730304*z^6*l
og(2)^13*log(16)^3 - 3418251093059042661120*z^6*log(2)^8*log(16)^2 - 733874513250816*z^6*log(2)^4*log(16)^9 -
913808341670584909824*z^6*log(2)^9*log(16)^8 - 52735513006439280*z^6*log(2)^3*log(16)^4 + 17349706531128648858
624*z^6*log(2)^8*log(16)^4 - 34503236222976*z^6*log(2)^2*log(16)^8 - 174443291874146602745856*z^6*log(2)^9*log
(16)^4 - 302539563370824597504*z^6*log(2)^8*log(16)^7 + 21591662529873134160*z^6*log(2)^5*log(16)^4 - 60457737
18931200*z^6*log(2)^3*log(16)^3 - 564419724979741890969600*z^6*log(2)^11*log(16)^2 - 25436296905818112*z^6*log
(2)^5*log(16)^9 - 594004800714056681914368*z^6*log(2)^11*log(16)^6 + 70491051041827074342912*z^6*log(2)^10*log
(16)^7 + 13562859415850719899549696*z^6*log(2)^12*log(16)^3 + 735335859001098240*z^6*log(2)^6*log(16)^9 + 5649
598662527554265088*z^6*log(2)^8*log(16)^5 - 5380463081105164800*z^6*log(2)^5*log(16)^2 - 2323037267943811560*z
^6*log(2)^4*log(16)^5 - 1453317212872357636608*z^6*log(2)^7*log(16)^2 + 36274642313587200*z^6*log(2)^4*log(16)
^2 + 1817781967379052808372224*z^6*log(2)^11*log(16)^4 + 5497448279142850560*z^6*log(2)^5*log(16)^7 - 17642555
7898752*z^6*log(2)^2*log(16)^6 - 248323306630464*z^6*log(2)^2*log(16)^5 - 5520997424460465451302912*z^6*log(2)
^12*log(16) + 1427447982544521205248*z^6*log(2)^7*log(16)^4 + 1728484150196149155*z^6*log(2)^4*log(16)^6 - 386
536493461700910661632*z^6*log(2)^10*log(16) - 2036008296755822592*z^6*log(2)^6*log(16)^8 - 7591997962897588224
0*z^6*log(2)^8*log(16)^9 - 7797294954971136*z^6*log(2)^6*log(16)^10 - 80683436703683078975913984*z^6*log(2)^13
*log(16) + 2320643794712151608064*z^6*log(2)^7*log(16)^3 + 349362663740704896712704*z^6*log(2)^11 - 5948842856
418627563520*z^6*log(2)^9 - 3856256136722973464985600*z^6*log(2)^12 + 10004327821101621269495808*z^6*log(2)^13
+ 469797574464302542848*z^6*log(2)^8 - 553381059242337919624544256*z^6*log(2)^15 - 14517423593606836224*z^6*l
og(2)^7 + 69680577189673014984179712*z^6*log(2)^14 + 96732379502899200*z^6*log(2)^6 + 17129925683795431895040*
z^6*log(2)^10 + 65583335944690396360737464254464*z^6*log(2)^28 + 65008723831221006196966221152256*z^6*log(2)^2
7 - 25610173269313601155605416902656*z^6*log(2)^26 - 33138871916363335551960641175552*z^6*log(2)^25 + 71117369
79389873573331531202560*z^6*log(2)^24 + 7222052289998236224315715485696*z^6*log(2)^23 - 1939515325658441135798
995648512*z^6*log(2)^22 - 731332235680894030568629469184*z^6*log(2)^21 + 346608512831748543558149210112*z^6*lo
g(2)^20 + 3159310817539929192806744064*z^6*log(2)^19 - 31033267763033560578351169536*z^6*log(2)^18 + 666834405
7743077029359648768*z^6*log(2)^17 + 727043797143999255127523328*z^6*log(2)^16 + 132006530580480*z^5*log(2)^5*l
og(16)^9 - 3427039353025856913408*z^5*log(2)^11*log(16)^2 - 4353808876968960*z^5*log(2)^5*log(16)^4 - 92399962
2463129940656128*z^5*log(2)^14*log(16)^2 - 921176275444992*z^5*log(2)^4*log(16)^5 + 670291072574844764160*z^5*
log(2)^10*log(16)^2 - 3431827243008*z^5*log(2)^4*log(16)^9 - 574107546279393915568128*z^5*log(2)^14*log(16)^3
+ 131718376908075539227811512320*z^5*log(2)^25*log(16)^2 - 29786065384804203458136637440*z^5*log(2)^24*log(16)
^3 + 1172368431144233059504619520*z^5*log(2)^23*log(16)^4 + 765266922586887711828738048*z^5*log(2)^22*log(16)^
5 - 142199092487117531881930752*z^5*log(2)^21*log(16)^6 + 7879497908047419801600000*z^5*log(2)^20*log(16)^7 -
42516066218836408431582117888*z^5*log(2)^24*log(16)^2 + 23464716125479018389527592960*z^5*log(2)^23*log(16)^3
- 6421097399242738965361459200*z^5*log(2)^22*log(16)^4 + 781651235356965194667393024*z^5*log(2)^21*log(16)^5 +
5144996954038643233652736*z^5*log(2)^20*log(16)^6 - 10573340652850671683371008*z^5*log(2)^19*log(16)^7 + 7387
02928879445606400000*z^5*log(2)^18*log(16)^8 - 64735826717722595642805583872*z^5*log(2)^23*log(16)^2 + 1407468
1907588614871932993536*z^5*log(2)^22*log(16)^3 - 25835297740905880045486080*z^5*log(2)^21*log(16)^4 - 57923244
9747762613158150144*z^5*log(2)^20*log(16)^5 + 102986258980355524156981248*z^5*log(2)^19*log(16)^6 - 5177529431
026494018158592*z^5*log(2)^18*log(16)^7 - 250390744772976882745344*z^5*log(2)^17*log(16)^8 + 23084466527482675
200000*z^5*log(2)^16*log(16)^9 + 24594148857342384736636502016*z^5*log(2)^22*log(16)^2 - 106252460573701432565
72067840*z^5*log(2)^21*log(16)^3 + 2473616569704288913169842176*z^5*log(2)^20*log(16)^4 - 25140755458052086203
3641472*z^5*log(2)^19*log(16)^5 - 9612709203047974233440256*z^5*log(2)^18*log(16)^6 + 450286096553696315414937
6*z^5*log(2)^17*log(16)^7 - 288481961300645495439360*z^5*log(2)^16*log(16)^8 - 2031125261531442315264*z^5*log(
2)^15*log(16)^9 + 240463192994611200000*z^5*log(2)^14*log(16)^10 + 8543019434984511296942112768*z^5*log(2)^21*
log(16)^2 - 1173767958014543287031955456*z^5*log(2)^20*log(16)^3 - 332037710583611940623351808*z^5*log(2)^19*l
og(16)^4 + 148977458263875157745467392*z^5*log(2)^18*log(16)^5 - 20511977438146408092794880*z^5*log(2)^17*log(
16)^6 + 691652515470128330047488*z^5*log(2)^16*log(16)^7 + 80563133794146733522944*z^5*log(2)^15*log(16)^8 - 5
521910197178773536768*z^5*log(2)^14*log(16)^9 - 6011579824865280000*z^5*log(2)^13*log(16)^10 - 483483357669379
6045496254464*z^5*log(2)^20*log(16)^2 + 1639039986688718169031311360*z^5*log(2)^19*log(16)^3 - 294210902150481
122842116096*z^5*log(2)^18*log(16)^4 + 17247314316767045942771712*z^5*log(2)^17*log(16)^5 + 314481371708100218
5064448*z^5*log(2)^16*log(16)^6 - 624065665283784896937984*z^5*log(2)^15*log(16)^7 + 29831953896608838451200*z
^5*log(2)^14*log(16)^8 + 654491516376767791104*z^5*log(2)^13*log(16)^9 - 30944607148494028800*z^5*log(2)^12*lo
g(16)^10 + 86072425483284032721518592*z^5*log(2)^19*log(16)^2 - 164834645243412636556591104*z^5*log(2)^18*log(
16)^3 + 72226701162125784766218240*z^5*log(2)^17*log(16)^4 - 14897200306538161146691584*z^5*log(2)^16*log(16)^
5 + 1368018038522216995356672*z^5*log(2)^15*log(16)^6 - 1731585822729393143808*z^5*log(2)^14*log(16)^7 - 82266
02319029263663104*z^5*log(2)^13*log(16)^8 + 359307241723590082560*z^5*log(2)^12*log(16)^9 + 271249996172702515
2*z^5*log(2)^11*log(16)^10 + 338022005655935368436908032*z^5*log(2)^18*log(16)^2 - 79903830537139185663344640*
z^5*log(2)^17*log(16)^3 + 6762438133884598200827904*z^5*log(2)^16*log(16)^4 + 928883349623182498725888*z^5*log
(2)^15*log(16)^5 - 296025383529340647505920*z^5*log(2)^14*log(16)^6 + 29448334755260836872192*z^5*log(2)^13*lo
g(16)^7 - 790337515166430658560*z^5*log(2)^12*log(16)^8 - 82188481831802834836783104*z^5*log(2)^17*log(16)^2 +
24597030448874089258942464*z^5*log(2)^16*log(16)^3 - 4221503210974834021367808*z^5*log(2)^15*log(16)^4 + 3900
43075233695416713216*z^5*log(2)^14*log(16)^5 - 901736973729792*z^5*log(2)^8*log(16)^11 + 137135344027551233841
5616*z^5*log(2)^16*log(16)^2 - 2114798381067446381445120*z^5*log(2)^15*log(16)^3 + 3935221655932531510345728*z
^5*log(2)^15*log(16)^2 - 609817791879069696*z^5*log(2)^9*log(16)^6 + 12640384748614053593088*z^5*log(2)^12*log
(16) - 102486477643776*z^5*log(2)^6*log(16)^10 + 675340603702272*z^5*log(2)^4*log(16)^6 + 19354266381492347039
90784*z^5*log(2)^15*log(16) - 129301862829049152*z^5*log(2)^7*log(16)^6 - 130841307943333632*z^5*log(2)^6*log(
16)^5 - 70596231202064498688*z^5*log(2)^9*log(16) - 10254781155398980608*z^5*log(2)^9*log(16)^4 + 177530727982
6944*z^5*log(2)^7*log(16)^10 - 19565133833521556619264*z^5*log(2)^12*log(16)^3 + 15361803611147895570432*z^5*l
og(2)^12*log(16)^5 + 582176931606012690432*z^5*log(2)^10*log(16) - 5689064437944680448*z^5*log(2)^10*log(16)^9
+ 1320083250374246400*z^5*log(2)^9*log(16)^9 - 857120247770112*z^5*log(2)^6*log(16)^9 + 13536456402609792*z^5
*log(2)^6*log(16)^8 + 171147630012916608*z^5*log(2)^6*log(16)^6 + 4656554956851072768*z^5*log(2)^8*log(16)^5 +
7673022659681280*z^5*log(2)^5*log(16)^7 - 131518295028624015360*z^5*log(2)^10*log(16)^4 - 4155804174170962944
*z^5*log(2)^8*log(16)^6 + 35268071407377408*z^5*log(2)^7*log(16)^7 + 898320235977768960*z^5*log(2)^10*log(16)^
10 - 8382664154733191626752*z^5*log(2)^13*log(16)^6 + 230500278921683533824*z^5*log(2)^10*log(16)^6 - 17545542
13697192460288*z^5*log(2)^11*log(16)^3 + 41669577380045493633024*z^5*log(2)^13*log(16)^2 - 162310626821514240*
z^5*log(2)^6*log(16)^4 - 12395656625803084800*z^5*log(2)^8*log(16)^4 + 253013643926798598144*z^5*log(2)^11*log
(16)^8 - 622669294769515776*z^5*log(2)^7*log(16)^5 + 7786920356610048*z^5*log(2)^8*log(16)^10 - 19619516593450
368*z^5*log(2)^5*log(16)^6 - 43093168277621116502016*z^5*log(2)^14*log(16) - 3032859585475364585472*z^5*log(2)
^11*log(16) + 2788168234537866240*z^5*log(2)^7*log(16)^4 - 288880754165901950976*z^5*log(2)^11*log(16)^5 - 321
914703637905408*z^5*log(2)^9*log(16)^8 - 74796561819500544*z^5*log(2)^8*log(16)^9 - 25593359585682798687479345
9712*z^5*log(2)^26*log(16) + 31834200295758450669593296896*z^5*log(2)^25*log(16) + 125239246061200282049920892
928*z^5*log(2)^24*log(16) - 29851542121340579585307181056*z^5*log(2)^23*log(16) - 1878511462383107876377853952
0*z^5*log(2)^22*log(16) + 7602603920495871859032588288*z^5*log(2)^21*log(16) + 305648191428734758485491712*z^5
*log(2)^20*log(16) - 681891513885606238098554880*z^5*log(2)^19*log(16) + 147550177208777713951703040*z^5*log(2
)^18*log(16) + 6160885139430003292766208*z^5*log(2)^17*log(16) - 2342660045859301883904*z^5*log(2)^12*log(16)^
7 + 685216279974747612119040*z^5*log(2)^14*log(16)^4 + 215270574064865315389440*z^5*log(2)^13*log(16)^3 + 2527
57063028736*z^5*log(2)^7*log(16)^8 + 44760377917440*z^5*log(2)^4*log(16)^8 + 7571604617396674560*z^5*log(2)^9*
log(16)^3 - 86046899433608577024*z^5*log(2)^11*log(16)^7 - 70098962430530448*z^5*log(2)^6*log(16)^7 + 58593954
60680122368*z^5*log(2)^10*log(16)^7 - 1157754347564556091392*z^5*log(2)^11*log(16)^6 + 22721873868096768*z^5*l
og(2)^5*log(16)^5 + 47602069615411200*z^5*log(2)^6*log(16)^2 - 53205679798386425856*z^5*log(2)^11*log(16)^9 +
300965146420595576832*z^5*log(2)^10*log(16)^3 - 11229996732590850048*z^5*log(2)^9*log(16)^7 - 9493886407250882
7500544*z^5*log(2)^13*log(16)^5 + 21282102130948669440*z^5*log(2)^8*log(16)^2 + 5272688563140729765888*z^5*log
(2)^12*log(16)^6 - 1520012294627328*z^5*log(2)^5*log(16)^8 + 3632633678079959040*z^5*log(2)^8*log(16)^3 - 1848
629684946862080*z^5*log(2)^10*log(16)^8 - 7933678269235200*z^5*log(2)^5*log(16)^3 - 245059700908032*z^5*log(2)
^4*log(16)^7 - 4135509774434304*z^5*log(2)^7*log(16)^9 + 217049146102702080*z^5*log(2)^6*log(16)^3 - 217431814
22538013016064*z^5*log(2)^12*log(16)^4 - 25853210317173559394304*z^5*log(2)^13*log(16)^4 - 9942398732535984021
307392*z^5*log(2)^16*log(16) - 243337756076605440*z^5*log(2)^8*log(16)^8 + 50253881914968809472*z^5*log(2)^9*l
og(16)^5 - 44467548605235534495744*z^5*log(2)^13*log(16) - 1902965762490163200*z^5*log(2)^7*log(16)^3 - 126938
852307763200*z^5*log(2)^7*log(16) - 146908610041685409792*z^5*log(2)^9*log(16)^2 + 2397449564669251584*z^5*log
(2)^8*log(16)^7 - 143172319341182976*z^5*log(2)^9*log(16)^10 + 4651891970212823040*z^5*log(2)^8*log(16) + 1508
7476151010817998848*z^5*log(2)^12*log(16)^2 - 467205498843053064192*z^5*log(2)^10*log(16)^5 + 4618615152655326
117888*z^5*log(2)^11*log(16)^4 + 495854891827200*z^5*log(2)^4*log(16)^4 - 1597071284758609920*z^5*log(2)^7*log
(16)^2 + 17307076362003491586048*z^5*log(2)^15 + 46493366016500922580992*z^5*log(2)^14 + 126938852307763200*z^
5*log(2)^8 - 15355130027722896310272*z^5*log(2)^13 + 79179226025061777408*z^5*log(2)^10 - 16159589257817447674
67520*z^5*log(2)^16 - 4887713096726740992*z^5*log(2)^9 + 3903431027323806941184*z^5*log(2)^12 - 70607149175547
1798272*z^5*log(2)^11 + 192138679525460145588098039808*z^5*log(2)^27 - 1683433926179853995423563776*z^5*log(2)
^26 - 92860455213066882926430388224*z^5*log(2)^25 + 14896068505356114238969479168*z^5*log(2)^24 + 148811119576
06974948598874112*z^5*log(2)^23 - 5045551820213143300428791808*z^5*log(2)^22 - 418564135499955991820107776*z^5
*log(2)^21 + 545538013521011448414732288*z^5*log(2)^20 - 110312939558252592840572928*z^5*log(2)^19 - 985627531
7755459342958592*z^5*log(2)^18 + 9121870740195240384135168*z^5*log(2)^17 - 84338177603476320*z^4*log(2)^7*log(
16)^6 - 37547329959936*z^4*log(2)^4*log(16)^4 + 3001772724452232192*z^4*log(2)^9*log(16) + 3788951833452478464
*z^4*log(2)^11*log(16)^9 + 156536431681864032*z^4*log(2)^7*log(16)^5 - 3145952479150080*z^4*log(2)^10*log(16)^
11 + 108356279848823558592*z^4*log(2)^10*log(16)^3 + 35179437762070272*z^4*log(2)^8*log(16)^8 + 87147241848044
7876*z^4*log(2)^8*log(16)^6 + 638895745645299760103424*z^4*log(2)^16*log(16)^3 + 385309127264698944*z^4*log(2)
^8*log(16)^3 - 8908461547601264640*z^4*log(2)^12*log(16)^9 + 20113683775488*z^4*log(2)^8*log(16)^11 - 37696138
005381120*z^4*log(2)^9*log(16)^9 + 10069107566310290571264*z^4*log(2)^13*log(16)^3 + 622783407379968*z^4*log(2
)^5*log(16)^6 - 223643902056312547584*z^4*log(2)^11*log(16)^3 + 27289595710347213275136*z^4*log(2)^14*log(16)^
4 - 126073172312202785587200*z^4*log(2)^15*log(16) - 19354073461161984*z^4*log(2)^7*log(16) - 3525484036377266
872123392*z^4*log(2)^18*log(16) + 2360784422827949006342062080*z^4*log(2)^26*log(16)^2 - 833935240995920770781
675520*z^4*log(2)^25*log(16)^3 + 101793307374575982603141120*z^4*log(2)^24*log(16)^4 + 13453279628246652404367
360*z^4*log(2)^23*log(16)^5 - 4768672133950298463928320*z^4*log(2)^22*log(16)^6 + 352301106466475747573760*z^4
*log(2)^21*log(16)^7 - 606349006378503057312841728*z^4*log(2)^25*log(16)^2 + 661446377990529289059041280*z^4*l
og(2)^24*log(16)^3 - 231673347692317261336412160*z^4*log(2)^23*log(16)^4 + 29748361462014336017891328*z^4*log(
2)^22*log(16)^5 + 967260898198874430111744*z^4*log(2)^21*log(16)^6 - 540901266394428544647168*z^4*log(2)^20*lo
g(16)^7 + 33028228731232101335040*z^4*log(2)^19*log(16)^8 - 894713450439723572741013504*z^4*log(2)^24*log(16)^
2 + 302370321632756208991469568*z^4*log(2)^23*log(16)^3 + 8444233561238982340116480*z^4*log(2)^22*log(16)^4 -
23724089147667262306516992*z^4*log(2)^21*log(16)^5 + 4136603708791374458388480*z^4*log(2)^20*log(16)^6 - 75642
359136223141822464*z^4*log(2)^19*log(16)^7 - 28143145223500723126272*z^4*log(2)^18*log(16)^8 + 103213214785100
3166720*z^4*log(2)^17*log(16)^9 - 99389224410343498976329728*z^4*log(2)^23*log(16)^2 - 18974624821992422659797
8112*z^4*log(2)^22*log(16)^3 + 83179369606214249311371264*z^4*log(2)^21*log(16)^4 - 8537308488715728309977088*
z^4*log(2)^20*log(16)^5 - 1278093992374041399263232*z^4*log(2)^19*log(16)^6 + 272342430878548730314752*z^4*log
(2)^18*log(16)^7 - 5721288383380976566272*z^4*log(2)^17*log(16)^8 - 795343232445349625856*z^4*log(2)^16*log(16
)^9 + 10751376540114616320*z^4*log(2)^15*log(16)^10 + 269622067330630319521923072*z^4*log(2)^22*log(16)^2 - 81
985598176980490254286848*z^4*log(2)^21*log(16)^3 - 7401217130169283179970560*z^4*log(2)^20*log(16)^4 + 7174591
531618561469448192*z^4*log(2)^19*log(16)^5 - 910821186891115910922240*z^4*log(2)^18*log(16)^6 - 35129813983212
173524992*z^4*log(2)^17*log(16)^7 + 9988687942096609345536*z^4*log(2)^16*log(16)^8 - 48333903335893499904*z^4*
log(2)^15*log(16)^9 - 10547517188720295936*z^4*log(2)^14*log(16)^10 + 53769757762535700446576640*z^4*log(2)^21
*log(16)^2 + 29796676027834611542261760*z^4*log(2)^20*log(16)^3 - 14139579939082151279984640*z^4*log(2)^19*log
(16)^4 + 899654428086251915575296*z^4*log(2)^18*log(16)^5 + 344394104779185592467456*z^4*log(2)^17*log(16)^6 -
43850955944141732708352*z^4*log(2)^16*log(16)^7 - 1060807817785264570368*z^4*log(2)^15*log(16)^8 + 1825986645
95039059968*z^4*log(2)^14*log(16)^9 + 1796435389414637568*z^4*log(2)^13*log(16)^10 - 38042028579225600*z^4*log
(2)^12*log(16)^11 - 59101167662040109698514944*z^4*log(2)^20*log(16)^2 + 15529335800688945238376448*z^4*log(2)
^19*log(16)^3 + 1463945032400992016007168*z^4*log(2)^18*log(16)^4 - 1024326746989294918828032*z^4*log(2)^17*lo
g(16)^5 + 79311692238347223171072*z^4*log(2)^16*log(16)^6 + 10544050160345800507392*z^4*log(2)^15*log(16)^7 -
1093693460735179358208*z^4*log(2)^14*log(16)^8 - 36018252148402814976*z^4*log(2)^13*log(16)^9 + 98798748906081
4848*z^4*log(2)^12*log(16)^10 - 2582764822132765935796224*z^4*log(2)^19*log(16)^2 - 5055938798197774913372160*
z^4*log(2)^18*log(16)^3 + 1518644546959613274095616*z^4*log(2)^17*log(16)^4 + 7199270108738964078723072*z^4*lo
g(2)^18*log(16)^2 + 38741596066864868622336*z^4*log(2)^14*log(16) - 15376494673595990016*z^4*log(2)^11*log(16)
^8 - 982144924748022528*z^4*log(2)^8*log(16)^2 + 7709356818432*z^4*log(2)^4*log(16)^7 + 710262926263296*z^4*lo
g(2)^5*log(16)^4 + 70613314043904*z^4*log(2)^9*log(16)^11 + 3637003806572544*z^4*log(2)^6*log(16)^2 + 31919689
853525088*z^4*log(2)^7*log(16)^7 - 2828981493113548032*z^4*log(2)^9*log(16)^6 - 15148063534823577216*z^4*log(2
)^9*log(16)^3 - 260669523377219328*z^4*log(2)^8*log(16)^7 - 984662895957664333824*z^4*log(2)^14*log(16)^6 - 86
5310992069726530699264*z^4*log(2)^17*log(16)^2 + 656491216158720*z^4*log(2)^6*log(16) - 8813001725557056*z^4*l
og(2)^6*log(16)^3 + 27590261243904*z^4*log(2)^5*log(16)^8 - 268271887044657568896*z^4*log(2)^11*log(16)^2 - 30
274126057623402971136*z^4*log(2)^14*log(16)^3 - 25302593899951473024*z^4*log(2)^10*log(16)^2 - 474720027343773
437952*z^4*log(2)^12*log(16)^4 + 26933010691392*z^4*log(2)^6*log(16)^7 - 135790778802384027648*z^4*log(2)^11*l
og(16)^5 - 164122804039680*z^4*log(2)^5*log(16)^2 + 5107376730931200*z^4*log(2)^9*log(16)^10 - 2705010868224*z
^4*log(2)^5*log(16)^3 - 11743547238410765008896*z^4*log(2)^14*log(16)^2 + 4645375632951552*z^4*log(2)^6*log(16
)^4 + 29411770720220872704*z^4*log(2)^12*log(16)^8 + 3061202024632338036*z^4*log(2)^9*log(16)^4 - 157157576425
2694248*z^4*log(2)^8*log(16)^5 - 1421706041582976*z^4*log(2)^6*log(16)^6 + 101969898457089024*z^4*log(2)^8*log
(16) + 1657400898631680*z^4*log(2)^8*log(16)^9 - 257972305316433887232*z^4*log(2)^12*log(16)^6 + 3954071315467
4688*z^4*log(2)^10*log(16)^10 + 731978239587100360704*z^4*log(2)^12*log(16)^5 + 75931582464*z^4*log(2)^4*log(1
6)^9 + 1214785005255873108*z^4*log(2)^8*log(16)^4 - 24397741997835310596096*z^4*log(2)^16*log(16) - 2760656993
478005501952*z^4*log(2)^13*log(16) + 307971779476182750720*z^4*log(2)^11*log(16)^4 + 13397694103780595712*z^4*
log(2)^10*log(16)^5 - 67916443185884398320*z^4*log(2)^10*log(16)^4 - 2588358426624*z^4*log(2)^7*log(16)^10 - 1
751853618759204864*z^4*log(2)^12*log(16)^7 - 77586378584691981680640*z^4*log(2)^15*log(16)^4 - 747213772158950
4*z^4*log(2)^7*log(16)^8 - 2939124160482720549269667840*z^4*log(2)^27*log(16) - 431365599395395869779951616*z^
4*log(2)^26*log(16) + 682569035582608763403632640*z^4*log(2)^25*log(16) + 771606416403795641471336448*z^4*log(
2)^24*log(16) - 160185128798823414648274944*z^4*log(2)^23*log(16) - 223815816415430039323017216*z^4*log(2)^22*
log(16) + 35968450970925413418663936*z^4*log(2)^21*log(16) + 34182363900727098026754048*z^4*log(2)^20*log(16)
- 7119962261316079938699264*z^4*log(2)^19*log(16) + 2653333254036887961600*z^4*log(2)^14*log(16)^7 - 897269791
3726272012288*z^4*log(2)^14*log(16)^5 - 2036080217709895680*z^4*log(2)^10*log(16)^7 - 33045385153414906773504*
z^4*log(2)^15*log(16)^3 + 6495045604335157248*z^4*log(2)^11*log(16)^6 + 1507257514576103595835392*z^4*log(2)^1
7*log(16) - 1004348561872486662144*z^4*log(2)^13*log(16)^7 + 194860940004864*z^4*log(2)^6*log(16)^8 + 10170128
84891369472*z^4*log(2)^10*log(16)^8 - 1286696337408*z^4*log(2)^5*log(16)^9 - 400585642590304494157824*z^4*log(
2)^16*log(16)^2 - 1196484399200056836096*z^4*log(2)^12*log(16)^3 - 260246007268659230146560*z^4*log(2)^16*log(
16)^4 + 10680885945904896*z^4*log(2)^7*log(16)^2 - 1313236633526941473792*z^4*log(2)^12*log(16) - 233078886306
8539453440*z^4*log(2)^13*log(16)^5 + 17175271421509632*z^4*log(2)^11*log(16)^11 - 8939977413732952178688*z^4*l
og(2)^16*log(16)^5 - 41196452589710843314176*z^4*log(2)^15*log(16)^6 - 408425793991999488*z^4*log(2)^11*log(16
)^10 + 2172299798674245943296*z^4*log(2)^13*log(16)^6 + 149596061565423642476544*z^4*log(2)^15*log(16)^2 - 244
18995941376*z^4*log(2)^4*log(16)^6 + 42015459124224*z^4*log(2)^4*log(16)^5 - 867224684003328*z^4*log(2)^8*log(
16)^10 + 10239528852632072448*z^4*log(2)^9*log(16)^2 + 26404392849584947200*z^4*log(2)^11*log(16)^7 + 17359006
87785397248*z^4*log(2)^10*log(16)^6 - 191703466340352*z^4*log(2)^5*log(16)^7 + 4324537477686111264*z^4*log(2)^
9*log(16)^5 - 282170879233228800*z^4*log(2)^10*log(16)^9 + 778786766899200*z^4*log(2)^7*log(16)^9 - 1234461523
968*z^4*log(2)^4*log(16)^8 + 106511883573377088*z^4*log(2)^7*log(16)^3 - 2514942940770724478976*z^4*log(2)^13*
log(16)^4 + 13676900336640*z^4*log(2)^4*log(16)^3 + 268791140131931160576*z^4*log(2)^13*log(16)^8 - 1895911795
61554464*z^4*log(2)^7*log(16)^4 + 39540776168890368*z^4*log(2)^9*log(16)^8 + 432569494020119924736*z^4*log(2)^
11*log(16) + 1779542949888*z^4*log(2)^6*log(16)^10 + 1219132132403328*z^4*log(2)^6*log(16)^5 - 44780661706752*
z^4*log(2)^6*log(16)^9 + 568655333443040256*z^4*log(2)^9*log(16)^7 - 1012788741376512*z^4*log(2)^5*log(16)^5 -
1253074956525956908449792*z^4*log(2)^17*log(16)^3 - 57483640025121051648*z^4*log(2)^10*log(16) + 238155700011
9655758336*z^4*log(2)^12*log(16)^2 - 6429898661448514093056*z^4*log(2)^13*log(16)^2 + 81991004329188576460800*
z^4*log(2)^15*log(16)^5 + 289406007215446988685312*z^4*log(2)^16 - 51713267777343726944256*z^4*log(2)^15 - 875
321621544960*z^4*log(2)^7 - 1535978632011881901981696*z^4*log(2)^18 + 29009470104797184*z^4*log(2)^8 + 8314945
795309571766484992*z^4*log(2)^19 - 3895747549458193870848*z^4*log(2)^14 - 239592797793792000*z^4*log(2)^9 - 81
8193595631000509440*z^4*log(2)^12 - 460389950293472169689088*z^4*log(2)^17 + 3779300525433496925184*z^4*log(2)
^13 - 3161632934026874880*z^4*log(2)^10 + 1280936005520287677158522880*z^4*log(2)^28 + 67622089182799733281574
0928*z^4*log(2)^27 + 234799512222342048317964288*z^4*log(2)^26 - 558967134058064751737438208*z^4*log(2)^25 - 2
02802304848630857353658368*z^4*log(2)^24 + 154191832350236836311859200*z^4*log(2)^23 + 64403883906833690828734
464*z^4*log(2)^22 - 41013880590133546633396224*z^4*log(2)^21 - 6321598401540173554778112*z^4*log(2)^20 + 86052
034038865711104*z^4*log(2)^11 + 3024395698176*z^3*log(2)^7*log(16)^9 - 6675707002355712*z^3*log(2)^11*log(16)^
10 - 53034932404224*z^3*log(2)^5*log(16)^4 - 6515056884969935732736*z^3*log(2)^17*log(16)^5 + 391378894848*z^3
*log(2)^10*log(16)^12 - 118787807965905866981376*z^3*log(2)^19*log(16)^2 - 1184597979871768704*z^3*log(2)^10*l
og(16)^4 - 1117145530368*z^3*log(2)^5*log(16)^8 + 945743622930432*z^3*log(2)^6*log(16)^4 + 1211579596800*z^3*l
og(2)^4*log(16)^4 + 32762387644416*z^3*log(2)^5*log(16)^3 - 1955558597926450102272*z^3*log(2)^16*log(16)^5 + 3
19640366481408*z^3*log(2)^11*log(16)^11 + 17690684437536768*z^3*log(2)^8*log(16) - 5829741037388619648*z^3*log
(2)^11*log(16)^3 + 2059144232643330048*z^3*log(2)^14*log(16)^9 + 7045807186511047950336*z^3*log(2)^17*log(16)
- 492989420316672*z^3*log(2)^6*log(16)^3 - 49327882371072*z^3*log(2)^10*log(16)^11 + 415379342592000*z^3*log(2
)^6*log(16)^6 - 11048481388744704*z^3*log(2)^10*log(16)^9 - 57496328060317728768*z^3*log(2)^14*log(16)^6 + 886
92727873536*z^3*log(2)^6*log(16) - 1729894154058315904057344*z^3*log(2)^26*log(16)^2 - 42269906999852212735180
8*z^3*log(2)^25*log(16)^3 + 484559938019330956984320*z^3*log(2)^24*log(16)^4 - 106519138386566971392000*z^3*lo
g(2)^23*log(16)^5 - 1996625858798435696640*z^3*log(2)^22*log(16)^6 + 3233877266427795210240*z^3*log(2)^21*log(
16)^7 - 291377266391336878080*z^3*log(2)^20*log(16)^8 + 5753043215939869939335168*z^3*log(2)^25*log(16)^2 - 20
17675305154396695822336*z^3*log(2)^24*log(16)^3 - 26256238029149124427776*z^3*log(2)^23*log(16)^4 + 1717955802
74869952053248*z^3*log(2)^22*log(16)^5 - 33509183616562715688960*z^3*log(2)^21*log(16)^6 + 3514025792310702243
84*z^3*log(2)^20*log(16)^7 + 420804175388756410368*z^3*log(2)^19*log(16)^8 - 27316618724187832320*z^3*log(2)^1
8*log(16)^9 - 685461416868868062707712*z^3*log(2)^24*log(16)^2 + 1749196552787828272005120*z^3*log(2)^23*log(1
6)^3 - 688319450520887048011776*z^3*log(2)^22*log(16)^4 + 57660066999590914621440*z^3*log(2)^21*log(16)^5 + 19
895622495355375976448*z^3*log(2)^20*log(16)^6 - 4160439303960583471104*z^3*log(2)^19*log(16)^7 + 9023799901199
4796032*z^3*log(2)^18*log(16)^8 + 23916469175244029952*z^3*log(2)^17*log(16)^9 - 853644335130869760*z^3*log(2)
^16*log(16)^10 - 2905663632309750564126720*z^3*log(2)^23*log(16)^2 + 770320334764212838465536*z^3*log(2)^22*lo
g(16)^3 + 183392532274083841179648*z^3*log(2)^21*log(16)^4 - 112317799097530312556544*z^3*log(2)^20*log(16)^5
+ 12131527089153650982912*z^3*log(2)^19*log(16)^6 + 1258561218684024520704*z^3*log(2)^18*log(16)^7 - 253973439
372129730560*z^3*log(2)^17*log(16)^8 + 2729092107586240512*z^3*log(2)^16*log(16)^9 + 656714999367991296*z^3*lo
g(2)^15*log(16)^10 - 8892128490946560*z^3*log(2)^14*log(16)^11 + 390413454899544726700032*z^3*log(2)^22*log(16
)^2 - 783279556261626985316352*z^3*log(2)^21*log(16)^3 + 223567489436036169203712*z^3*log(2)^20*log(16)^4 + 42
25515791085383712768*z^3*log(2)^19*log(16)^5 - 9639662775697944870912*z^3*log(2)^18*log(16)^6 + 92423211896413
7754624*z^3*log(2)^17*log(16)^7 + 57378714821836406784*z^3*log(2)^16*log(16)^8 - 7697041033242083328*z^3*log(2
)^15*log(16)^9 + 846496101317067222810624*z^3*log(2)^21*log(16)^2 - 88086564436206409482240*z^3*log(2)^20*log(
16)^3 - 90963965512844568428544*z^3*log(2)^19*log(16)^4 + 26313150831923055034368*z^3*log(2)^18*log(16)^5 - 38
9726365825351286784*z^3*log(2)^17*log(16)^6 - 201982726066210407972864*z^3*log(2)^20*log(16)^2 + 1746535697350
51305811968*z^3*log(2)^19*log(16)^3 + 353640550510828224*z^3*log(2)^9*log(16)^2 - 73830374387712*z^3*log(2)^9*
log(16)^10 + 985042015898112*z^3*log(2)^9*log(16)^9 - 57109099227803136*z^3*log(2)^10*log(16) - 150079537152*z
^3*log(2)^4*log(16)^7 - 81023063121985536*z^3*log(2)^13*log(16)^10 - 97907906679129792*z^3*log(2)^9*log(16)^6
- 43291079561496960*z^3*log(2)^8*log(16)^2 + 427261668695130415104*z^3*log(2)^14*log(16)^4 - 18289604302425209
664*z^3*log(2)^12*log(16)^4 - 190512327789115200*z^3*log(2)^10*log(16)^7 + 32361543068811264*z^3*log(2)^12*log
(16)^10 + 3171724348581554946048*z^3*log(2)^17*log(16)^2 - 7006452667249536*z^3*log(2)^8*log(16)^7 + 266274151
055356015411200*z^3*log(2)^20*log(16) - 1990944438091776*z^3*log(2)^12*log(16)^11 - 7688747626920161280*z^3*lo
g(2)^12*log(16)^6 - 833618213425152*z^3*log(2)^6*log(16)^5 - 6184157331456*z^3*log(2)^5*log(16)^2 - 4859708430
90864282624*z^3*log(2)^14*log(16)^3 + 25140658176*z^3*log(2)^4*log(16)^8 + 19366127611431704064*z^3*log(2)^12*
log(16)^5 - 4105129063560192*z^3*log(2)^7*log(16)^6 + 3407431873058247168*z^3*log(2)^11*log(16) + 253357701920
589312*z^3*log(2)^11*log(16)^6 - 3516641132544*z^3*log(2)^8*log(16)^10 + 2604106435820544*z^3*log(2)^7*log(16)
^2 + 1075953519740181381120*z^3*log(2)^15*log(16)^2 + 30204630985793863680*z^3*log(2)^15*log(16)^8 - 158710847
4859290624*z^3*log(2)^15*log(16)^7 + 1411278860494761836544*z^3*log(2)^16*log(16) - 37456183296*z^3*log(2)^6*l
og(16)^10 + 18402702999552*z^3*log(2)^6*log(16)^8 + 1005210086178816*z^3*log(2)^10*log(16)^10 + 40294167895946
428416*z^3*log(2)^13*log(16)^6 + 25106266550545680960*z^3*log(2)^12*log(16)^2 - 5657073991036991668224*z^3*log
(2)^16*log(16)^2 - 117552336634835435520*z^3*log(2)^14*log(16)^5 + 63333917178200064*z^3*log(2)^11*log(16)^9 +
13233763609446528*z^3*log(2)^8*log(16)^3 - 3563082902974362624*z^3*log(2)^11*log(16)^5 - 35185177970593077657
6*z^3*log(2)^15*log(16)^6 - 215961687385178112*z^3*log(2)^12*log(16)^9 - 22551418552320*z^3*log(2)^5*log(16)^6
- 1734578520440832*z^3*log(2)^7*log(16) - 8167634720940096*z^3*log(2)^9*log(16)^8 + 7000774893942369984*z^3*l
og(2)^11*log(16)^4 + 176802535197322988544*z^3*log(2)^14*log(16)^2 + 4162802948137739674976256*z^3*log(2)^27*l
og(16) - 5591315062210917379866624*z^3*log(2)^26*log(16) - 2719843628733529099075584*z^3*log(2)^25*log(16) + 2
526806326546107098726400*z^3*log(2)^24*log(16) + 1640369439412613069930496*z^3*log(2)^23*log(16) - 10810138494
29457940512768*z^3*log(2)^22*log(16) - 284621627556534996172800*z^3*log(2)^21*log(16) - 999118209024*z^3*log(2
)^6*log(16)^9 - 24179703199940273504256*z^3*log(2)^18*log(16)^4 - 18522557908992*z^3*log(2)^6*log(16)^2 + 1115
317495860459208704*z^3*log(2)^15*log(16)^5 - 293868944955113472*z^3*log(2)^11*log(16)^8 + 189017501781196800*z
^3*log(2)^13*log(16)^9 + 6737091231744*z^3*log(2)^5*log(16)^7 + 63415555480180224*z^3*log(2)^10*log(16)^8 + 12
6288661918180525056*z^3*log(2)^13*log(16)^3 + 168236431312530240*z^3*log(2)^10*log(16)^5 + 36506279534946048*z
^3*log(2)^8*log(16)^4 - 44205975854530633728*z^3*log(2)^13*log(16)^5 - 1361519543625074343936*z^3*log(2)^15*lo
g(16)^4 + 960101351424*z^3*log(2)^7*log(16)^10 + 79498838016*z^3*log(2)^5*log(16)^9 - 298658163783693888*z^3*l
og(2)^9*log(16)^3 - 54321825089323008*z^3*log(2)^14*log(16)^10 + 6924275407650816*z^3*log(2)^13*log(16)^11 + 1
7903640458759774404608*z^3*log(2)^17*log(16)^4 - 19940131440661860864*z^3*log(2)^12*log(16) + 2313099942108652
8*z^3*log(2)^9*log(16)^4 - 1897716252672*z^3*log(2)^5*log(16) + 965557918533888*z^3*log(2)^8*log(16)^8 - 31981
0830336*z^3*log(2)^8*log(16)^11 + 5919658740957769629696*z^3*log(2)^16*log(16)^3 + 122907229911607680*z^3*log(
2)^9*log(16)^5 - 1146160155568493297664*z^3*log(2)^16*log(16)^4 - 25354233926377408512*z^3*log(2)^13*log(16)^4
- 1460060291420224704*z^3*log(2)^10*log(16)^2 - 1811939328*z^3*log(2)^4*log(16)^9 + 37706378695812288*z^3*log
(2)^9*log(16)^7 + 624497936051994624*z^3*log(2)^12*log(16)^7 + 2698233318512640*z^3*log(2)^7*log(16)^3 - 10024
22697984*z^3*log(2)^4*log(16)^5 - 151785837232128*z^3*log(2)^7*log(16)^8 + 53369034601207431168*z^3*log(2)^14*
log(16)^7 - 969287210042882383872*z^3*log(2)^15*log(16) + 24580095114533760*z^3*log(2)^8*log(16)^6 + 499716587
520*z^3*log(2)^4*log(16)^6 + 709169616804062016*z^3*log(2)^11*log(16)^2 - 18298973048110300790784*z^3*log(2)^1
7*log(16)^3 + 131855527794448899072*z^3*log(2)^14*log(16) + 1912282238033068032*z^3*log(2)^13*log(16)^8 + 8214
439814019072*z^3*log(2)^7*log(16)^5 - 130186767805207041024*z^3*log(2)^13*log(16)^2 + 583987168376211456*z^3*l
og(2)^11*log(16)^7 - 18120970968059149811712*z^3*log(2)^18*log(16)^3 - 27965792692224*z^3*log(2)^8*log(16)^9 -
5728812991956604224*z^3*log(2)^12*log(16)^3 + 50926675856566184312832*z^3*log(2)^18*log(16)^2 - 4568408228946
8160*z^3*log(2)^8*log(16)^5 - 120036932536320*z^3*log(2)^6*log(16)^7 - 8154243389629038329856*z^3*log(2)^19*lo
g(16) + 45038136803328*z^3*log(2)^5*log(16)^5 + 248459538431661120*z^3*log(2)^10*log(16)^6 + 1134336317349888*
z^3*log(2)^7*log(16)^7 - 14496145139165036544*z^3*log(2)^13*log(16)^7 - 502250688122883932160*z^3*log(2)^16*lo
g(16)^7 - 817072275456*z^3*log(2)^4*log(16)^3 - 30742512127194590871552*z^3*log(2)^18*log(16) + 237214531584*z
^3*log(2)^4*log(16)^2 - 8583381440833536*z^3*log(2)^7*log(16)^4 - 86016004088804352*z^3*log(2)^9*log(16) + 146
400948574847336448*z^3*log(2)^15*log(16)^3 - 15984018683345240064*z^3*log(2)^14*log(16)^8 + 199233273136258828
8*z^3*log(2)^10*log(16)^3 + 5395386433536*z^3*log(2)^9*log(16)^11 + 562590534280937472*z^3*log(2)^12*log(16)^8
+ 38910501265660614144*z^3*log(2)^13*log(16) + 1625475968626424020992*z^3*log(2)^16*log(16)^6 - 4029344249309
47104768*z^3*log(2)^16 - 127330679560577522688*z^3*log(2)^14 + 9274743813973349376*z^3*log(2)^12 - 66273694284
791808*z^3*log(2)^9 + 6362753771360072761344*z^3*log(2)^18 + 3795432505344*z^3*log(2)^6 - 41283088009540474503
168*z^3*log(2)^20 + 4827717822283776*z^3*log(2)^8 + 483771582408025202688*z^3*log(2)^15 - 203531768561664*z^3*
log(2)^7 + 573758098255079424*z^3*log(2)^10 + 618463484713055232*z^3*log(2)^13 + 9244255930442594648064*z^3*lo
g(2)^19 - 2601876358108584836333568*z^3*log(2)^28 + 1330012553557467885207552*z^3*log(2)^27 + 2447930910924488
249966592*z^3*log(2)^26 + 114496339636730380419072*z^3*log(2)^25 - 1611687492765591413981184*z^3*log(2)^24 + 1
58987552236562213240832*z^3*log(2)^23 + 384555623338319592554496*z^3*log(2)^22 - 80306247101444391960576*z^3*l
og(2)^21 - 3130973069338874880*z^3*log(2)^11 - 2473269322933584396288*z^3*log(2)^17 + 51823851031296*z^2*log(2
)^10*log(16)^8 + 107184525989179392*z^2*log(2)^14*log(16)^4 + 254129799168*z^2*log(2)^11*log(16)^11 - 67947724
8*z^2*log(2)^8*log(16)^11 - 2205879069286858752*z^2*log(2)^19*log(16) + 15599558086284672*z^2*log(2)^13*log(16
)^3 - 3647034574848*z^2*log(2)^9*log(16)^5 - 752181313536*z^2*log(2)^12*log(16)^12 - 609553663200300367872*z^2
*log(2)^22*log(16) + 107576554097664*z^2*log(2)^11*log(16)^9 - 3362592458639572992*z^2*log(2)^18*log(16) - 190
666942709760*z^2*log(2)^13*log(16)^9 + 1231672445043984*z^2*log(2)^14*log(16)^2 + 5237545478504256*z^2*log(2)^
12*log(16)^5 - 59627343691008*z^2*log(2)^11*log(16)^6 + 46403067932928*z^2*log(2)^10*log(16)^5 + 9420903691919
03232*z^2*log(2)^17*log(16)^6 + 8748269568*z^2*log(2)^8*log(16)^10 + 148291646879327846400*z^2*log(2)^21*log(1
6) - 97942568435712*z^2*log(2)^13*log(16)^10 - 5327152240618635264*z^2*log(2)^18*log(16)^4 + 604061468850960*z
^2*log(2)^12*log(16)^2 + 8796948706137200394240*z^2*log(2)^26*log(16)^2 - 4454105067465694248960*z^2*log(2)^25
*log(16)^3 + 1340951011174215843840*z^2*log(2)^24*log(16)^4 - 202516319931224555520*z^2*log(2)^23*log(16)^5 -
6063234881138196480*z^2*log(2)^22*log(16)^6 + 7751820858611466240*z^2*log(2)^21*log(16)^7 - 110078706126422016
0*z^2*log(2)^20*log(16)^8 + 48092638598922240*z^2*log(2)^19*log(16)^9 + 680860665590335930368*z^2*log(2)^25*lo
g(16)^2 + 1451522755906718662656*z^2*log(2)^24*log(16)^3 - 1229356140085741879296*z^2*log(2)^23*log(16)^4 + 43
7829681936309682176*z^2*log(2)^22*log(16)^5 - 69668777483235753984*z^2*log(2)^21*log(16)^6 + 14508836581760040
96*z^2*log(2)^20*log(16)^7 + 937405680690659328*z^2*log(2)^19*log(16)^8 - 109811524800872448*z^2*log(2)^18*log
(16)^9 + 4508684868648960*z^2*log(2)^17*log(16)^10 - 3965446097673299951616*z^2*log(2)^24*log(16)^2 + 22590891
77754193625088*z^2*log(2)^23*log(16)^3 - 484529771466467573760*z^2*log(2)^22*log(16)^4 - 58830522482096603136*
z^2*log(2)^21*log(16)^5 + 47416820134777454592*z^2*log(2)^20*log(16)^6 - 7956108813382189056*z^2*log(2)^19*log
(16)^7 + 328148764273410048*z^2*log(2)^18*log(16)^8 + 39617980929146880*z^2*log(2)^17*log(16)^9 - 440849187156
7872*z^2*log(2)^16*log(16)^10 + 140896402145280*z^2*log(2)^15*log(16)^11 - 1236642419749693685760*z^2*log(2)^2
3*log(16)^2 - 274083860468421623808*z^2*log(2)^22*log(16)^3 + 410448007342489337856*z^2*log(2)^21*log(16)^4 -
128548982471975239680*z^2*log(2)^20*log(16)^5 + 9423999537028005888*z^2*log(2)^19*log(16)^6 + 2475319828848574
464*z^2*log(2)^18*log(16)^7 + 1084221175131405287424*z^2*log(2)^22*log(16)^2 - 660533296388728946688*z^2*log(2
)^21*log(16)^3 + 30685496925487104*z^2*log(2)^15*log(16)^8 - 60419892005664768*z^2*log(2)^17*log(16) - 5152401
65376*z^2*log(2)^9*log(16)^3 - 11710277001668736*z^2*log(2)^13*log(16) + 1764489941987328*z^2*log(2)^12*log(16
) - 881026250246258688*z^2*log(2)^16*log(16)^4 + 50242810551533568*z^2*log(2)^14*log(16)^7 - 46852079616*z^2*l
og(2)^8*log(16)^9 + 128421199872*z^2*log(2)^11*log(16)^12 + 717565356827099136*z^2*log(2)^15*log(16)^5 - 56688
1797950816256*z^2*log(2)^15*log(16)^4 - 188514791424*z^2*log(2)^8*log(16)^7 - 17162221213440*z^2*log(2)^10*log
(16)^9 - 287968452894720*z^2*log(2)^12*log(16)^9 + 27057760763904*z^2*log(2)^10*log(16)^2 + 737140405174272*z^
2*log(2)^15*log(16)^10 - 1084111863067312128*z^2*log(2)^16*log(16)^5 + 35102182394880*z^2*log(2)^10*log(16)^6
+ 336416590218498048*z^2*log(2)^16*log(16) - 550234062194197248*z^2*log(2)^16*log(16)^2 + 6300082685952*z^2*lo
g(2)^9*log(16)^7 + 214077702708864*z^2*log(2)^11*log(16)^4 + 27087481911043584*z^2*log(2)^13*log(16)^6 + 43827
642524102400*z^2*log(2)^14*log(16) + 2765281794048*z^2*log(2)^10*log(16)^10 + 20639121408*z^2*log(2)^9*log(16)
^11 + 119953291371264*z^2*log(2)^12*log(16)^7 - 189870147610469203968*z^2*log(2)^20*log(16)^2 - 32635646076096
0*z^2*log(2)^11*log(16)^8 + 4269861568512*z^2*log(2)^10*log(16) + 630246776555520*z^2*log(2)^12*log(16)^8 + 17
41397426844051456*z^2*log(2)^16*log(16)^3 - 645598789641437184*z^2*log(2)^16*log(16)^7 - 121541476061778048*z^
2*log(2)^15*log(16) - 3065424943104*z^2*log(2)^9*log(16)^6 - 14071187840679936*z^2*log(2)^13*log(16)^7 + 14676
70855680*z^2*log(2)^13*log(16)^12 - 3109902989151600*z^2*log(2)^12*log(16)^6 - 127620956160*z^2*log(2)^10*log(
16)^11 + 88955449344*z^2*log(2)^8*log(16)^3 - 17622647815236747264*z^2*log(2)^19*log(16)^2 - 38838541868236800
*z^2*log(2)^14*log(16)^6 - 38108620752099840*z^2*log(2)^14*log(16)^5 - 27422052947712*z^2*log(2)^10*log(16)^3
+ 96554630158221312*z^2*log(2)^16*log(16)^8 + 226476561530880*z^2*log(2)^14*log(16)^10 + 173832202876195584*z^
2*log(2)^15*log(16)^3 - 15838442790912*z^2*log(2)^11*log(16)^10 - 7002979294657904640*z^2*log(2)^17*log(16)^5
+ 1444839155979780096*z^2*log(2)^16*log(16)^6 - 11826040582176768*z^2*log(2)^15*log(16)^9 + 111142701236716830
72*z^2*log(2)^17*log(16)^4 + 449840413009152*z^2*log(2)^11*log(16)^7 - 217446653952*z^2*log(2)^8*log(16)^4 - 9
732639082717831495680*z^2*log(2)^27*log(16) - 4298977452401010671616*z^2*log(2)^26*log(16) + 29712871847764709
86752*z^2*log(2)^25*log(16) + 3055733316073644097536*z^2*log(2)^24*log(16) - 763199067422441078784*z^2*log(2)^
23*log(16) + 14588735278546944*z^2*log(2)^16*log(16)^9 + 286466674579055050752*z^2*log(2)^21*log(16)^2 + 49075
35040512*z^2*log(2)^9*log(16)^4 - 1611233865551520*z^2*log(2)^12*log(16)^4 - 77866104183552*z^2*log(2)^10*log(
16)^7 - 377717237817016320*z^2*log(2)^15*log(16)^6 + 1772325124897824*z^2*log(2)^13*log(16)^4 - 99170536438873
718784*z^2*log(2)^19*log(16)^4 + 89270532496838098944*z^2*log(2)^19*log(16)^3 + 9670320193536*z^2*log(2)^13*lo
g(16)^11 - 136064214761472*z^2*log(2)^11*log(16) - 1067465392128*z^2*log(2)^9*log(16)^2 - 4254325991424*z^2*lo
g(2)^9*log(16)^8 + 88963729874510413824*z^2*log(2)^20*log(16)^3 + 25862800679224704*z^2*log(2)^15*log(16)^2 +
976553279591328*z^2*log(2)^13*log(16)^2 + 131113893888*z^2*log(2)^8*log(16)^8 - 94102241749330752*z^2*log(2)^1
4*log(16)^3 - 25628282500026240*z^2*log(2)^13*log(16)^5 + 20620508126263640064*z^2*log(2)^18*log(16)^5 - 45017
8442386735104*z^2*log(2)^17*log(16)^8 - 88190710972416*z^2*log(2)^14*log(16)^11 + 126389930361775718400*z^2*lo
g(2)^20*log(16)^4 + 971544531038109696*z^2*log(2)^17*log(16)^7 - 21719467066392576*z^2*log(2)^14*log(16)^8 + 1
032847884288*z^2*log(2)^12*log(16)^11 - 10606215168*z^2*log(2)^10*log(16)^12 - 41787745392384*z^2*log(2)^10*lo
g(16)^4 + 3356488844181504*z^2*log(2)^14*log(16)^9 - 6977354397864099840*z^2*log(2)^17*log(16)^3 + 14794024550
4*z^2*log(2)^8*log(16)^5 + 32483947482703724544*z^2*log(2)^20*log(16) - 236740485639168*z^2*log(2)^11*log(16)^
2 - 12571751945972219904*z^2*log(2)^18*log(16)^6 - 498518720128512*z^2*log(2)^11*log(16)^5 - 15235721001943695
360*z^2*log(2)^18*log(16)^3 + 453369892338432*z^2*log(2)^11*log(16)^3 + 3625465213255680*z^2*log(2)^13*log(16)
^8 - 321193057797660672*z^2*log(2)^17*log(16)^2 - 2950017097048128*z^2*log(2)^12*log(16)^3 + 45334929014784*z^
2*log(2)^12*log(16)^10 + 16588129336187682816*z^2*log(2)^18*log(16)^2 + 47927957945057280*z^2*log(2)^15*log(16
)^7 + 78433837056*z^2*log(2)^8*log(16)^6 - 271695347712*z^2*log(2)^9*log(16)^10 + 26934548471947984896*z^2*log
(2)^19*log(16)^5 + 1487122219008*z^2*log(2)^9*log(16)^9 + 4544164218667401216*z^2*log(2)^19 - 1703077771003932
672*z^2*log(2)^18 - 5693148758016*z^2*log(2)^11 - 2922920390836224*z^2*log(2)^13 + 22271412623913216*z^2*log(2
)^14 - 12105264788523712512*z^2*log(2)^22 - 29024480644942528512*z^2*log(2)^21 + 135454692631064832*z^2*log(2)
^16 + 199974400819200*z^2*log(2)^12 - 88810354905933312*z^2*log(2)^15 - 2145643710136713216*z^2*log(2)^20 + 46
98515419243091066880*z^2*log(2)^28 + 3999209979903882559488*z^2*log(2)^27 - 463547487608408899584*z^2*log(2)^2
6 - 2241289023483430305792*z^2*log(2)^25 + 125601701790914445312*z^2*log(2)^24 + 357340032241143644160*z^2*log
(2)^23 + 257195848687884288*z^2*log(2)^17 + 158855462349963264*z*log(2)^22*log(16)^2 + 1802393954823168*z*log(
2)^18*log(16)^2 - 97916286829824*z*log(2)^17*log(16) + 12662203092516864*z*log(2)^20*log(16) - 821118377521152
*z*log(2)^18*log(16)^3 - 2295746002944*z*log(2)^15*log(16)^9 - 25362587225161728*z*log(2)^20*log(16)^2 + 81099
5052183552*z*log(2)^19*log(16)^7 - 137014445346914304*z*log(2)^22*log(16)^3 - 26098358135040*z*log(2)^14*log(1
6)^6 - 906288933141504*z*log(2)^18*log(16) + 24950630925729792*z*log(2)^21*log(16)^2 - 6115295232*z*log(2)^14*
log(16)^12 + 156349564416*z*log(2)^12*log(16)^4 + 638976872335104*z*log(2)^17*log(16)^2 + 10863730627706880*z*
log(2)^19*log(16)^5 - 48922361856*z*log(2)^15*log(16)^11 - 12289425149952*z*log(2)^14*log(16)^4 + 190408505278
4640*z*log(2)^17*log(16)^4 - 18596420352*z*log(2)^13*log(16)^7 + 516770210304*z*log(2)^12*log(16)^6 - 98766397
44*z*log(2)^12*log(16)^11 - 20088820334592*z*log(2)^16*log(16)^9 + 1186430976*z*log(2)^12*log(16)^12 + 4837594
9824*z*log(2)^12*log(16)^10 + 1963902445056*z*log(2)^13*log(16)^4 + 3402698784768*z*log(2)^15*log(16)^8 - 1221
78232979030016*z*log(2)^23*log(16) - 782757789696*z*log(2)^17*log(16)^10 + 220010632704*z*log(2)^13*log(16)^2
- 87331037113221120*z*log(2)^22*log(16) - 69581389824*z*log(2)^13*log(16)^10 - 2365054664048640*z*log(2)^18*lo
g(16)^6 + 3123283230720*z*log(2)^14*log(16)^9 - 941437387008*z*log(2)^13*log(16)^3 + 62352192819953664*z*log(2
)^21*log(16)^4 - 764411904*z*log(2)^13*log(16)^12 - 40631130056448*z*log(2)^16*log(16)^3 + 663753360384*z*log(
2)^15*log(16) + 546148712448*z*log(2)^15*log(16)^10 - 4342427355709440*z*log(2)^20*log(16)^4 + 1525235788800*z
*log(2)^14*log(16)^3 - 2130811543296*z*log(2)^13*log(16)^5 - 208211387904*z*log(2)^14*log(16) - 14029943584849
92*z*log(2)^17*log(16)^5 + 223611199488*z*log(2)^13*log(16)^9 - 17036408911822848*z*log(2)^19*log(16)^4 + 1852
4409974784*z*log(2)^14*log(16)^7 + 335210420736*z*log(2)^12*log(16)^8 + 7718257557504*z*log(2)^17*log(16)^8 +
8215552639107072*z*log(2)^21*log(16) - 502659767808*z*log(2)^12*log(16)^7 - 1670355875561472*z*log(2)^18*log(1
6)^4 - 38001979901952*z*log(2)^15*log(16)^6 - 441269304689664*z*log(2)^16*log(16)^5 - 5572342176546816*z*log(2
)^20*log(16)^5 - 63700992*z*log(2)^12*log(16)^13 + 34832528367943680*z*log(2)^26*log(16)^2 + 79164837199872000
*z*log(2)^25*log(16)^3 - 57790331155906560*z*log(2)^24*log(16)^4 + 18326659811770368*z*log(2)^23*log(16)^5 - 1
880164883496960*z*log(2)^22*log(16)^6 - 606105784811520*z*log(2)^21*log(16)^7 + 166988328468480*z*log(2)^20*lo
g(16)^8 - 2087354105856*z*log(2)^18*log(16)^10 - 381772427396382720*z*log(2)^25*log(16)^2 + 244787572226654208
*z*log(2)^24*log(16)^3 - 64605928858583040*z*log(2)^23*log(16)^4 - 5149425269735424*z*log(2)^22*log(16)^5 + 78
01447315931136*z*log(2)^21*log(16)^6 - 1458364735291392*z*log(2)^20*log(16)^7 - 69346541961216*z*log(2)^19*log
(16)^8 + 36528696852480*z*log(2)^18*log(16)^9 - 334931582785683456*z*log(2)^24*log(16)^2 + 46176292910923776*z
*log(2)^23*log(16)^3 + 56389136730292224*z*log(2)^22*log(16)^4 - 31498791932657664*z*log(2)^21*log(16)^5 + 461
3245847470080*z*log(2)^20*log(16)^6 + 66193902821965824*z*log(2)^23*log(16)^2 - 4016146609078272*z*log(2)^19*l
og(16)^6 + 24047453081088*z*log(2)^14*log(16)^5 - 99054694264320*z*log(2)^15*log(16)^4 - 7049501454532608*z*lo
g(2)^19*log(16)^2 - 42675411456*z*log(2)^12*log(16)^3 - 154343310336*z*log(2)^12*log(16)^9 + 1047580876210176*
z*log(2)^18*log(16)^7 + 98354331648*z*log(2)^14*log(16)^11 + 81195908380416*z*log(2)^15*log(16)^5 + 3994001149
1328*z*log(2)^16*log(16) + 1141942802688*z*log(2)^14*log(16)^2 - 9113383065600*z*log(2)^14*log(16)^8 + 7004596
7308032*z*log(2)^15*log(16)^3 - 267880734130176*z*log(2)^18*log(16)^8 - 64830134003171328*z*log(2)^21*log(16)^
3 - 30885094656*z*log(2)^13*log(16) + 83531912970240*z*log(2)^16*log(16)^8 - 686384640*z*log(2)^12*log(16) + 2
1708460287590400*z*log(2)^20*log(16)^3 - 23110265276928*z*log(2)^15*log(16)^2 + 617671176486912*z*log(2)^17*lo
g(16)^6 + 3030407679836160*z*log(2)^18*log(16)^5 + 674357704151040*z*log(2)^19*log(16) + 272428745829120*z*log
(2)^16*log(16)^4 + 2910880530432*z*log(2)^16*log(16)^10 + 7412954112*z*log(2)^12*log(16)^2 + 397549526704128*z
*log(2)^16*log(16)^6 - 225424398680064*z*log(2)^16*log(16)^7 + 1115409719808*z*log(2)^13*log(16)^6 - 346600650
240*z*log(2)^13*log(16)^8 - 354962566656*z*log(2)^12*log(16)^5 - 227994731135631360*z*log(2)^27*log(16) + 1698
87740630925312*z*log(2)^26*log(16) + 456073574910787584*z*log(2)^25*log(16) + 186318309820465152*z*log(2)^24*l
og(16) + 11275075584*z*log(2)^13*log(16)^11 + 15336166912819200*z*log(2)^19*log(16)^3 - 1511822498586624*z*log
(2)^17*log(16)^3 + 6208783441920*z*log(2)^15*log(16)^7 - 715383373824*z*log(2)^14*log(16)^10 - 195689447424*z*
log(2)^16*log(16)^11 + 4486361776128*z*log(2)^17*log(16)^9 - 146916060954624*z*log(2)^17*log(16)^7 - 650711580
00192*z*log(2)^16*log(16)^2 - 11901677573505024*z*log(2)^24 + 43901761536*z*log(2)^15 + 4933112832*z*log(2)^14
- 5564048836460544*z*log(2)^21 + 192528884070088704*z*log(2)^28 + 124130464729399296*z*log(2)^27 - 1494533170
28708352*z*log(2)^26 - 212729524012449792*z*log(2)^25 - 699594006528*z*log(2)^16 - 2430254759215104*z*log(2)^2
0 + 161214844925952*z*log(2)^18 + 13524738911502336*z*log(2)^22 + 2745538560*z*log(2)^13 + 54965799802109952*z
*log(2)^23 + 402187298881536*z*log(2)^19 - 26888249696256*z*log(2)^17 + 133312896*log(2)^17*log(16)^2 - 125829
120*log(2)^19*log(16)^7 - 121777920*log(2)^16*log(16)^3 - 114814080*log(2)^16*log(16)^5 + 112992768*log(2)^17*
log(16)^3 - 112601088*log(2)^17*log(16)^6 + 53324992*log(2)^16*log(16)^6 + 52954944*log(2)^16*log(16)^2 - 3430
7072*log(2)^19*log(16)^3 + 23298048*log(2)^17*log(16)^7 - 15728640*log(2)^18*log(16)^8 - 15097344*log(2)^16*lo
g(16)^7 + 2396160*log(2)^16*log(16)^8 - 1966080*log(2)^17*log(16)^8 - 163840*log(2)^16*log(16)^9 + 41231686041
60*log(2)^26*log(16)^2 - 1374389534720*log(2)^25*log(16)^3 + 257698037760*log(2)^24*log(16)^4 + 3659312136192*
log(2)^25*log(16)^2 - 528280977408*log(2)^24*log(16)^3 - 154618822656*log(2)^23*log(16)^4 + 48782180352*log(2)
^22*log(16) - 68516315136*log(2)^21*log(16)^3 - 21170749440*log(2)^20*log(16)^5 - 3939456000*log(2)^19*log(16)
^2 + 3896451072*log(2)^19*log(16)^4 + 1186511978496*log(2)^23*log(16) + 1081427712*log(2)^18*log(16) - 3641427
264*log(2)^18*log(16)^2 + 433057693696*log(2)^22*log(16)^3 - 76425707520*log(2)^20*log(16)^3 - 3222405120*log(
2)^19*log(16)^5 - 92994048*log(2)^17*log(16) - 11439744*log(2)^16*log(16) - 6597069766656*log(2)^27*log(16) -
8658654068736*log(2)^26*log(16) + 122906247168*log(2)^21*log(16)^2 + 2573893632*log(2)^18*log(16)^5 - 35467060
8384*log(2)^22*log(16)^2 - 16919126016*log(2)^20*log(16) + 1318286524416*log(2)^24*log(16) + 6643777536*log(2)
^21*log(16)^5 + 3675936768*log(2)^19*log(16) - 2013265920*log(2)^21*log(16)^6 + 672028164096*log(2)^23*log(16)
^3 - 1298204196864*log(2)^23*log(16)^2 - 5368709120*log(2)^22*log(16)^6 - 151397597184*log(2)^24*log(16)^2 + 1
051721728*log(2)^19*log(16)^6 - 921206784*log(2)^18*log(16)^6 - 224227491840*log(2)^22*log(16)^4 + 5157718272*
log(2)^18*log(16)^3 - 109726298112*log(2)^21*log(16) + 4970250240*log(2)^20*log(16)^6 - 3279207530496*log(2)^2
5*log(16) + 56371445760*log(2)^22*log(16)^5 - 503316480*log(2)^20*log(16)^7 + 60593372160*log(2)^20*log(16)^2
+ 8933867520*log(2)^21*log(16)^4 - 334984128*log(2)^17*log(16)^4 + 276480000*log(2)^17*log(16)^5 + 51784974336
*log(2)^20*log(16)^4 - 4504239360*log(2)^18*log(16)^4 + 184811520*log(2)^18*log(16)^7 + 152972352*log(2)^16*lo
g(16)^4 - 1051415543808*log(2)^24 + 45828468736*log(2)^22 + 40612807680*log(2)^21 - 1808463168*log(2)^19 + 559
956361216*log(2)^25 - 366295646208*log(2)^23 - 1053684480*log(2)^20 + 174923328*log(2)^18 - 11255232*log(2)^17
+ 1906624*log(2)^16 + 4398046511104*log(2)^28 + 8246337208320*log(2)^27 + 5862630359040*log(2)^26, z, k)*(x*(
255053905079662068941979648*log(2)^25*log(16) - 8272735065273016322126512128*log(2)^26*log(16) + 1088059750070
53387398647906304*log(2)^27*log(16) - 741838402588527898052637229056*log(2)^28*log(16) + 304310741282090498031
6256468992*log(2)^29*log(16) - 10563473838915049594583374626816*log(2)^30*log(16) + 36421255895943456552030748
803072*log(2)^31*log(16) - 55324481251820930260116418068480*log(2)^32*log(16) - 724442619894533513125288445214
72*log(2)^33*log(16) - 239118185667559297793569270530048*log(2)^34*log(16) + 580301342016810795865443982639104
*log(2)^35*log(16) + 14580752742790428473896211671154688*log(2)^36*log(16) - 406694016152287372353433960804515
84*log(2)^37*log(16) - 64891440659290062583256998251331584*log(2)^38*log(16) + 2190707907051958200200956169661
97248*log(2)^39*log(16) + 205502520436675102997568106618945536*log(2)^40*log(16) - 306009032647356749441539502
266908672*log(2)^41*log(16) - 678712807868196303855349863190364160*log(2)^42*log(16) - 33946734409264040769906
2784*log(2)^26 + 12008189598248686413485703168*log(2)^27 - 174968114887426022802903269376*log(2)^28 + 13123088
08607180862467573022720*log(2)^29 - 5031673850775964616374993551360*log(2)^30 + 666990233352592310516650396876
8*log(2)^31 + 17040909840743965473994243571712*log(2)^32 - 85350684490376396086348301205504*log(2)^33 + 159622
569155644557136409514737664*log(2)^34 + 176564245153824757409395016466432*log(2)^35 - 154966987536131628803295
2039768064*log(2)^36 - 3907673069513171384884333142605824*log(2)^37 + 26686900617590158655616258460876800*log(
2)^38 + 13755138802011751661788159688048640*log(2)^39 - 158649568397116152512034860137709568*log(2)^40 - 31481
488638408591637554274139897856*log(2)^41 + 277414875742496121624991148695093248*log(2)^42 + 325426191488190139
034627660071305216*log(2)^43 + 5318345908015686469287936*log(2)^23*log(16)^3 - 63820150896188237631455232*log(
2)^24*log(16)^2 - 11588395083360691518701568*log(2)^23*log(16)^4 - 48551715109853079168614400*log(2)^24*log(16
)^3 + 1697293098200894560662454272*log(2)^25*log(16)^2 + 5436223196720075869519872*log(2)^23*log(16)^5 + 28373
3272084098202975862784*log(2)^24*log(16)^4 - 1205114138046028321822605312*log(2)^25*log(16)^3 - 16333180657050
763240453177344*log(2)^26*log(16)^2 + 6675790787623393519730688*log(2)^23*log(16)^6 - 129970590340367536267198
464*log(2)^24*log(16)^5 - 2819041725221560193252327424*log(2)^25*log(16)^4 + 21740244426653994527741706240*log
(2)^26*log(16)^3 + 68193105346264089170056052736*log(2)^27*log(16)^2 - 9536060201574841052037120*log(2)^23*log
(16)^7 - 241585674347329276436545536*log(2)^24*log(16)^6 + 1587865065143285813549727744*log(2)^25*log(16)^5 +
21330622468567200109216923648*log(2)^26*log(16)^4 - 139238735075304107625280438272*log(2)^27*log(16)^3 - 26064
4762617428587864116953088*log(2)^28*log(16)^2 + 4864790335098242841182208*log(2)^23*log(16)^8 + 31159472142707
4747765620736*log(2)^24*log(16)^7 + 3150165882896203740491022336*log(2)^25*log(16)^6 - 19958886731349728719301
246976*log(2)^26*log(16)^5 - 196340237257725179846392283136*log(2)^27*log(16)^4 + 8342188738549909723946743234
56*log(2)^28*log(16)^3 + 2160494973418098728616616525824*log(2)^29*log(16)^2 - 1158741452362102339534848*log(2
)^23*log(16)^9 - 148706798992699481256886272*log(2)^24*log(16)^8 - 3724017559225024742594445312*log(2)^25*log(
16)^7 - 16222729587436708117566455808*log(2)^26*log(16)^6 + 245672514987494278855133233152*log(2)^27*log(16)^5
+ 866335841528383744332363988992*log(2)^28*log(16)^4 - 6009396533737640675099900116992*log(2)^29*log(16)^3 -
7122698504075752661306207895552*log(2)^30*log(16)^2 + 107581411437874105024512*log(2)^23*log(16)^10 + 32555423
836758553713967104*log(2)^24*log(16)^9 + 1488356918194793209500008448*log(2)^25*log(16)^8 + 187065709931948455
02236000256*log(2)^26*log(16)^7 - 46958979106815962663513751552*log(2)^27*log(16)^6 - 116771061075479738417365
4900736*log(2)^28*log(16)^5 + 1691741483564681276906721509376*log(2)^29*log(16)^4 + 14318667642719839030289708
875776*log(2)^30*log(16)^3 - 4214295628137419644065294581760*log(2)^31*log(16)^2 - 2694017844756764046655488*l
og(2)^24*log(16)^10 - 216012946282546283975540736*log(2)^25*log(16)^9 - 3662645290844079397489606656*log(2)^26
*log(16)^8 + 26815184713964562757434998784*log(2)^27*log(16)^7 + 433478689087435068706274672640*log(2)^28*log(
16)^6 - 2875150517054833524656559882240*log(2)^29*log(16)^5 - 5228976823912697867818122608640*log(2)^30*log(16
)^4 + 63786985925342896288972790562816*log(2)^31*log(16)^3 - 99051413678942043720760204197888*log(2)^32*log(16
)^2 - 2036189206905749596274688*log(2)^25*log(16)^10 - 1105861388971396002937307136*log(2)^26*log(16)^9 - 5822
3140622384915371662508032*log(2)^27*log(16)^8 - 560298295812072670351023144960*log(2)^28*log(16)^7 + 469181735
8683060144991333515264*log(2)^29*log(16)^6 + 26520419143015670802705014587392*log(2)^30*log(16)^5 - 1603552040
96129441617793677000704*log(2)^31*log(16)^4 - 92553841256988092148288338264064*log(2)^32*log(16)^3 + 916710158
278555038216698632077312*log(2)^33*log(16)^2 + 1627273907969953137426432*log(2)^25*log(16)^11 + 37004769687487
7873213669376*log(2)^26*log(16)^10 + 27906422155116572028419702784*log(2)^27*log(16)^9 + 567407255106035022551
146561536*log(2)^28*log(16)^8 - 529350616012691338512889282560*log(2)^29*log(16)^7 - 4257209636436797181596753
7758208*log(2)^30*log(16)^6 + 75047379399507571306451416645632*log(2)^31*log(16)^5 + 7038283494168541617512739
10566912*log(2)^32*log(16)^4 - 2005346525697677139547675944812544*log(2)^33*log(16)^3 + 5433939988761614509407
04065847296*log(2)^34*log(16)^2 - 12022222728182431236489216*log(2)^26*log(16)^11 - 36087904306909249066657382
40*log(2)^27*log(16)^10 - 198464399279624994292223705088*log(2)^28*log(16)^9 - 1703767261197493192415300812800
*log(2)^29*log(16)^8 + 19508629971540468051567798386688*log(2)^30*log(16)^7 + 82872992449755758934393115115520
*log(2)^31*log(16)^6 - 842216405521146844488764089171968*log(2)^32*log(16)^5 + 7319327886980873763566289388830
72*log(2)^33*log(16)^4 + 5806737625280760953694421858123776*log(2)^34*log(16)^3 - 1515937828090406613557752449
7809408*log(2)^35*log(16)^2 - 117586482701596396791791616*log(2)^27*log(16)^11 + 15407630443779932864768901120
*log(2)^28*log(16)^10 + 693979283693106252749400440832*log(2)^29*log(16)^9 + 217526872593638134530516713472*lo
g(2)^30*log(16)^8 - 76310662196820276376829511598080*log(2)^31*log(16)^7 + 226839726592494141332808353710080*l
og(2)^32*log(16)^6 + 1573620236091982665695570757156864*log(2)^33*log(16)^5 - 89523506383222354126635196408135
68*log(2)^34*log(16)^4 + 10806254065189232747948752119005184*log(2)^35*log(16)^3 + 146313895075715781893710109
48530176*log(2)^36*log(16)^2 + 2097407197392793551557885952*log(2)^28*log(16)^11 - 316056973778644060705212334
08*log(2)^29*log(16)^10 - 1636896789545704166568480473088*log(2)^30*log(16)^9 + 137223675061017399720794998702
08*log(2)^31*log(16)^8 + 93508233285075302472178275975168*log(2)^32*log(16)^7 - 119505837594779680959687208992
7680*log(2)^33*log(16)^6 + 2622946546088701085639774910283776*log(2)^34*log(16)^5 + 90782865123892148456653171
11201792*log(2)^35*log(16)^4 - 50373539058350220156654841522814976*log(2)^36*log(16)^3 + 860522583998387036901
48329759440896*log(2)^37*log(16)^2 - 11670431512780582913059061760*log(2)^29*log(16)^11 + 14626940829351663917
7006907392*log(2)^30*log(16)^10 + 2105745187104874546193705730048*log(2)^31*log(16)^9 - 4603854336293294481801
8375958528*log(2)^32*log(16)^8 + 194072238352550605074867387629568*log(2)^33*log(16)^7 + 915663856847762464582
155255152640*log(2)^34*log(16)^6 - 10256926661776782187093894788808704*log(2)^35*log(16)^5 + 31135673855447074
576945712172367872*log(2)^36*log(16)^4 - 20655332787922052184898520878153728*log(2)^37*log(16)^3 - 89551397133
659606448423497248014336*log(2)^38*log(16)^2 + 20490385948103253539388653568*log(2)^30*log(16)^11 - 5261402327
31941607011398975488*log(2)^31*log(16)^10 + 3138040182045002929143363403776*log(2)^32*log(16)^9 + 340858182265
39380253374994710528*log(2)^33*log(16)^8 - 616457088405599827744817468669952*log(2)^34*log(16)^7 + 32933198030
25923686331042488123392*log(2)^35*log(16)^6 - 3078117056130561340412667050852352*log(2)^36*log(16)^5 - 3761774
0193354953303659121712562176*log(2)^37*log(16)^4 + 164006230732714532667822140974694400*log(2)^38*log(16)^3 -
280306903601583114536069899090919424*log(2)^39*log(16)^2 + 1762613844998129336721604608*log(2)^31*log(16)^11 +
345472313619633349997434503168*log(2)^32*log(16)^10 - 8432344634471050746876156444672*log(2)^33*log(16)^9 + 6
6250256798042281149772572131328*log(2)^34*log(16)^8 + 140376133383513240935919010185216*log(2)^35*log(16)^7 -
5076010341974535789717709645676544*log(2)^36*log(16)^6 + 30789169433498203433436664018501632*log(2)^37*log(16)
^5 - 84433596392496061677551676171485184*log(2)^38*log(16)^4 + 95318714026249581887359882736173056*log(2)^39*l
og(16)^3 + 57724708276983453764689398073393152*log(2)^40*log(16)^2 + 56403643039940138775091347456*log(2)^33*l
og(16)^10 + 3384218582396408326505480847360*log(2)^34*log(16)^9 - 81973294551379668353132758302720*log(2)^35*l
og(16)^8 + 561863845630455545368465511546880*log(2)^36*log(16)^7 - 375857165027630732163497601269760*log(2)^37
*log(16)^6 - 14746034738837707060290192773480448*log(2)^38*log(16)^5 + 95922625743254404659145571901112320*log
(2)^39*log(16)^4 - 315568940420815427208589295946301440*log(2)^40*log(16)^3 + 61808900247553151801552190327226
3680*log(2)^41*log(16)^2) + root(39891853389577611902976*z^9*log(2)^5*log(16)^5 - 86060733699094216704*z^9*log
(2)*log(16)^5 + 326184205507809509376*z^9*log(2)^3*log(16)^8 - 290285171330431057920*z^9*log(2)^2*log(16)^7 +
2215816992556113199104*z^9*log(2)^3*log(16)^6 + 123842530044178792278650781696*z^9*log(2)^16*log(16)^2 - 39687
253348106798042751959040*z^9*log(2)^15*log(16)^3 + 5454138023163812483180789760*z^9*log(2)^14*log(16)^4 + 2987
98124991149884399681536*z^9*log(2)^13*log(16)^5 - 211052981826882783179440128*z^9*log(2)^12*log(16)^6 + 274825
85573562273629208576*z^9*log(2)^11*log(16)^7 - 1246561192484064460800000*z^9*log(2)^10*log(16)^8 + 78974202988
091481407839272960*z^9*log(2)^15*log(16)^2 - 19800736991040315305911910400*z^9*log(2)^14*log(16)^3 + 357414025
10903096220057600*z^9*log(2)^13*log(16)^4 + 1223249500935658468131471360*z^9*log(2)^12*log(16)^5 - 30670591029
6687194438369280*z^9*log(2)^11*log(16)^6 + 32893259498315505740021760*z^9*log(2)^10*log(16)^7 - 13712173117324
70906880000*z^9*log(2)^9*log(16)^8 - 51928236940559722209418936320*z^9*log(2)^14*log(16)^2 + 22653906138356001
533853696000*z^9*log(2)^13*log(16)^3 - 6044904314510044363436851200*z^9*log(2)^12*log(16)^4 + 1002092592156767
649508884480*z^9*log(2)^11*log(16)^5 - 99400540176440803291299840*z^9*log(2)^10*log(16)^6 + 525282188094897502
8142080*z^9*log(2)^9*log(16)^7 - 106425161808327003340800*z^9*log(2)^8*log(16)^8 - 259854568055981171239739719
68*z^9*log(2)^13*log(16)^2 + 8904500033259910636662423552*z^9*log(2)^12*log(16)^3 - 14637269862929790502384435
20*z^9*log(2)^11*log(16)^4 + 20687960714495345893048320*z^9*log(2)^10*log(16)^5 + 32455132194194622209064960*z
^9*log(2)^9*log(16)^6 - 4895014799513938934366208*z^9*log(2)^8*log(16)^7 + 235801852472521541025792*z^9*log(2)
^7*log(16)^8 + 10458077679364933922039267328*z^9*log(2)^12*log(16)^2 - 4252626679583287373148979200*z^9*log(2)
^11*log(16)^3 + 1050715833374681819460403200*z^9*log(2)^10*log(16)^4 - 159876925083096894274535424*z^9*log(2)^
9*log(16)^5 + 14373805337304631496146944*z^9*log(2)^8*log(16)^6 - 673961781437114615857152*z^9*log(2)^7*log(16
)^7 + 11539273312125069557760*z^9*log(2)^6*log(16)^8 + 1175256299792052575249891328*z^9*log(2)^11*log(16)^2 -
414390373412585697812938752*z^9*log(2)^10*log(16)^3 + 64650176991809711068151808*z^9*log(2)^9*log(16)^4 + 1854
550914029806128463872*z^9*log(2)^8*log(16)^5 - 2211484668165338274201600*z^9*log(2)^7*log(16)^6 + 288343697632
312141283328*z^9*log(2)^6*log(16)^7 - 9549428705086377295872*z^9*log(2)^5*log(16)^8 - 354577405862133891072*z^
9*log(2)^4*log(16)^9 - 1122171285897950218351017984*z^9*log(2)^10*log(16)^2 + 399171427934682113755840512*z^9*
log(2)^9*log(16)^3 - 79960309389239938543779840*z^9*log(2)^8*log(16)^4 + 8199395580102011120517120*z^9*log(2)^
7*log(16)^5 + 238933186347363315530858496*z^9*log(2)^9*log(16)^2 - 80601531071794363376861184*z^9*log(2)^8*log
(16)^3 + 15801573355560166081167360*z^9*log(2)^7*log(16)^4 + 9298394831979139540451328*z^9*log(2)^8*log(16)^2
+ 41083204191928713216*z^9*log(2)*log(16)^7 + 72576741127237926912*z^9*log(2)^2*log(16)^6 + 217433519037860334
796800*z^9*log(2)^6*log(16)^4 - 62604813896100347904*z^9*log(2)*log(16)^6 + 2287301029909015560192*z^9*log(2)^
4*log(16)^8 + 860607336990942167040*z^9*log(2)^2*log(16)^4 - 34781060753740523372544*z^9*log(2)^5*log(16)^7 -
12061675477612716097536*z^9*log(2)^4*log(16)^6 - 192354918162450272539197308928*z^9*log(2)^17*log(16) - 135253
636564688379661548257280*z^9*log(2)^16*log(16) + 66912756119322790115577692160*z^9*log(2)^15*log(16) + 3873968
3348011375398255329280*z^9*log(2)^14*log(16) - 14380633479077761339166294016*z^9*log(2)^13*log(16) - 165481066
8631251437947453440*z^9*log(2)^12*log(16) + 1695121451630735519083659264*z^9*log(2)^11*log(16) - 3820805052421
81519143862272*z^9*log(2)^10*log(16) - 16613830070636780816695296*z^9*log(2)^9*log(16) + 280013025596658369681
16224*z^9*log(2)^8*log(16) - 6335599650440650149593088*z^9*log(2)^7*log(16) + 613119287375828443201536*z^9*log
(2)^6*log(16) - 22031547826968119476224*z^9*log(2)^5*log(16) - 36095280241649909760*z^9*log(2)^2*log(16)^8 - 2
458276284328756924907520*z^9*log(2)^7*log(16)^3 - 16460432045742883193487360*z^9*log(2)^7*log(16)^2 + 38125075
77701533835329536*z^9*log(2)^6*log(16)^2 - 377487671839938079358976*z^9*log(2)^5*log(16)^2 + 12297328256166867
7632000*z^9*log(2)^4*log(16)^3 + 13769717391855074672640*z^9*log(2)^4*log(16)^2 - 4589905797285024890880*z^9*l
og(2)^3*log(16)^3 - 768681489346863971696640*z^9*log(2)^5*log(16)^4 - 196276919084962793127936*z^9*log(2)^6*lo
g(16)^6 - 1834819010729760125878272*z^9*log(2)^6*log(16)^5 + 2038004543189661253632*z^9*log(2)^2*log(16)^5 - 7
492712245033376415744*z^9*log(2)^4*log(16)^7 + 201471172650377737666560*z^9*log(2)^4*log(16)^4 - 2216500879750
7455549440*z^9*log(2)^3*log(16)^4 + 1127838816842859675648*z^9*log(2)^3*log(16)^7 + 44356209745678118682624*z^
9*log(2)^4*log(16)^5 - 15545798395541757886464*z^9*log(2)^3*log(16)^5 + 4966619654890161942036480*z^9*log(2)^6
*log(16)^3 - 1197214757321908357693440*z^9*log(2)^5*log(16)^3 + 132638588855041054998528*z^9*log(2)^5*log(16)^
6 + 3585863904128925696*z^9*log(16)^6 - 1593717290723966976*z^9*log(16)^7 + 121587758137205248379968290816*z^9
*log(2)^18 + 90125520571493247428497244160*z^9*log(2)^17 - 37239477867574377424481157120*z^9*log(2)^16 - 23739
599107574474469613240320*z^9*log(2)^15 + 8502961830657655140280958976*z^9*log(2)^14 + 939420088284129196372918
272*z^9*log(2)^13 - 1075155890689253891458990080*z^9*log(2)^12 + 255637045349843010236448768*z^9*log(2)^11 + 1
1790098290366654212734976*z^9*log(2)^10 - 19460207080956855054237696*z^9*log(2)^9 + 4335917636540526772617216*
z^9*log(2)^8 - 413098102265755874623488*z^9*log(2)^7 + 14687698551312079650816*z^9*log(2)^6 - 2334361648116074
25024*z^7*log(2)^5*log(16)^5 + 673556266932240384*z^7*log(2)^3*log(16)^7 - 98151710219933303439360*z^7*log(2)^
8*log(16)^5 - 368858378993352376320*z^7*log(2)^5*log(16)^4 - 1211190257092474699776*z^7*log(2)^7*log(16)^7 + 3
6615732518464782336*z^7*log(2)^6*log(16)^7 + 3275199983043307634688*z^7*log(2)^7*log(16)^6 - 53175788508856320
*z^7*log(2)^2*log(16)^5 - 9932316492180586053500928*z^7*log(2)^11*log(16) - 6259056483078122766336*z^7*log(2)^
7*log(16)^2 + 493943913405283272104293171200*z^7*log(2)^21*log(16)^2 - 111697745193015762968012390400*z^7*log(
2)^20*log(16)^3 + 4396381616790873973142323200*z^7*log(2)^19*log(16)^4 + 2869750959700828919357767680*z^7*log(
2)^18*log(16)^5 - 533246596826690744557240320*z^7*log(2)^17*log(16)^6 + 29548117155177824256000000*z^7*log(2)^
16*log(16)^7 + 289354164750296469628551954432*z^7*log(2)^20*log(16)^2 - 32531711100654122296651284480*z^7*log(
2)^19*log(16)^3 - 12992699512127510086869319680*z^7*log(2)^18*log(16)^4 + 4852997890202389306851459072*z^7*log
(2)^17*log(16)^5 - 591267752442472403111510016*z^7*log(2)^16*log(16)^6 + 19910466878907783674068992*z^7*log(2)
^15*log(16)^7 + 738702928879445606400000*z^7*log(2)^14*log(16)^8 - 285637800192325736722920898560*z^7*log(2)^1
9*log(16)^2 + 98371693751310900807635828736*z^7*log(2)^18*log(16)^3 - 18368248999056039214432911360*z^7*log(2)
^17*log(16)^4 + 1497119415985076891453227008*z^7*log(2)^16*log(16)^5 + 49221312653329530001293312*z^7*log(2)^1
5*log(16)^6 - 18180808744995139375595520*z^7*log(2)^14*log(16)^7 + 1009060813820033903886336*z^7*log(2)^13*log
(16)^8 - 5771116631870668800000*z^7*log(2)^12*log(16)^9 - 124831590623940000968632958976*z^7*log(2)^18*log(16)
^2 + 24630628253627355554195177472*z^7*log(2)^17*log(16)^3 + 937388753107848797481861120*z^7*log(2)^16*log(16)
^4 - 1255047485601324419870883840*z^7*log(2)^15*log(16)^5 + 204809536695529274660093952*z^7*log(2)^14*log(16)^
6 - 11717187665417145497419776*z^7*log(2)^13*log(16)^7 + 69037790665081337413632*z^7*log(2)^12*log(16)^8 + 144
277915796766720000*z^7*log(2)^11*log(16)^9 + 72750650048106420194682863616*z^7*log(2)^17*log(16)^2 - 253102295
92600211136102531072*z^7*log(2)^16*log(16)^3 + 4981570747192999094035415040*z^7*log(2)^15*log(16)^4 - 49583918
3287916587621810176*z^7*log(2)^14*log(16)^5 + 7131518524768016161308672*z^7*log(2)^13*log(16)^6 + 314532778891
3513784672256*z^7*log(2)^12*log(16)^7 - 228036237932676369088512*z^7*log(2)^11*log(16)^8 + 2050189183472055091
200*z^7*log(2)^10*log(16)^9 + 11113397738566568150550183936*z^7*log(2)^16*log(16)^2 - 173027324537787158513477
2224*z^7*log(2)^15*log(16)^3 - 347977740172590822444761088*z^7*log(2)^14*log(16)^4 + 1776761615624949941560934
40*z^7*log(2)^13*log(16)^5 - 25932052540748540682436608*z^7*log(2)^12*log(16)^6 + 1329392070928597228978176*z^
7*log(2)^11*log(16)^7 + 4594920680657661198336*z^7*log(2)^10*log(16)^8 - 325769614762388226048*z^7*log(2)^9*lo
g(16)^9 - 9757349142126044471428644864*z^7*log(2)^15*log(16)^2 + 2956087659672491455326191616*z^7*log(2)^14*lo
g(16)^3 - 479416112984416385910177792*z^7*log(2)^13*log(16)^4 + 32600816475657751926669312*z^7*log(2)^12*log(1
6)^5 + 1332058076129642781081600*z^7*log(2)^11*log(16)^6 - 348047925730145546010624*z^7*log(2)^10*log(16)^7 +
15244077027130664288256*z^7*log(2)^9*log(16)^8 + 109741896929963409408*z^7*log(2)^8*log(16)^9 + 10543256238727
74442202431488*z^7*log(2)^14*log(16)^2 - 387903928159702219449434112*z^7*log(2)^13*log(16)^3 + 943586416437159
69140391936*z^7*log(2)^12*log(16)^4 - 14804334826554067802652672*z^7*log(2)^11*log(16)^5 - 2005016703588197675
8272*z^7*log(2)^9*log(16)^7 - 3085423018457822134272*z^7*log(2)^8*log(16)^8 + 923378661099307008*z^7*log(2)^6*
log(16)^10 + 439717063721098183459209216*z^7*log(2)^13*log(16)^2 - 100163275206331687237582848*z^7*log(2)^12*l
og(16)^3 + 7724437987936607636815872*z^7*log(2)^11*log(16)^4 + 983985440664791726161920*z^7*log(2)^10*log(16)^
5 - 56362394569203379077120*z^7*log(2)^8*log(16)^4 - 25715459326234001080320*z^7*log(2)^7*log(16)^4 + 38619098
41379328*z^7*log(2)^2*log(16)^8 + 1103104398484302980972544*z^7*log(2)^9*log(16)^4 - 467987975245246475796480*
z^7*log(2)^9*log(16)^3 - 30229233644077056*z^7*log(2)^2*log(16)^7 - 1098105262815021170688*z^7*log(2)^6*log(16
)^6 - 528327635325136404480*z^7*log(2)^6*log(16)^2 + 12904500695113138176*z^7*log(2)^7*log(16)^9 + 15363997671
139118678016*z^7*log(2)^8*log(16)^7 + 232469737601699598336*z^7*log(2)^5*log(16)^6 + 193036236732594980388864*
z^7*log(2)^8*log(16)^2 - 6433183308303386089095168*z^7*log(2)^10*log(16)^3 + 34032504645668044800*z^7*log(2)^5
*log(16)^2 - 105806342382944256*z^7*log(2)^3*log(16)^8 + 295492739690166422077440*z^7*log(2)^9*log(16)^5 - 113
4893795057860608*z^7*log(2)^5*log(16)^8 + 18766310142140689416192*z^7*log(2)^7*log(16)^5 + 3316861486073259467
73504*z^7*log(2)^8*log(16)^3 + 3787247002506018737356800*z^7*log(2)^10*log(16)^2 + 33737800838501744640*z^7*lo
g(2)^4*log(16)^5 + 72098540908904448*z^7*log(2)^2*log(16)^6 + 99279094903159652352*z^7*log(2)^6*log(16)^8 - 78
58413694841978880*z^7*log(2)^4*log(16)^4 - 11716246718464647168*z^7*log(2)^4*log(16)^6 - 8507061461380497408*z
^7*log(2)^6*log(16)^9 - 959750984463104950780475473920*z^7*log(2)^22*log(16) - 673964515164969840628325154816*
z^7*log(2)^21*log(16) + 439228720274831278204772155392*z^7*log(2)^20*log(16) + 251343221001540985426135744512*
z^7*log(2)^19*log(16) - 113041109799459185843836551168*z^7*log(2)^18*log(16) - 23397168799708306983792672768*z
^7*log(2)^17*log(16) + 16900330545976756923311063040*z^7*log(2)^16*log(16) - 1718703458769011084227510272*z^7*
log(2)^15*log(16) - 898591475115826182843531264*z^7*log(2)^14*log(16) + 362681734281810942703435776*z^7*log(2)
^13*log(16) + 3769363937713880825856*z^7*log(2)^8*log(16)^6 + 109010375740434677760*z^7*log(2)^5*log(16)^3 - 3
83490952522447284338688*z^7*log(2)^9*log(16) - 992433976724791296*z^7*log(2)^3*log(16)^6 + 1167398629486350041
088*z^7*log(2)^7*log(16) - 35667488908657354868785152*z^7*log(2)^12*log(16) - 1025321872492855296*z^7*log(2)^5
*log(16)^9 + 1247799857715365541838848*z^7*log(2)^10*log(16)^6 - 181055630873788315437367296*z^7*log(2)^12*log
(16)^2 + 45379975869148682111680512*z^7*log(2)^11*log(16)^3 + 3412738782852485738397696*z^7*log(2)^10*log(16)
- 48352356082211838492672*z^7*log(2)^7*log(16)^3 - 1237597405618296176640*z^7*log(2)^6*log(16)^5 + 94555012633
657344*z^7*log(2)^4*log(16)^9 - 8508126161417011200*z^7*log(2)^4*log(16)^3 - 27851145844400455680*z^7*log(2)^5
*log(16)^7 + 388840485125652480*z^7*log(2)^4*log(16)^8 - 1530928540315008000*z^7*log(2)^4*log(16)^7 + 10127001
790863988752384*z^7*log(2)^8*log(16) - 236894163845093517164544*z^7*log(2)^9*log(16)^6 + 590265104637792780288
0*z^7*log(2)^6*log(16)^4 + 2044855353392022159360*z^7*log(2)^6*log(16)^3 - 215808435478151036928*z^7*log(2)^7*
log(16)^8 + 1063515770177126400*z^7*log(2)^3*log(16)^4 - 472261806164754432*z^7*log(2)^3*log(16)^5 - 156711533
5638115119267840*z^7*log(2)^9*log(16)^2 - 68065009291336089600*z^7*log(2)^6*log(16) - 574822621435561932069273
6*z^7*log(2)^10*log(16)^4 + 20827507222737454708555776*z^7*log(2)^11*log(16)^2 + 54452007433068871680*z^7*log(
2)^7 + 25300655133870152849817600*z^7*log(2)^13 - 2874745128757553906319360*z^7*log(2)^11 + 922528504845760696
8901632*z^7*log(2)^12 - 6793323754933683486720*z^7*log(2)^9 + 304595883082212333060096*z^7*log(2)^10 - 9929820
28301654556672*z^7*log(2)^8 + 720520048220475545955367649280*z^7*log(2)^23 + 552090160147694095632571564032*z^
7*log(2)^22 - 281630088362585703573054554112*z^7*log(2)^21 - 190718279628806563204285071360*z^7*log(2)^20 + 74
129332484801326692616372224*z^7*log(2)^19 + 17874904475116872155529216000*z^7*log(2)^18 - 12107553952535868219
429224448*z^7*log(2)^17 + 1250650789250916910198947840*z^7*log(2)^16 + 719253331991231457971404800*z^7*log(2)^
15 - 291026699643141903372779520*z^7*log(2)^14 - 2314755750369888829440*z^6*log(2)^9*log(16)^7 + 1026922864230
1440*z^6*log(2)^3*log(16)^7 - 29533695505431924510720*z^6*log(2)^8*log(16)^3 + 1189958038774087680*z^6*log(2)^
7*log(16)^9 + 431293688860620635504640*z^6*log(2)^10*log(16)^4 - 453678130239952896*z^6*log(2)^5*log(16)^8 - 2
0520927023415414975627264*z^6*log(2)^12*log(16)^4 + 883499937163902720*z^6*log(2)^4*log(16)^3 - 56251621722931
2*z^6*log(2)^3*log(16)^8 + 27219164301383612282323379159040*z^6*log(2)^26*log(16)^2 - 336218590933393170979646
0789760*z^6*log(2)^25*log(16)^3 - 440378052836251376471538401280*z^6*log(2)^24*log(16)^4 + 1511165963672614948
52991320064*z^6*log(2)^23*log(16)^5 - 10758141143787410502451200000*z^6*log(2)^22*log(16)^6 + 1538761886683366
9109579608227840*z^6*log(2)^25*log(16)^2 + 1689217502858754107309681541120*z^6*log(2)^24*log(16)^3 - 136926177
8729601489038380892160*z^6*log(2)^23*log(16)^4 + 185699286562434753157750849536*z^6*log(2)^22*log(16)^5 - 3563
09634682239035841183744*z^6*log(2)^21*log(16)^6 - 1008575732230069734604800000*z^6*log(2)^20*log(16)^7 - 22457
535293829652130568540782592*z^6*log(2)^24*log(16)^2 + 6166480438489793400721008230400*z^6*log(2)^23*log(16)^3
- 618290812001635677655825121280*z^6*log(2)^22*log(16)^4 - 58951170862788997582071791616*z^6*log(2)^21*log(16)
^5 + 17241440770355885301911519232*z^6*log(2)^20*log(16)^6 - 792780868562124014188756992*z^6*log(2)^19*log(16)
^7 - 31517991632189679206400000*z^6*log(2)^18*log(16)^8 - 11111526285381122368621397409792*z^6*log(2)^23*log(1
6)^2 + 215766892500971873148736634880*z^6*log(2)^22*log(16)^3 + 627383283599806913124444930048*z^6*log(2)^21*l
og(16)^4 - 125346044145486124134118195200*z^6*log(2)^20*log(16)^5 + 5500723295755742545830739968*z^6*log(2)^19
*log(16)^6 + 513075082182089349865144320*z^6*log(2)^18*log(16)^7 - 30058078259786653265559552*z^6*log(2)^17*lo
g(16)^8 - 328312412835309158400000*z^6*log(2)^16*log(16)^9 + 7641661186553995955973220466688*z^6*log(2)^22*log
(16)^2 - 2431538076903499767389689479168*z^6*log(2)^21*log(16)^3 + 337927714123952701709601472512*z^6*log(2)^2
0*log(16)^4 + 3626816900865020876657000448*z^6*log(2)^19*log(16)^5 - 6033556429062205015446257664*z^6*log(2)^1
8*log(16)^6 + 440080674281603340410290176*z^6*log(2)^17*log(16)^7 + 5830946644423711364481024*z^6*log(2)^16*lo
g(16)^8 - 320104602514426429440000*z^6*log(2)^15*log(16)^9 + 2521682029196499519342586626048*z^6*log(2)^21*log
(16)^2 - 62673927269462738554645905408*z^6*log(2)^20*log(16)^3 - 147272121731833107684928782336*z^6*log(2)^19*
log(16)^4 + 31961562805852078933071101952*z^6*log(2)^18*log(16)^5 - 1802403904256641871596486656*z^6*log(2)^17
*log(16)^6 - 108389442457409918689345536*z^6*log(2)^16*log(16)^7 + 10071431410166628630921216*z^6*log(2)^15*lo
g(16)^8 + 17113284519040489881600*z^6*log(2)^14*log(16)^9 - 1573711118908000777758390091776*z^6*log(2)^20*log(
16)^2 + 459669048626336979857965056000*z^6*log(2)^19*log(16)^3 - 60143520191211720887859412992*z^6*log(2)^18*l
og(16)^4 - 835177083244657682398838784*z^6*log(2)^17*log(16)^5 + 1086953945377833050513080320*z^6*log(2)^16*lo
g(16)^6 - 81126835844624429233471488*z^6*log(2)^15*log(16)^7 - 923000999226917391433728*z^6*log(2)^14*log(16)^
8 + 72020252441617593532416*z^6*log(2)^13*log(16)^9 - 179785402450495369825241530368*z^6*log(2)^19*log(16)^2 -
30068039090131964967329464320*z^6*log(2)^18*log(16)^3 + 23449625719834479951083470848*z^6*log(2)^17*log(16)^4
- 4121250483220846303751700480*z^6*log(2)^16*log(16)^5 + 183807548595177527426678784*z^6*log(2)^15*log(16)^6
+ 17376305679592258195685376*z^6*log(2)^14*log(16)^7 - 1280043172054301486874624*z^6*log(2)^13*log(16)^8 - 955
7700150484531150848*z^6*log(2)^12*log(16)^9 + 192938940346291452238979137536*z^6*log(2)^18*log(16)^2 - 4449705
2490147171980474843136*z^6*log(2)^17*log(16)^3 + 3856744516114102414183759872*z^6*log(2)^16*log(16)^4 + 401972
629264402942324113408*z^6*log(2)^15*log(16)^5 - 114270926284443271651393536*z^6*log(2)^14*log(16)^6 + 61801294
55730829408862208*z^6*log(2)^13*log(16)^7 + 203456898902253656604672*z^6*log(2)^12*log(16)^8 - 629947558499404
3232256*z^6*log(2)^11*log(16)^9 - 67781764841321005056*z^6*log(2)^10*log(16)^10 - 1537274176071645941229787545
6*z^6*log(2)^17*log(16)^2 + 8531861691574380241052762112*z^6*log(2)^16*log(16)^3 - 221304899224800589794980659
2*z^6*log(2)^15*log(16)^4 + 251373508538022605793263616*z^6*log(2)^14*log(16)^5 - 1848588195123441388486656*z^
6*log(2)^13*log(16)^6 - 1731119671003139492806656*z^6*log(2)^12*log(16)^7 + 68143640680814264451072*z^6*log(2)
^11*log(16)^8 + 1811278236746784964608*z^6*log(2)^10*log(16)^9 + 1709693302191685632*z^6*log(2)^9*log(16)^10 -
11015863215552855382375268352*z^6*log(2)^16*log(16)^2 + 1447900028777643677640032256*z^6*log(2)^15*log(16)^3
+ 93226789449995161410994176*z^6*log(2)^14*log(16)^4 - 51019420059121061392809984*z^6*log(2)^13*log(16)^5 + 57
84564145627679208505344*z^6*log(2)^12*log(16)^6 - 136334065946209214791680*z^6*log(2)^11*log(16)^7 - 177949417
63487841386496*z^6*log(2)^10*log(16)^8 + 3648653229954170880*z^6*log(2)^8*log(16)^10 + 32283819235946864504922
43968*z^6*log(2)^15*log(16)^2 - 724641476748366006567567360*z^6*log(2)^14*log(16)^3 + 829080684896791184969564
16*z^6*log(2)^13*log(16)^4 - 288189500947955712*z^6*log(2)^7*log(16)^10 - 74274430577261214028529664*z^6*log(2
)^14*log(16)^2 - 399724281178968953520*z^6*log(2)^6*log(16)^4 - 491944398634433016*z^6*log(2)^4*log(16)^7 + 16
1814929667548527337472*z^6*log(2)^9*log(16)^2 + 204961729388639161536*z^6*log(2)^6*log(16)^5 - 412589786434222
2077952*z^6*log(2)^8*log(16)^6 + 87725291999291919360*z^6*log(2)^6*log(16)^3 - 83473317454716665856*z^6*log(2)
^7*log(16)^7 - 447514063561820547072*z^6*log(2)^7*log(16) - 2462949565483951167897600*z^6*log(2)^12*log(16)^5
- 43456222173745970675712*z^6*log(2)^10*log(16)^6 + 1819862218468885964783616*z^6*log(2)^11*log(16)^5 - 169213
04824794814944*z^6*log(2)^5*log(16)^6 - 8528799859198433280*z^6*log(2)^6*log(16)^7 - 96732379502899200*z^6*log
(2)^5*log(16) + 35643209532966099323191296*z^6*log(2)^12*log(16)^2 + 884618973287795751911424*z^6*log(2)^10*lo
g(16)^3 - 2446871157259259756544*z^6*log(2)^7*log(16)^5 + 171922188275712*z^6*log(2)^2*log(16)^7 + 50288681923
6945809786273792*z^6*log(2)^14*log(16) - 1018783545280713404153856*z^6*log(2)^10*log(16)^2 + 42549049028777688
0*z^6*log(2)^4*log(16)^4 - 348875765437990227148800*z^6*log(2)^10*log(16)^5 - 49254962822814528*z^6*log(2)^3*l
og(16)^6 - 154996914339531802206535680*z^6*log(2)^13*log(16)^2 - 6804811008899714488320*z^6*log(2)^9*log(16) +
456861058425862225920*z^6*log(2)^8*log(16)^8 + 67772689496808044249088*z^6*log(2)^9*log(16)^3 + 5159438920934
536660992*z^6*log(2)^8*log(16) + 14453852827109437440*z^6*log(2)^6*log(16) - 70962833399624687096411801518080*
z^6*log(2)^27*log(16) - 60240412727039816808800100286464*z^6*log(2)^26*log(16) + 38339495049476810267699982630
912*z^6*log(2)^25*log(16) + 33994301636480779734595267461120*z^6*log(2)^24*log(16) - 1169457310425147617584887
7326336*z^6*log(2)^23*log(16) - 7522709754609024209173233008640*z^6*log(2)^22*log(16) + 2717666363233404803119
388295168*z^6*log(2)^21*log(16) + 699533694742374515451497545728*z^6*log(2)^20*log(16) - 407394900425855259027
255066624*z^6*log(2)^19*log(16) + 9222872550385717278758928384*z^6*log(2)^18*log(16) + 30665138708432699678445
797376*z^6*log(2)^17*log(16) - 7322398929748928765796286464*z^6*log(2)^16*log(16) - 38164890578773945833278668
8*z^6*log(2)^15*log(16) + 39224176485751990517760*z^6*log(2)^9*log(16)^5 - 7021992494910173771464704*z^6*log(2
)^11*log(16)^3 + 11077820355270188520*z^6*log(2)^5*log(16)^5 + 50622673245337152*z^6*log(2)^4*log(16)^8 + 3778
60857433200*z^6*log(2)^2*log(16)^4 + 863456387448098562048*z^6*log(2)^7*log(16)^6 - 4709884366472984064*z^6*lo
g(2)^6*log(16)^6 + 153845414578809377280*z^6*log(2)^6*log(16)^2 - 3428501558179921920*z^6*log(2)^7*log(16)^8 -
20960866872766080000*z^6*log(2)^5*log(16)^3 + 12364927703379980845056*z^6*log(2)^9*log(16)^6 + 89867773389200
328*z^6*log(2)^3*log(16)^5 + 3452328953182252861489152*z^6*log(2)^11*log(16) + 157381389216852738048*z^6*log(2
)^9*log(16)^9 + 86928721173973590085730304*z^6*log(2)^13*log(16)^3 - 3418251093059042661120*z^6*log(2)^8*log(1
6)^2 - 733874513250816*z^6*log(2)^4*log(16)^9 - 913808341670584909824*z^6*log(2)^9*log(16)^8 - 527355130064392
80*z^6*log(2)^3*log(16)^4 + 17349706531128648858624*z^6*log(2)^8*log(16)^4 - 34503236222976*z^6*log(2)^2*log(1
6)^8 - 174443291874146602745856*z^6*log(2)^9*log(16)^4 - 302539563370824597504*z^6*log(2)^8*log(16)^7 + 215916
62529873134160*z^6*log(2)^5*log(16)^4 - 6045773718931200*z^6*log(2)^3*log(16)^3 - 564419724979741890969600*z^6
*log(2)^11*log(16)^2 - 25436296905818112*z^6*log(2)^5*log(16)^9 - 594004800714056681914368*z^6*log(2)^11*log(1
6)^6 + 70491051041827074342912*z^6*log(2)^10*log(16)^7 + 13562859415850719899549696*z^6*log(2)^12*log(16)^3 +
735335859001098240*z^6*log(2)^6*log(16)^9 + 5649598662527554265088*z^6*log(2)^8*log(16)^5 - 538046308110516480
0*z^6*log(2)^5*log(16)^2 - 2323037267943811560*z^6*log(2)^4*log(16)^5 - 1453317212872357636608*z^6*log(2)^7*lo
g(16)^2 + 36274642313587200*z^6*log(2)^4*log(16)^2 + 1817781967379052808372224*z^6*log(2)^11*log(16)^4 + 54974
48279142850560*z^6*log(2)^5*log(16)^7 - 176425557898752*z^6*log(2)^2*log(16)^6 - 248323306630464*z^6*log(2)^2*
log(16)^5 - 5520997424460465451302912*z^6*log(2)^12*log(16) + 1427447982544521205248*z^6*log(2)^7*log(16)^4 +
1728484150196149155*z^6*log(2)^4*log(16)^6 - 386536493461700910661632*z^6*log(2)^10*log(16) - 2036008296755822
592*z^6*log(2)^6*log(16)^8 - 75919979628975882240*z^6*log(2)^8*log(16)^9 - 7797294954971136*z^6*log(2)^6*log(1
6)^10 - 80683436703683078975913984*z^6*log(2)^13*log(16) + 2320643794712151608064*z^6*log(2)^7*log(16)^3 + 349
362663740704896712704*z^6*log(2)^11 - 5948842856418627563520*z^6*log(2)^9 - 3856256136722973464985600*z^6*log(
2)^12 + 10004327821101621269495808*z^6*log(2)^13 + 469797574464302542848*z^6*log(2)^8 - 5533810592423379196245
44256*z^6*log(2)^15 - 14517423593606836224*z^6*log(2)^7 + 69680577189673014984179712*z^6*log(2)^14 + 967323795
02899200*z^6*log(2)^6 + 17129925683795431895040*z^6*log(2)^10 + 65583335944690396360737464254464*z^6*log(2)^28
+ 65008723831221006196966221152256*z^6*log(2)^27 - 25610173269313601155605416902656*z^6*log(2)^26 - 331388719
16363335551960641175552*z^6*log(2)^25 + 7111736979389873573331531202560*z^6*log(2)^24 + 7222052289998236224315
715485696*z^6*log(2)^23 - 1939515325658441135798995648512*z^6*log(2)^22 - 731332235680894030568629469184*z^6*l
og(2)^21 + 346608512831748543558149210112*z^6*log(2)^20 + 3159310817539929192806744064*z^6*log(2)^19 - 3103326
7763033560578351169536*z^6*log(2)^18 + 6668344057743077029359648768*z^6*log(2)^17 + 72704379714399925512752332
8*z^6*log(2)^16 + 132006530580480*z^5*log(2)^5*log(16)^9 - 3427039353025856913408*z^5*log(2)^11*log(16)^2 - 43
53808876968960*z^5*log(2)^5*log(16)^4 - 923999622463129940656128*z^5*log(2)^14*log(16)^2 - 921176275444992*z^5
*log(2)^4*log(16)^5 + 670291072574844764160*z^5*log(2)^10*log(16)^2 - 3431827243008*z^5*log(2)^4*log(16)^9 - 5
74107546279393915568128*z^5*log(2)^14*log(16)^3 + 131718376908075539227811512320*z^5*log(2)^25*log(16)^2 - 297
86065384804203458136637440*z^5*log(2)^24*log(16)^3 + 1172368431144233059504619520*z^5*log(2)^23*log(16)^4 + 76
5266922586887711828738048*z^5*log(2)^22*log(16)^5 - 142199092487117531881930752*z^5*log(2)^21*log(16)^6 + 7879
497908047419801600000*z^5*log(2)^20*log(16)^7 - 42516066218836408431582117888*z^5*log(2)^24*log(16)^2 + 234647
16125479018389527592960*z^5*log(2)^23*log(16)^3 - 6421097399242738965361459200*z^5*log(2)^22*log(16)^4 + 78165
1235356965194667393024*z^5*log(2)^21*log(16)^5 + 5144996954038643233652736*z^5*log(2)^20*log(16)^6 - 105733406
52850671683371008*z^5*log(2)^19*log(16)^7 + 738702928879445606400000*z^5*log(2)^18*log(16)^8 - 647358267177225
95642805583872*z^5*log(2)^23*log(16)^2 + 14074681907588614871932993536*z^5*log(2)^22*log(16)^3 - 2583529774090
5880045486080*z^5*log(2)^21*log(16)^4 - 579232449747762613158150144*z^5*log(2)^20*log(16)^5 + 1029862589803555
24156981248*z^5*log(2)^19*log(16)^6 - 5177529431026494018158592*z^5*log(2)^18*log(16)^7 - 25039074477297688274
5344*z^5*log(2)^17*log(16)^8 + 23084466527482675200000*z^5*log(2)^16*log(16)^9 + 24594148857342384736636502016
*z^5*log(2)^22*log(16)^2 - 10625246057370143256572067840*z^5*log(2)^21*log(16)^3 + 247361656970428891316984217
6*z^5*log(2)^20*log(16)^4 - 251407554580520862033641472*z^5*log(2)^19*log(16)^5 - 9612709203047974233440256*z^
5*log(2)^18*log(16)^6 + 4502860965536963154149376*z^5*log(2)^17*log(16)^7 - 288481961300645495439360*z^5*log(2
)^16*log(16)^8 - 2031125261531442315264*z^5*log(2)^15*log(16)^9 + 240463192994611200000*z^5*log(2)^14*log(16)^
10 + 8543019434984511296942112768*z^5*log(2)^21*log(16)^2 - 1173767958014543287031955456*z^5*log(2)^20*log(16)
^3 - 332037710583611940623351808*z^5*log(2)^19*log(16)^4 + 148977458263875157745467392*z^5*log(2)^18*log(16)^5
- 20511977438146408092794880*z^5*log(2)^17*log(16)^6 + 691652515470128330047488*z^5*log(2)^16*log(16)^7 + 805
63133794146733522944*z^5*log(2)^15*log(16)^8 - 5521910197178773536768*z^5*log(2)^14*log(16)^9 - 60115798248652
80000*z^5*log(2)^13*log(16)^10 - 4834833576693796045496254464*z^5*log(2)^20*log(16)^2 + 1639039986688718169031
311360*z^5*log(2)^19*log(16)^3 - 294210902150481122842116096*z^5*log(2)^18*log(16)^4 + 17247314316767045942771
712*z^5*log(2)^17*log(16)^5 + 3144813717081002185064448*z^5*log(2)^16*log(16)^6 - 624065665283784896937984*z^5
*log(2)^15*log(16)^7 + 29831953896608838451200*z^5*log(2)^14*log(16)^8 + 654491516376767791104*z^5*log(2)^13*l
og(16)^9 - 30944607148494028800*z^5*log(2)^12*log(16)^10 + 86072425483284032721518592*z^5*log(2)^19*log(16)^2
- 164834645243412636556591104*z^5*log(2)^18*log(16)^3 + 72226701162125784766218240*z^5*log(2)^17*log(16)^4 - 1
4897200306538161146691584*z^5*log(2)^16*log(16)^5 + 1368018038522216995356672*z^5*log(2)^15*log(16)^6 - 173158
5822729393143808*z^5*log(2)^14*log(16)^7 - 8226602319029263663104*z^5*log(2)^13*log(16)^8 + 359307241723590082
560*z^5*log(2)^12*log(16)^9 + 2712499961727025152*z^5*log(2)^11*log(16)^10 + 338022005655935368436908032*z^5*l
og(2)^18*log(16)^2 - 79903830537139185663344640*z^5*log(2)^17*log(16)^3 + 6762438133884598200827904*z^5*log(2)
^16*log(16)^4 + 928883349623182498725888*z^5*log(2)^15*log(16)^5 - 296025383529340647505920*z^5*log(2)^14*log(
16)^6 + 29448334755260836872192*z^5*log(2)^13*log(16)^7 - 790337515166430658560*z^5*log(2)^12*log(16)^8 - 8218
8481831802834836783104*z^5*log(2)^17*log(16)^2 + 24597030448874089258942464*z^5*log(2)^16*log(16)^3 - 42215032
10974834021367808*z^5*log(2)^15*log(16)^4 + 390043075233695416713216*z^5*log(2)^14*log(16)^5 - 901736973729792
*z^5*log(2)^8*log(16)^11 + 1371353440275512338415616*z^5*log(2)^16*log(16)^2 - 2114798381067446381445120*z^5*l
og(2)^15*log(16)^3 + 3935221655932531510345728*z^5*log(2)^15*log(16)^2 - 609817791879069696*z^5*log(2)^9*log(1
6)^6 + 12640384748614053593088*z^5*log(2)^12*log(16) - 102486477643776*z^5*log(2)^6*log(16)^10 + 6753406037022
72*z^5*log(2)^4*log(16)^6 + 1935426638149234703990784*z^5*log(2)^15*log(16) - 129301862829049152*z^5*log(2)^7*
log(16)^6 - 130841307943333632*z^5*log(2)^6*log(16)^5 - 70596231202064498688*z^5*log(2)^9*log(16) - 1025478115
5398980608*z^5*log(2)^9*log(16)^4 + 1775307279826944*z^5*log(2)^7*log(16)^10 - 19565133833521556619264*z^5*log
(2)^12*log(16)^3 + 15361803611147895570432*z^5*log(2)^12*log(16)^5 + 582176931606012690432*z^5*log(2)^10*log(1
6) - 5689064437944680448*z^5*log(2)^10*log(16)^9 + 1320083250374246400*z^5*log(2)^9*log(16)^9 - 85712024777011
2*z^5*log(2)^6*log(16)^9 + 13536456402609792*z^5*log(2)^6*log(16)^8 + 171147630012916608*z^5*log(2)^6*log(16)^
6 + 4656554956851072768*z^5*log(2)^8*log(16)^5 + 7673022659681280*z^5*log(2)^5*log(16)^7 - 1315182950286240153
60*z^5*log(2)^10*log(16)^4 - 4155804174170962944*z^5*log(2)^8*log(16)^6 + 35268071407377408*z^5*log(2)^7*log(1
6)^7 + 898320235977768960*z^5*log(2)^10*log(16)^10 - 8382664154733191626752*z^5*log(2)^13*log(16)^6 + 23050027
8921683533824*z^5*log(2)^10*log(16)^6 - 1754554213697192460288*z^5*log(2)^11*log(16)^3 + 416695773800454936330
24*z^5*log(2)^13*log(16)^2 - 162310626821514240*z^5*log(2)^6*log(16)^4 - 12395656625803084800*z^5*log(2)^8*log
(16)^4 + 253013643926798598144*z^5*log(2)^11*log(16)^8 - 622669294769515776*z^5*log(2)^7*log(16)^5 + 778692035
6610048*z^5*log(2)^8*log(16)^10 - 19619516593450368*z^5*log(2)^5*log(16)^6 - 43093168277621116502016*z^5*log(2
)^14*log(16) - 3032859585475364585472*z^5*log(2)^11*log(16) + 2788168234537866240*z^5*log(2)^7*log(16)^4 - 288
880754165901950976*z^5*log(2)^11*log(16)^5 - 321914703637905408*z^5*log(2)^9*log(16)^8 - 74796561819500544*z^5
*log(2)^8*log(16)^9 - 255933595856827986874793459712*z^5*log(2)^26*log(16) + 31834200295758450669593296896*z^5
*log(2)^25*log(16) + 125239246061200282049920892928*z^5*log(2)^24*log(16) - 29851542121340579585307181056*z^5*
log(2)^23*log(16) - 18785114623831078763778539520*z^5*log(2)^22*log(16) + 7602603920495871859032588288*z^5*log
(2)^21*log(16) + 305648191428734758485491712*z^5*log(2)^20*log(16) - 681891513885606238098554880*z^5*log(2)^19
*log(16) + 147550177208777713951703040*z^5*log(2)^18*log(16) + 6160885139430003292766208*z^5*log(2)^17*log(16)
- 2342660045859301883904*z^5*log(2)^12*log(16)^7 + 685216279974747612119040*z^5*log(2)^14*log(16)^4 + 2152705
74064865315389440*z^5*log(2)^13*log(16)^3 + 252757063028736*z^5*log(2)^7*log(16)^8 + 44760377917440*z^5*log(2)
^4*log(16)^8 + 7571604617396674560*z^5*log(2)^9*log(16)^3 - 86046899433608577024*z^5*log(2)^11*log(16)^7 - 700
98962430530448*z^5*log(2)^6*log(16)^7 + 5859395460680122368*z^5*log(2)^10*log(16)^7 - 1157754347564556091392*z
^5*log(2)^11*log(16)^6 + 22721873868096768*z^5*log(2)^5*log(16)^5 + 47602069615411200*z^5*log(2)^6*log(16)^2 -
53205679798386425856*z^5*log(2)^11*log(16)^9 + 300965146420595576832*z^5*log(2)^10*log(16)^3 - 11229996732590
850048*z^5*log(2)^9*log(16)^7 - 94938864072508827500544*z^5*log(2)^13*log(16)^5 + 21282102130948669440*z^5*log
(2)^8*log(16)^2 + 5272688563140729765888*z^5*log(2)^12*log(16)^6 - 1520012294627328*z^5*log(2)^5*log(16)^8 + 3
632633678079959040*z^5*log(2)^8*log(16)^3 - 1848629684946862080*z^5*log(2)^10*log(16)^8 - 7933678269235200*z^5
*log(2)^5*log(16)^3 - 245059700908032*z^5*log(2)^4*log(16)^7 - 4135509774434304*z^5*log(2)^7*log(16)^9 + 21704
9146102702080*z^5*log(2)^6*log(16)^3 - 21743181422538013016064*z^5*log(2)^12*log(16)^4 - 258532103171735593943
04*z^5*log(2)^13*log(16)^4 - 9942398732535984021307392*z^5*log(2)^16*log(16) - 243337756076605440*z^5*log(2)^8
*log(16)^8 + 50253881914968809472*z^5*log(2)^9*log(16)^5 - 44467548605235534495744*z^5*log(2)^13*log(16) - 190
2965762490163200*z^5*log(2)^7*log(16)^3 - 126938852307763200*z^5*log(2)^7*log(16) - 146908610041685409792*z^5*
log(2)^9*log(16)^2 + 2397449564669251584*z^5*log(2)^8*log(16)^7 - 143172319341182976*z^5*log(2)^9*log(16)^10 +
4651891970212823040*z^5*log(2)^8*log(16) + 15087476151010817998848*z^5*log(2)^12*log(16)^2 - 4672054988430530
64192*z^5*log(2)^10*log(16)^5 + 4618615152655326117888*z^5*log(2)^11*log(16)^4 + 495854891827200*z^5*log(2)^4*
log(16)^4 - 1597071284758609920*z^5*log(2)^7*log(16)^2 + 17307076362003491586048*z^5*log(2)^15 + 4649336601650
0922580992*z^5*log(2)^14 + 126938852307763200*z^5*log(2)^8 - 15355130027722896310272*z^5*log(2)^13 + 791792260
25061777408*z^5*log(2)^10 - 1615958925781744767467520*z^5*log(2)^16 - 4887713096726740992*z^5*log(2)^9 + 39034
31027323806941184*z^5*log(2)^12 - 706071491755471798272*z^5*log(2)^11 + 192138679525460145588098039808*z^5*log
(2)^27 - 1683433926179853995423563776*z^5*log(2)^26 - 92860455213066882926430388224*z^5*log(2)^25 + 1489606850
5356114238969479168*z^5*log(2)^24 + 14881111957606974948598874112*z^5*log(2)^23 - 5045551820213143300428791808
*z^5*log(2)^22 - 418564135499955991820107776*z^5*log(2)^21 + 545538013521011448414732288*z^5*log(2)^20 - 11031
2939558252592840572928*z^5*log(2)^19 - 9856275317755459342958592*z^5*log(2)^18 + 9121870740195240384135168*z^5
*log(2)^17 - 84338177603476320*z^4*log(2)^7*log(16)^6 - 37547329959936*z^4*log(2)^4*log(16)^4 + 30017727244522
32192*z^4*log(2)^9*log(16) + 3788951833452478464*z^4*log(2)^11*log(16)^9 + 156536431681864032*z^4*log(2)^7*log
(16)^5 - 3145952479150080*z^4*log(2)^10*log(16)^11 + 108356279848823558592*z^4*log(2)^10*log(16)^3 + 351794377
62070272*z^4*log(2)^8*log(16)^8 + 871472418480447876*z^4*log(2)^8*log(16)^6 + 638895745645299760103424*z^4*log
(2)^16*log(16)^3 + 385309127264698944*z^4*log(2)^8*log(16)^3 - 8908461547601264640*z^4*log(2)^12*log(16)^9 + 2
0113683775488*z^4*log(2)^8*log(16)^11 - 37696138005381120*z^4*log(2)^9*log(16)^9 + 10069107566310290571264*z^4
*log(2)^13*log(16)^3 + 622783407379968*z^4*log(2)^5*log(16)^6 - 223643902056312547584*z^4*log(2)^11*log(16)^3
+ 27289595710347213275136*z^4*log(2)^14*log(16)^4 - 126073172312202785587200*z^4*log(2)^15*log(16) - 193540734
61161984*z^4*log(2)^7*log(16) - 3525484036377266872123392*z^4*log(2)^18*log(16) + 2360784422827949006342062080
*z^4*log(2)^26*log(16)^2 - 833935240995920770781675520*z^4*log(2)^25*log(16)^3 + 101793307374575982603141120*z
^4*log(2)^24*log(16)^4 + 13453279628246652404367360*z^4*log(2)^23*log(16)^5 - 4768672133950298463928320*z^4*lo
g(2)^22*log(16)^6 + 352301106466475747573760*z^4*log(2)^21*log(16)^7 - 606349006378503057312841728*z^4*log(2)^
25*log(16)^2 + 661446377990529289059041280*z^4*log(2)^24*log(16)^3 - 231673347692317261336412160*z^4*log(2)^23
*log(16)^4 + 29748361462014336017891328*z^4*log(2)^22*log(16)^5 + 967260898198874430111744*z^4*log(2)^21*log(1
6)^6 - 540901266394428544647168*z^4*log(2)^20*log(16)^7 + 33028228731232101335040*z^4*log(2)^19*log(16)^8 - 89
4713450439723572741013504*z^4*log(2)^24*log(16)^2 + 302370321632756208991469568*z^4*log(2)^23*log(16)^3 + 8444
233561238982340116480*z^4*log(2)^22*log(16)^4 - 23724089147667262306516992*z^4*log(2)^21*log(16)^5 + 413660370
8791374458388480*z^4*log(2)^20*log(16)^6 - 75642359136223141822464*z^4*log(2)^19*log(16)^7 - 28143145223500723
126272*z^4*log(2)^18*log(16)^8 + 1032132147851003166720*z^4*log(2)^17*log(16)^9 - 99389224410343498976329728*z
^4*log(2)^23*log(16)^2 - 189746248219924226597978112*z^4*log(2)^22*log(16)^3 + 83179369606214249311371264*z^4*
log(2)^21*log(16)^4 - 8537308488715728309977088*z^4*log(2)^20*log(16)^5 - 1278093992374041399263232*z^4*log(2)
^19*log(16)^6 + 272342430878548730314752*z^4*log(2)^18*log(16)^7 - 5721288383380976566272*z^4*log(2)^17*log(16
)^8 - 795343232445349625856*z^4*log(2)^16*log(16)^9 + 10751376540114616320*z^4*log(2)^15*log(16)^10 + 26962206
7330630319521923072*z^4*log(2)^22*log(16)^2 - 81985598176980490254286848*z^4*log(2)^21*log(16)^3 - 74012171301
69283179970560*z^4*log(2)^20*log(16)^4 + 7174591531618561469448192*z^4*log(2)^19*log(16)^5 - 91082118689111591
0922240*z^4*log(2)^18*log(16)^6 - 35129813983212173524992*z^4*log(2)^17*log(16)^7 + 9988687942096609345536*z^4
*log(2)^16*log(16)^8 - 48333903335893499904*z^4*log(2)^15*log(16)^9 - 10547517188720295936*z^4*log(2)^14*log(1
6)^10 + 53769757762535700446576640*z^4*log(2)^21*log(16)^2 + 29796676027834611542261760*z^4*log(2)^20*log(16)^
3 - 14139579939082151279984640*z^4*log(2)^19*log(16)^4 + 899654428086251915575296*z^4*log(2)^18*log(16)^5 + 34
4394104779185592467456*z^4*log(2)^17*log(16)^6 - 43850955944141732708352*z^4*log(2)^16*log(16)^7 - 10608078177
85264570368*z^4*log(2)^15*log(16)^8 + 182598664595039059968*z^4*log(2)^14*log(16)^9 + 1796435389414637568*z^4*
log(2)^13*log(16)^10 - 38042028579225600*z^4*log(2)^12*log(16)^11 - 59101167662040109698514944*z^4*log(2)^20*l
og(16)^2 + 15529335800688945238376448*z^4*log(2)^19*log(16)^3 + 1463945032400992016007168*z^4*log(2)^18*log(16
)^4 - 1024326746989294918828032*z^4*log(2)^17*log(16)^5 + 79311692238347223171072*z^4*log(2)^16*log(16)^6 + 10
544050160345800507392*z^4*log(2)^15*log(16)^7 - 1093693460735179358208*z^4*log(2)^14*log(16)^8 - 3601825214840
2814976*z^4*log(2)^13*log(16)^9 + 987987489060814848*z^4*log(2)^12*log(16)^10 - 2582764822132765935796224*z^4*
log(2)^19*log(16)^2 - 5055938798197774913372160*z^4*log(2)^18*log(16)^3 + 1518644546959613274095616*z^4*log(2)
^17*log(16)^4 + 7199270108738964078723072*z^4*log(2)^18*log(16)^2 + 38741596066864868622336*z^4*log(2)^14*log(
16) - 15376494673595990016*z^4*log(2)^11*log(16)^8 - 982144924748022528*z^4*log(2)^8*log(16)^2 + 7709356818432
*z^4*log(2)^4*log(16)^7 + 710262926263296*z^4*log(2)^5*log(16)^4 + 70613314043904*z^4*log(2)^9*log(16)^11 + 36
37003806572544*z^4*log(2)^6*log(16)^2 + 31919689853525088*z^4*log(2)^7*log(16)^7 - 2828981493113548032*z^4*log
(2)^9*log(16)^6 - 15148063534823577216*z^4*log(2)^9*log(16)^3 - 260669523377219328*z^4*log(2)^8*log(16)^7 - 98
4662895957664333824*z^4*log(2)^14*log(16)^6 - 865310992069726530699264*z^4*log(2)^17*log(16)^2 + 6564912161587
20*z^4*log(2)^6*log(16) - 8813001725557056*z^4*log(2)^6*log(16)^3 + 27590261243904*z^4*log(2)^5*log(16)^8 - 26
8271887044657568896*z^4*log(2)^11*log(16)^2 - 30274126057623402971136*z^4*log(2)^14*log(16)^3 - 25302593899951
473024*z^4*log(2)^10*log(16)^2 - 474720027343773437952*z^4*log(2)^12*log(16)^4 + 26933010691392*z^4*log(2)^6*l
og(16)^7 - 135790778802384027648*z^4*log(2)^11*log(16)^5 - 164122804039680*z^4*log(2)^5*log(16)^2 + 5107376730
931200*z^4*log(2)^9*log(16)^10 - 2705010868224*z^4*log(2)^5*log(16)^3 - 11743547238410765008896*z^4*log(2)^14*
log(16)^2 + 4645375632951552*z^4*log(2)^6*log(16)^4 + 29411770720220872704*z^4*log(2)^12*log(16)^8 + 306120202
4632338036*z^4*log(2)^9*log(16)^4 - 1571575764252694248*z^4*log(2)^8*log(16)^5 - 1421706041582976*z^4*log(2)^6
*log(16)^6 + 101969898457089024*z^4*log(2)^8*log(16) + 1657400898631680*z^4*log(2)^8*log(16)^9 - 2579723053164
33887232*z^4*log(2)^12*log(16)^6 + 39540713154674688*z^4*log(2)^10*log(16)^10 + 731978239587100360704*z^4*log(
2)^12*log(16)^5 + 75931582464*z^4*log(2)^4*log(16)^9 + 1214785005255873108*z^4*log(2)^8*log(16)^4 - 2439774199
7835310596096*z^4*log(2)^16*log(16) - 2760656993478005501952*z^4*log(2)^13*log(16) + 307971779476182750720*z^4
*log(2)^11*log(16)^4 + 13397694103780595712*z^4*log(2)^10*log(16)^5 - 67916443185884398320*z^4*log(2)^10*log(1
6)^4 - 2588358426624*z^4*log(2)^7*log(16)^10 - 1751853618759204864*z^4*log(2)^12*log(16)^7 - 77586378584691981
680640*z^4*log(2)^15*log(16)^4 - 7472137721589504*z^4*log(2)^7*log(16)^8 - 2939124160482720549269667840*z^4*lo
g(2)^27*log(16) - 431365599395395869779951616*z^4*log(2)^26*log(16) + 682569035582608763403632640*z^4*log(2)^2
5*log(16) + 771606416403795641471336448*z^4*log(2)^24*log(16) - 160185128798823414648274944*z^4*log(2)^23*log(
16) - 223815816415430039323017216*z^4*log(2)^22*log(16) + 35968450970925413418663936*z^4*log(2)^21*log(16) + 3
4182363900727098026754048*z^4*log(2)^20*log(16) - 7119962261316079938699264*z^4*log(2)^19*log(16) + 2653333254
036887961600*z^4*log(2)^14*log(16)^7 - 8972697913726272012288*z^4*log(2)^14*log(16)^5 - 2036080217709895680*z^
4*log(2)^10*log(16)^7 - 33045385153414906773504*z^4*log(2)^15*log(16)^3 + 6495045604335157248*z^4*log(2)^11*lo
g(16)^6 + 1507257514576103595835392*z^4*log(2)^17*log(16) - 1004348561872486662144*z^4*log(2)^13*log(16)^7 + 1
94860940004864*z^4*log(2)^6*log(16)^8 + 1017012884891369472*z^4*log(2)^10*log(16)^8 - 1286696337408*z^4*log(2)
^5*log(16)^9 - 400585642590304494157824*z^4*log(2)^16*log(16)^2 - 1196484399200056836096*z^4*log(2)^12*log(16)
^3 - 260246007268659230146560*z^4*log(2)^16*log(16)^4 + 10680885945904896*z^4*log(2)^7*log(16)^2 - 13132366335
26941473792*z^4*log(2)^12*log(16) - 2330788863068539453440*z^4*log(2)^13*log(16)^5 + 17175271421509632*z^4*log
(2)^11*log(16)^11 - 8939977413732952178688*z^4*log(2)^16*log(16)^5 - 41196452589710843314176*z^4*log(2)^15*log
(16)^6 - 408425793991999488*z^4*log(2)^11*log(16)^10 + 2172299798674245943296*z^4*log(2)^13*log(16)^6 + 149596
061565423642476544*z^4*log(2)^15*log(16)^2 - 24418995941376*z^4*log(2)^4*log(16)^6 + 42015459124224*z^4*log(2)
^4*log(16)^5 - 867224684003328*z^4*log(2)^8*log(16)^10 + 10239528852632072448*z^4*log(2)^9*log(16)^2 + 2640439
2849584947200*z^4*log(2)^11*log(16)^7 + 1735900687785397248*z^4*log(2)^10*log(16)^6 - 191703466340352*z^4*log(
2)^5*log(16)^7 + 4324537477686111264*z^4*log(2)^9*log(16)^5 - 282170879233228800*z^4*log(2)^10*log(16)^9 + 778
786766899200*z^4*log(2)^7*log(16)^9 - 1234461523968*z^4*log(2)^4*log(16)^8 + 106511883573377088*z^4*log(2)^7*l
og(16)^3 - 2514942940770724478976*z^4*log(2)^13*log(16)^4 + 13676900336640*z^4*log(2)^4*log(16)^3 + 2687911401
31931160576*z^4*log(2)^13*log(16)^8 - 189591179561554464*z^4*log(2)^7*log(16)^4 + 39540776168890368*z^4*log(2)
^9*log(16)^8 + 432569494020119924736*z^4*log(2)^11*log(16) + 1779542949888*z^4*log(2)^6*log(16)^10 + 121913213
2403328*z^4*log(2)^6*log(16)^5 - 44780661706752*z^4*log(2)^6*log(16)^9 + 568655333443040256*z^4*log(2)^9*log(1
6)^7 - 1012788741376512*z^4*log(2)^5*log(16)^5 - 1253074956525956908449792*z^4*log(2)^17*log(16)^3 - 574836400
25121051648*z^4*log(2)^10*log(16) + 2381557000119655758336*z^4*log(2)^12*log(16)^2 - 6429898661448514093056*z^
4*log(2)^13*log(16)^2 + 81991004329188576460800*z^4*log(2)^15*log(16)^5 + 289406007215446988685312*z^4*log(2)^
16 - 51713267777343726944256*z^4*log(2)^15 - 875321621544960*z^4*log(2)^7 - 1535978632011881901981696*z^4*log(
2)^18 + 29009470104797184*z^4*log(2)^8 + 8314945795309571766484992*z^4*log(2)^19 - 3895747549458193870848*z^4*
log(2)^14 - 239592797793792000*z^4*log(2)^9 - 818193595631000509440*z^4*log(2)^12 - 460389950293472169689088*z
^4*log(2)^17 + 3779300525433496925184*z^4*log(2)^13 - 3161632934026874880*z^4*log(2)^10 + 12809360055202876771
58522880*z^4*log(2)^28 + 676220891827997332815740928*z^4*log(2)^27 + 234799512222342048317964288*z^4*log(2)^26
- 558967134058064751737438208*z^4*log(2)^25 - 202802304848630857353658368*z^4*log(2)^24 + 1541918323502368363
11859200*z^4*log(2)^23 + 64403883906833690828734464*z^4*log(2)^22 - 41013880590133546633396224*z^4*log(2)^21 -
6321598401540173554778112*z^4*log(2)^20 + 86052034038865711104*z^4*log(2)^11 + 3024395698176*z^3*log(2)^7*log
(16)^9 - 6675707002355712*z^3*log(2)^11*log(16)^10 - 53034932404224*z^3*log(2)^5*log(16)^4 - 65150568849699357
32736*z^3*log(2)^17*log(16)^5 + 391378894848*z^3*log(2)^10*log(16)^12 - 118787807965905866981376*z^3*log(2)^19
*log(16)^2 - 1184597979871768704*z^3*log(2)^10*log(16)^4 - 1117145530368*z^3*log(2)^5*log(16)^8 + 945743622930
432*z^3*log(2)^6*log(16)^4 + 1211579596800*z^3*log(2)^4*log(16)^4 + 32762387644416*z^3*log(2)^5*log(16)^3 - 19
55558597926450102272*z^3*log(2)^16*log(16)^5 + 319640366481408*z^3*log(2)^11*log(16)^11 + 17690684437536768*z^
3*log(2)^8*log(16) - 5829741037388619648*z^3*log(2)^11*log(16)^3 + 2059144232643330048*z^3*log(2)^14*log(16)^9
+ 7045807186511047950336*z^3*log(2)^17*log(16) - 492989420316672*z^3*log(2)^6*log(16)^3 - 49327882371072*z^3*
log(2)^10*log(16)^11 + 415379342592000*z^3*log(2)^6*log(16)^6 - 11048481388744704*z^3*log(2)^10*log(16)^9 - 57
496328060317728768*z^3*log(2)^14*log(16)^6 + 88692727873536*z^3*log(2)^6*log(16) - 1729894154058315904057344*z
^3*log(2)^26*log(16)^2 - 422699069998522127351808*z^3*log(2)^25*log(16)^3 + 484559938019330956984320*z^3*log(2
)^24*log(16)^4 - 106519138386566971392000*z^3*log(2)^23*log(16)^5 - 1996625858798435696640*z^3*log(2)^22*log(1
6)^6 + 3233877266427795210240*z^3*log(2)^21*log(16)^7 - 291377266391336878080*z^3*log(2)^20*log(16)^8 + 575304
3215939869939335168*z^3*log(2)^25*log(16)^2 - 2017675305154396695822336*z^3*log(2)^24*log(16)^3 - 262562380291
49124427776*z^3*log(2)^23*log(16)^4 + 171795580274869952053248*z^3*log(2)^22*log(16)^5 - 335091836165627156889
60*z^3*log(2)^21*log(16)^6 + 351402579231070224384*z^3*log(2)^20*log(16)^7 + 420804175388756410368*z^3*log(2)^
19*log(16)^8 - 27316618724187832320*z^3*log(2)^18*log(16)^9 - 685461416868868062707712*z^3*log(2)^24*log(16)^2
+ 1749196552787828272005120*z^3*log(2)^23*log(16)^3 - 688319450520887048011776*z^3*log(2)^22*log(16)^4 + 5766
0066999590914621440*z^3*log(2)^21*log(16)^5 + 19895622495355375976448*z^3*log(2)^20*log(16)^6 - 41604393039605
83471104*z^3*log(2)^19*log(16)^7 + 90237999011994796032*z^3*log(2)^18*log(16)^8 + 23916469175244029952*z^3*log
(2)^17*log(16)^9 - 853644335130869760*z^3*log(2)^16*log(16)^10 - 2905663632309750564126720*z^3*log(2)^23*log(1
6)^2 + 770320334764212838465536*z^3*log(2)^22*log(16)^3 + 183392532274083841179648*z^3*log(2)^21*log(16)^4 - 1
12317799097530312556544*z^3*log(2)^20*log(16)^5 + 12131527089153650982912*z^3*log(2)^19*log(16)^6 + 1258561218
684024520704*z^3*log(2)^18*log(16)^7 - 253973439372129730560*z^3*log(2)^17*log(16)^8 + 2729092107586240512*z^3
*log(2)^16*log(16)^9 + 656714999367991296*z^3*log(2)^15*log(16)^10 - 8892128490946560*z^3*log(2)^14*log(16)^11
+ 390413454899544726700032*z^3*log(2)^22*log(16)^2 - 783279556261626985316352*z^3*log(2)^21*log(16)^3 + 22356
7489436036169203712*z^3*log(2)^20*log(16)^4 + 4225515791085383712768*z^3*log(2)^19*log(16)^5 - 963966277569794
4870912*z^3*log(2)^18*log(16)^6 + 924232118964137754624*z^3*log(2)^17*log(16)^7 + 57378714821836406784*z^3*log
(2)^16*log(16)^8 - 7697041033242083328*z^3*log(2)^15*log(16)^9 + 846496101317067222810624*z^3*log(2)^21*log(16
)^2 - 88086564436206409482240*z^3*log(2)^20*log(16)^3 - 90963965512844568428544*z^3*log(2)^19*log(16)^4 + 2631
3150831923055034368*z^3*log(2)^18*log(16)^5 - 389726365825351286784*z^3*log(2)^17*log(16)^6 - 2019827260662104
07972864*z^3*log(2)^20*log(16)^2 + 174653569735051305811968*z^3*log(2)^19*log(16)^3 + 353640550510828224*z^3*l
og(2)^9*log(16)^2 - 73830374387712*z^3*log(2)^9*log(16)^10 + 985042015898112*z^3*log(2)^9*log(16)^9 - 57109099
227803136*z^3*log(2)^10*log(16) - 150079537152*z^3*log(2)^4*log(16)^7 - 81023063121985536*z^3*log(2)^13*log(16
)^10 - 97907906679129792*z^3*log(2)^9*log(16)^6 - 43291079561496960*z^3*log(2)^8*log(16)^2 + 42726166869513041
5104*z^3*log(2)^14*log(16)^4 - 18289604302425209664*z^3*log(2)^12*log(16)^4 - 190512327789115200*z^3*log(2)^10
*log(16)^7 + 32361543068811264*z^3*log(2)^12*log(16)^10 + 3171724348581554946048*z^3*log(2)^17*log(16)^2 - 700
6452667249536*z^3*log(2)^8*log(16)^7 + 266274151055356015411200*z^3*log(2)^20*log(16) - 1990944438091776*z^3*l
og(2)^12*log(16)^11 - 7688747626920161280*z^3*log(2)^12*log(16)^6 - 833618213425152*z^3*log(2)^6*log(16)^5 - 6
184157331456*z^3*log(2)^5*log(16)^2 - 485970843090864282624*z^3*log(2)^14*log(16)^3 + 25140658176*z^3*log(2)^4
*log(16)^8 + 19366127611431704064*z^3*log(2)^12*log(16)^5 - 4105129063560192*z^3*log(2)^7*log(16)^6 + 34074318
73058247168*z^3*log(2)^11*log(16) + 253357701920589312*z^3*log(2)^11*log(16)^6 - 3516641132544*z^3*log(2)^8*lo
g(16)^10 + 2604106435820544*z^3*log(2)^7*log(16)^2 + 1075953519740181381120*z^3*log(2)^15*log(16)^2 + 30204630
985793863680*z^3*log(2)^15*log(16)^8 - 1587108474859290624*z^3*log(2)^15*log(16)^7 + 1411278860494761836544*z^
3*log(2)^16*log(16) - 37456183296*z^3*log(2)^6*log(16)^10 + 18402702999552*z^3*log(2)^6*log(16)^8 + 1005210086
178816*z^3*log(2)^10*log(16)^10 + 40294167895946428416*z^3*log(2)^13*log(16)^6 + 25106266550545680960*z^3*log(
2)^12*log(16)^2 - 5657073991036991668224*z^3*log(2)^16*log(16)^2 - 117552336634835435520*z^3*log(2)^14*log(16)
^5 + 63333917178200064*z^3*log(2)^11*log(16)^9 + 13233763609446528*z^3*log(2)^8*log(16)^3 - 356308290297436262
4*z^3*log(2)^11*log(16)^5 - 351851779705930776576*z^3*log(2)^15*log(16)^6 - 215961687385178112*z^3*log(2)^12*l
og(16)^9 - 22551418552320*z^3*log(2)^5*log(16)^6 - 1734578520440832*z^3*log(2)^7*log(16) - 8167634720940096*z^
3*log(2)^9*log(16)^8 + 7000774893942369984*z^3*log(2)^11*log(16)^4 + 176802535197322988544*z^3*log(2)^14*log(1
6)^2 + 4162802948137739674976256*z^3*log(2)^27*log(16) - 5591315062210917379866624*z^3*log(2)^26*log(16) - 271
9843628733529099075584*z^3*log(2)^25*log(16) + 2526806326546107098726400*z^3*log(2)^24*log(16) + 1640369439412
613069930496*z^3*log(2)^23*log(16) - 1081013849429457940512768*z^3*log(2)^22*log(16) - 28462162755653499617280
0*z^3*log(2)^21*log(16) - 999118209024*z^3*log(2)^6*log(16)^9 - 24179703199940273504256*z^3*log(2)^18*log(16)^
4 - 18522557908992*z^3*log(2)^6*log(16)^2 + 1115317495860459208704*z^3*log(2)^15*log(16)^5 - 29386894495511347
2*z^3*log(2)^11*log(16)^8 + 189017501781196800*z^3*log(2)^13*log(16)^9 + 6737091231744*z^3*log(2)^5*log(16)^7
+ 63415555480180224*z^3*log(2)^10*log(16)^8 + 126288661918180525056*z^3*log(2)^13*log(16)^3 + 1682364313125302
40*z^3*log(2)^10*log(16)^5 + 36506279534946048*z^3*log(2)^8*log(16)^4 - 44205975854530633728*z^3*log(2)^13*log
(16)^5 - 1361519543625074343936*z^3*log(2)^15*log(16)^4 + 960101351424*z^3*log(2)^7*log(16)^10 + 79498838016*z
^3*log(2)^5*log(16)^9 - 298658163783693888*z^3*log(2)^9*log(16)^3 - 54321825089323008*z^3*log(2)^14*log(16)^10
+ 6924275407650816*z^3*log(2)^13*log(16)^11 + 17903640458759774404608*z^3*log(2)^17*log(16)^4 - 1994013144066
1860864*z^3*log(2)^12*log(16) + 23130999421086528*z^3*log(2)^9*log(16)^4 - 1897716252672*z^3*log(2)^5*log(16)
+ 965557918533888*z^3*log(2)^8*log(16)^8 - 319810830336*z^3*log(2)^8*log(16)^11 + 5919658740957769629696*z^3*l
og(2)^16*log(16)^3 + 122907229911607680*z^3*log(2)^9*log(16)^5 - 1146160155568493297664*z^3*log(2)^16*log(16)^
4 - 25354233926377408512*z^3*log(2)^13*log(16)^4 - 1460060291420224704*z^3*log(2)^10*log(16)^2 - 1811939328*z^
3*log(2)^4*log(16)^9 + 37706378695812288*z^3*log(2)^9*log(16)^7 + 624497936051994624*z^3*log(2)^12*log(16)^7 +
2698233318512640*z^3*log(2)^7*log(16)^3 - 1002422697984*z^3*log(2)^4*log(16)^5 - 151785837232128*z^3*log(2)^7
*log(16)^8 + 53369034601207431168*z^3*log(2)^14*log(16)^7 - 969287210042882383872*z^3*log(2)^15*log(16) + 2458
0095114533760*z^3*log(2)^8*log(16)^6 + 499716587520*z^3*log(2)^4*log(16)^6 + 709169616804062016*z^3*log(2)^11*
log(16)^2 - 18298973048110300790784*z^3*log(2)^17*log(16)^3 + 131855527794448899072*z^3*log(2)^14*log(16) + 19
12282238033068032*z^3*log(2)^13*log(16)^8 + 8214439814019072*z^3*log(2)^7*log(16)^5 - 130186767805207041024*z^
3*log(2)^13*log(16)^2 + 583987168376211456*z^3*log(2)^11*log(16)^7 - 18120970968059149811712*z^3*log(2)^18*log
(16)^3 - 27965792692224*z^3*log(2)^8*log(16)^9 - 5728812991956604224*z^3*log(2)^12*log(16)^3 + 509266758565661
84312832*z^3*log(2)^18*log(16)^2 - 45684082289468160*z^3*log(2)^8*log(16)^5 - 120036932536320*z^3*log(2)^6*log
(16)^7 - 8154243389629038329856*z^3*log(2)^19*log(16) + 45038136803328*z^3*log(2)^5*log(16)^5 + 24845953843166
1120*z^3*log(2)^10*log(16)^6 + 1134336317349888*z^3*log(2)^7*log(16)^7 - 14496145139165036544*z^3*log(2)^13*lo
g(16)^7 - 502250688122883932160*z^3*log(2)^16*log(16)^7 - 817072275456*z^3*log(2)^4*log(16)^3 - 30742512127194
590871552*z^3*log(2)^18*log(16) + 237214531584*z^3*log(2)^4*log(16)^2 - 8583381440833536*z^3*log(2)^7*log(16)^
4 - 86016004088804352*z^3*log(2)^9*log(16) + 146400948574847336448*z^3*log(2)^15*log(16)^3 - 15984018683345240
064*z^3*log(2)^14*log(16)^8 + 1992332731362588288*z^3*log(2)^10*log(16)^3 + 5395386433536*z^3*log(2)^9*log(16)
^11 + 562590534280937472*z^3*log(2)^12*log(16)^8 + 38910501265660614144*z^3*log(2)^13*log(16) + 16254759686264
24020992*z^3*log(2)^16*log(16)^6 - 402934424930947104768*z^3*log(2)^16 - 127330679560577522688*z^3*log(2)^14 +
9274743813973349376*z^3*log(2)^12 - 66273694284791808*z^3*log(2)^9 + 6362753771360072761344*z^3*log(2)^18 + 3
795432505344*z^3*log(2)^6 - 41283088009540474503168*z^3*log(2)^20 + 4827717822283776*z^3*log(2)^8 + 4837715824
08025202688*z^3*log(2)^15 - 203531768561664*z^3*log(2)^7 + 573758098255079424*z^3*log(2)^10 + 6184634847130552
32*z^3*log(2)^13 + 9244255930442594648064*z^3*log(2)^19 - 2601876358108584836333568*z^3*log(2)^28 + 1330012553
557467885207552*z^3*log(2)^27 + 2447930910924488249966592*z^3*log(2)^26 + 114496339636730380419072*z^3*log(2)^
25 - 1611687492765591413981184*z^3*log(2)^24 + 158987552236562213240832*z^3*log(2)^23 + 3845556233383195925544
96*z^3*log(2)^22 - 80306247101444391960576*z^3*log(2)^21 - 3130973069338874880*z^3*log(2)^11 - 247326932293358
4396288*z^3*log(2)^17 + 51823851031296*z^2*log(2)^10*log(16)^8 + 107184525989179392*z^2*log(2)^14*log(16)^4 +
254129799168*z^2*log(2)^11*log(16)^11 - 679477248*z^2*log(2)^8*log(16)^11 - 2205879069286858752*z^2*log(2)^19*
log(16) + 15599558086284672*z^2*log(2)^13*log(16)^3 - 3647034574848*z^2*log(2)^9*log(16)^5 - 752181313536*z^2*
log(2)^12*log(16)^12 - 609553663200300367872*z^2*log(2)^22*log(16) + 107576554097664*z^2*log(2)^11*log(16)^9 -
3362592458639572992*z^2*log(2)^18*log(16) - 190666942709760*z^2*log(2)^13*log(16)^9 + 1231672445043984*z^2*lo
g(2)^14*log(16)^2 + 5237545478504256*z^2*log(2)^12*log(16)^5 - 59627343691008*z^2*log(2)^11*log(16)^6 + 464030
67932928*z^2*log(2)^10*log(16)^5 + 942090369191903232*z^2*log(2)^17*log(16)^6 + 8748269568*z^2*log(2)^8*log(16
)^10 + 148291646879327846400*z^2*log(2)^21*log(16) - 97942568435712*z^2*log(2)^13*log(16)^10 - 532715224061863
5264*z^2*log(2)^18*log(16)^4 + 604061468850960*z^2*log(2)^12*log(16)^2 + 8796948706137200394240*z^2*log(2)^26*
log(16)^2 - 4454105067465694248960*z^2*log(2)^25*log(16)^3 + 1340951011174215843840*z^2*log(2)^24*log(16)^4 -
202516319931224555520*z^2*log(2)^23*log(16)^5 - 6063234881138196480*z^2*log(2)^22*log(16)^6 + 7751820858611466
240*z^2*log(2)^21*log(16)^7 - 1100787061264220160*z^2*log(2)^20*log(16)^8 + 48092638598922240*z^2*log(2)^19*lo
g(16)^9 + 680860665590335930368*z^2*log(2)^25*log(16)^2 + 1451522755906718662656*z^2*log(2)^24*log(16)^3 - 122
9356140085741879296*z^2*log(2)^23*log(16)^4 + 437829681936309682176*z^2*log(2)^22*log(16)^5 - 6966877748323575
3984*z^2*log(2)^21*log(16)^6 + 1450883658176004096*z^2*log(2)^20*log(16)^7 + 937405680690659328*z^2*log(2)^19*
log(16)^8 - 109811524800872448*z^2*log(2)^18*log(16)^9 + 4508684868648960*z^2*log(2)^17*log(16)^10 - 396544609
7673299951616*z^2*log(2)^24*log(16)^2 + 2259089177754193625088*z^2*log(2)^23*log(16)^3 - 484529771466467573760
*z^2*log(2)^22*log(16)^4 - 58830522482096603136*z^2*log(2)^21*log(16)^5 + 47416820134777454592*z^2*log(2)^20*l
og(16)^6 - 7956108813382189056*z^2*log(2)^19*log(16)^7 + 328148764273410048*z^2*log(2)^18*log(16)^8 + 39617980
929146880*z^2*log(2)^17*log(16)^9 - 4408491871567872*z^2*log(2)^16*log(16)^10 + 140896402145280*z^2*log(2)^15*
log(16)^11 - 1236642419749693685760*z^2*log(2)^23*log(16)^2 - 274083860468421623808*z^2*log(2)^22*log(16)^3 +
410448007342489337856*z^2*log(2)^21*log(16)^4 - 128548982471975239680*z^2*log(2)^20*log(16)^5 + 94239995370280
05888*z^2*log(2)^19*log(16)^6 + 2475319828848574464*z^2*log(2)^18*log(16)^7 + 1084221175131405287424*z^2*log(2
)^22*log(16)^2 - 660533296388728946688*z^2*log(2)^21*log(16)^3 + 30685496925487104*z^2*log(2)^15*log(16)^8 - 6
0419892005664768*z^2*log(2)^17*log(16) - 515240165376*z^2*log(2)^9*log(16)^3 - 11710277001668736*z^2*log(2)^13
*log(16) + 1764489941987328*z^2*log(2)^12*log(16) - 881026250246258688*z^2*log(2)^16*log(16)^4 + 5024281055153
3568*z^2*log(2)^14*log(16)^7 - 46852079616*z^2*log(2)^8*log(16)^9 + 128421199872*z^2*log(2)^11*log(16)^12 + 71
7565356827099136*z^2*log(2)^15*log(16)^5 - 566881797950816256*z^2*log(2)^15*log(16)^4 - 188514791424*z^2*log(2
)^8*log(16)^7 - 17162221213440*z^2*log(2)^10*log(16)^9 - 287968452894720*z^2*log(2)^12*log(16)^9 + 27057760763
904*z^2*log(2)^10*log(16)^2 + 737140405174272*z^2*log(2)^15*log(16)^10 - 1084111863067312128*z^2*log(2)^16*log
(16)^5 + 35102182394880*z^2*log(2)^10*log(16)^6 + 336416590218498048*z^2*log(2)^16*log(16) - 55023406219419724
8*z^2*log(2)^16*log(16)^2 + 6300082685952*z^2*log(2)^9*log(16)^7 + 214077702708864*z^2*log(2)^11*log(16)^4 + 2
7087481911043584*z^2*log(2)^13*log(16)^6 + 43827642524102400*z^2*log(2)^14*log(16) + 2765281794048*z^2*log(2)^
10*log(16)^10 + 20639121408*z^2*log(2)^9*log(16)^11 + 119953291371264*z^2*log(2)^12*log(16)^7 - 18987014761046
9203968*z^2*log(2)^20*log(16)^2 - 326356460760960*z^2*log(2)^11*log(16)^8 + 4269861568512*z^2*log(2)^10*log(16
) + 630246776555520*z^2*log(2)^12*log(16)^8 + 1741397426844051456*z^2*log(2)^16*log(16)^3 - 645598789641437184
*z^2*log(2)^16*log(16)^7 - 121541476061778048*z^2*log(2)^15*log(16) - 3065424943104*z^2*log(2)^9*log(16)^6 - 1
4071187840679936*z^2*log(2)^13*log(16)^7 + 1467670855680*z^2*log(2)^13*log(16)^12 - 3109902989151600*z^2*log(2
)^12*log(16)^6 - 127620956160*z^2*log(2)^10*log(16)^11 + 88955449344*z^2*log(2)^8*log(16)^3 - 1762264781523674
7264*z^2*log(2)^19*log(16)^2 - 38838541868236800*z^2*log(2)^14*log(16)^6 - 38108620752099840*z^2*log(2)^14*log
(16)^5 - 27422052947712*z^2*log(2)^10*log(16)^3 + 96554630158221312*z^2*log(2)^16*log(16)^8 + 226476561530880*
z^2*log(2)^14*log(16)^10 + 173832202876195584*z^2*log(2)^15*log(16)^3 - 15838442790912*z^2*log(2)^11*log(16)^1
0 - 7002979294657904640*z^2*log(2)^17*log(16)^5 + 1444839155979780096*z^2*log(2)^16*log(16)^6 - 11826040582176
768*z^2*log(2)^15*log(16)^9 + 11114270123671683072*z^2*log(2)^17*log(16)^4 + 449840413009152*z^2*log(2)^11*log
(16)^7 - 217446653952*z^2*log(2)^8*log(16)^4 - 9732639082717831495680*z^2*log(2)^27*log(16) - 4298977452401010
671616*z^2*log(2)^26*log(16) + 2971287184776470986752*z^2*log(2)^25*log(16) + 3055733316073644097536*z^2*log(2
)^24*log(16) - 763199067422441078784*z^2*log(2)^23*log(16) + 14588735278546944*z^2*log(2)^16*log(16)^9 + 28646
6674579055050752*z^2*log(2)^21*log(16)^2 + 4907535040512*z^2*log(2)^9*log(16)^4 - 1611233865551520*z^2*log(2)^
12*log(16)^4 - 77866104183552*z^2*log(2)^10*log(16)^7 - 377717237817016320*z^2*log(2)^15*log(16)^6 + 177232512
4897824*z^2*log(2)^13*log(16)^4 - 99170536438873718784*z^2*log(2)^19*log(16)^4 + 89270532496838098944*z^2*log(
2)^19*log(16)^3 + 9670320193536*z^2*log(2)^13*log(16)^11 - 136064214761472*z^2*log(2)^11*log(16) - 10674653921
28*z^2*log(2)^9*log(16)^2 - 4254325991424*z^2*log(2)^9*log(16)^8 + 88963729874510413824*z^2*log(2)^20*log(16)^
3 + 25862800679224704*z^2*log(2)^15*log(16)^2 + 976553279591328*z^2*log(2)^13*log(16)^2 + 131113893888*z^2*log
(2)^8*log(16)^8 - 94102241749330752*z^2*log(2)^14*log(16)^3 - 25628282500026240*z^2*log(2)^13*log(16)^5 + 2062
0508126263640064*z^2*log(2)^18*log(16)^5 - 450178442386735104*z^2*log(2)^17*log(16)^8 - 88190710972416*z^2*log
(2)^14*log(16)^11 + 126389930361775718400*z^2*log(2)^20*log(16)^4 + 971544531038109696*z^2*log(2)^17*log(16)^7
- 21719467066392576*z^2*log(2)^14*log(16)^8 + 1032847884288*z^2*log(2)^12*log(16)^11 - 10606215168*z^2*log(2)
^10*log(16)^12 - 41787745392384*z^2*log(2)^10*log(16)^4 + 3356488844181504*z^2*log(2)^14*log(16)^9 - 697735439
7864099840*z^2*log(2)^17*log(16)^3 + 147940245504*z^2*log(2)^8*log(16)^5 + 32483947482703724544*z^2*log(2)^20*
log(16) - 236740485639168*z^2*log(2)^11*log(16)^2 - 12571751945972219904*z^2*log(2)^18*log(16)^6 - 49851872012
8512*z^2*log(2)^11*log(16)^5 - 15235721001943695360*z^2*log(2)^18*log(16)^3 + 453369892338432*z^2*log(2)^11*lo
g(16)^3 + 3625465213255680*z^2*log(2)^13*log(16)^8 - 321193057797660672*z^2*log(2)^17*log(16)^2 - 295001709704
8128*z^2*log(2)^12*log(16)^3 + 45334929014784*z^2*log(2)^12*log(16)^10 + 16588129336187682816*z^2*log(2)^18*lo
g(16)^2 + 47927957945057280*z^2*log(2)^15*log(16)^7 + 78433837056*z^2*log(2)^8*log(16)^6 - 271695347712*z^2*lo
g(2)^9*log(16)^10 + 26934548471947984896*z^2*log(2)^19*log(16)^5 + 1487122219008*z^2*log(2)^9*log(16)^9 + 4544
164218667401216*z^2*log(2)^19 - 1703077771003932672*z^2*log(2)^18 - 5693148758016*z^2*log(2)^11 - 292292039083
6224*z^2*log(2)^13 + 22271412623913216*z^2*log(2)^14 - 12105264788523712512*z^2*log(2)^22 - 290244806449425285
12*z^2*log(2)^21 + 135454692631064832*z^2*log(2)^16 + 199974400819200*z^2*log(2)^12 - 88810354905933312*z^2*lo
g(2)^15 - 2145643710136713216*z^2*log(2)^20 + 4698515419243091066880*z^2*log(2)^28 + 3999209979903882559488*z^
2*log(2)^27 - 463547487608408899584*z^2*log(2)^26 - 2241289023483430305792*z^2*log(2)^25 + 1256017017909144453
12*z^2*log(2)^24 + 357340032241143644160*z^2*log(2)^23 + 257195848687884288*z^2*log(2)^17 + 158855462349963264
*z*log(2)^22*log(16)^2 + 1802393954823168*z*log(2)^18*log(16)^2 - 97916286829824*z*log(2)^17*log(16) + 1266220
3092516864*z*log(2)^20*log(16) - 821118377521152*z*log(2)^18*log(16)^3 - 2295746002944*z*log(2)^15*log(16)^9 -
25362587225161728*z*log(2)^20*log(16)^2 + 810995052183552*z*log(2)^19*log(16)^7 - 137014445346914304*z*log(2)
^22*log(16)^3 - 26098358135040*z*log(2)^14*log(16)^6 - 906288933141504*z*log(2)^18*log(16) + 24950630925729792
*z*log(2)^21*log(16)^2 - 6115295232*z*log(2)^14*log(16)^12 + 156349564416*z*log(2)^12*log(16)^4 + 638976872335
104*z*log(2)^17*log(16)^2 + 10863730627706880*z*log(2)^19*log(16)^5 - 48922361856*z*log(2)^15*log(16)^11 - 122
89425149952*z*log(2)^14*log(16)^4 + 1904085052784640*z*log(2)^17*log(16)^4 - 18596420352*z*log(2)^13*log(16)^7
+ 516770210304*z*log(2)^12*log(16)^6 - 9876639744*z*log(2)^12*log(16)^11 - 20088820334592*z*log(2)^16*log(16)
^9 + 1186430976*z*log(2)^12*log(16)^12 + 48375949824*z*log(2)^12*log(16)^10 + 1963902445056*z*log(2)^13*log(16
)^4 + 3402698784768*z*log(2)^15*log(16)^8 - 122178232979030016*z*log(2)^23*log(16) - 782757789696*z*log(2)^17*
log(16)^10 + 220010632704*z*log(2)^13*log(16)^2 - 87331037113221120*z*log(2)^22*log(16) - 69581389824*z*log(2)
^13*log(16)^10 - 2365054664048640*z*log(2)^18*log(16)^6 + 3123283230720*z*log(2)^14*log(16)^9 - 941437387008*z
*log(2)^13*log(16)^3 + 62352192819953664*z*log(2)^21*log(16)^4 - 764411904*z*log(2)^13*log(16)^12 - 4063113005
6448*z*log(2)^16*log(16)^3 + 663753360384*z*log(2)^15*log(16) + 546148712448*z*log(2)^15*log(16)^10 - 43424273
55709440*z*log(2)^20*log(16)^4 + 1525235788800*z*log(2)^14*log(16)^3 - 2130811543296*z*log(2)^13*log(16)^5 - 2
08211387904*z*log(2)^14*log(16) - 1402994358484992*z*log(2)^17*log(16)^5 + 223611199488*z*log(2)^13*log(16)^9
- 17036408911822848*z*log(2)^19*log(16)^4 + 18524409974784*z*log(2)^14*log(16)^7 + 335210420736*z*log(2)^12*lo
g(16)^8 + 7718257557504*z*log(2)^17*log(16)^8 + 8215552639107072*z*log(2)^21*log(16) - 502659767808*z*log(2)^1
2*log(16)^7 - 1670355875561472*z*log(2)^18*log(16)^4 - 38001979901952*z*log(2)^15*log(16)^6 - 441269304689664*
z*log(2)^16*log(16)^5 - 5572342176546816*z*log(2)^20*log(16)^5 - 63700992*z*log(2)^12*log(16)^13 + 34832528367
943680*z*log(2)^26*log(16)^2 + 79164837199872000*z*log(2)^25*log(16)^3 - 57790331155906560*z*log(2)^24*log(16)
^4 + 18326659811770368*z*log(2)^23*log(16)^5 - 1880164883496960*z*log(2)^22*log(16)^6 - 606105784811520*z*log(
2)^21*log(16)^7 + 166988328468480*z*log(2)^20*log(16)^8 - 2087354105856*z*log(2)^18*log(16)^10 - 3817724273963
82720*z*log(2)^25*log(16)^2 + 244787572226654208*z*log(2)^24*log(16)^3 - 64605928858583040*z*log(2)^23*log(16)
^4 - 5149425269735424*z*log(2)^22*log(16)^5 + 7801447315931136*z*log(2)^21*log(16)^6 - 1458364735291392*z*log(
2)^20*log(16)^7 - 69346541961216*z*log(2)^19*log(16)^8 + 36528696852480*z*log(2)^18*log(16)^9 - 33493158278568
3456*z*log(2)^24*log(16)^2 + 46176292910923776*z*log(2)^23*log(16)^3 + 56389136730292224*z*log(2)^22*log(16)^4
- 31498791932657664*z*log(2)^21*log(16)^5 + 4613245847470080*z*log(2)^20*log(16)^6 + 66193902821965824*z*log(
2)^23*log(16)^2 - 4016146609078272*z*log(2)^19*log(16)^6 + 24047453081088*z*log(2)^14*log(16)^5 - 990546942643
20*z*log(2)^15*log(16)^4 - 7049501454532608*z*log(2)^19*log(16)^2 - 42675411456*z*log(2)^12*log(16)^3 - 154343
310336*z*log(2)^12*log(16)^9 + 1047580876210176*z*log(2)^18*log(16)^7 + 98354331648*z*log(2)^14*log(16)^11 + 8
1195908380416*z*log(2)^15*log(16)^5 + 39940011491328*z*log(2)^16*log(16) + 1141942802688*z*log(2)^14*log(16)^2
- 9113383065600*z*log(2)^14*log(16)^8 + 70045967308032*z*log(2)^15*log(16)^3 - 267880734130176*z*log(2)^18*lo
g(16)^8 - 64830134003171328*z*log(2)^21*log(16)^3 - 30885094656*z*log(2)^13*log(16) + 83531912970240*z*log(2)^
16*log(16)^8 - 686384640*z*log(2)^12*log(16) + 21708460287590400*z*log(2)^20*log(16)^3 - 23110265276928*z*log(
2)^15*log(16)^2 + 617671176486912*z*log(2)^17*log(16)^6 + 3030407679836160*z*log(2)^18*log(16)^5 + 67435770415
1040*z*log(2)^19*log(16) + 272428745829120*z*log(2)^16*log(16)^4 + 2910880530432*z*log(2)^16*log(16)^10 + 7412
954112*z*log(2)^12*log(16)^2 + 397549526704128*z*log(2)^16*log(16)^6 - 225424398680064*z*log(2)^16*log(16)^7 +
1115409719808*z*log(2)^13*log(16)^6 - 346600650240*z*log(2)^13*log(16)^8 - 354962566656*z*log(2)^12*log(16)^5
- 227994731135631360*z*log(2)^27*log(16) + 169887740630925312*z*log(2)^26*log(16) + 456073574910787584*z*log(
2)^25*log(16) + 186318309820465152*z*log(2)^24*log(16) + 11275075584*z*log(2)^13*log(16)^11 + 1533616691281920
0*z*log(2)^19*log(16)^3 - 1511822498586624*z*log(2)^17*log(16)^3 + 6208783441920*z*log(2)^15*log(16)^7 - 71538
3373824*z*log(2)^14*log(16)^10 - 195689447424*z*log(2)^16*log(16)^11 + 4486361776128*z*log(2)^17*log(16)^9 - 1
46916060954624*z*log(2)^17*log(16)^7 - 65071158000192*z*log(2)^16*log(16)^2 - 11901677573505024*z*log(2)^24 +
43901761536*z*log(2)^15 + 4933112832*z*log(2)^14 - 5564048836460544*z*log(2)^21 + 192528884070088704*z*log(2)^
28 + 124130464729399296*z*log(2)^27 - 149453317028708352*z*log(2)^26 - 212729524012449792*z*log(2)^25 - 699594
006528*z*log(2)^16 - 2430254759215104*z*log(2)^20 + 161214844925952*z*log(2)^18 + 13524738911502336*z*log(2)^2
2 + 2745538560*z*log(2)^13 + 54965799802109952*z*log(2)^23 + 402187298881536*z*log(2)^19 - 26888249696256*z*lo
g(2)^17 + 133312896*log(2)^17*log(16)^2 - 125829120*log(2)^19*log(16)^7 - 121777920*log(2)^16*log(16)^3 - 1148
14080*log(2)^16*log(16)^5 + 112992768*log(2)^17*log(16)^3 - 112601088*log(2)^17*log(16)^6 + 53324992*log(2)^16
*log(16)^6 + 52954944*log(2)^16*log(16)^2 - 34307072*log(2)^19*log(16)^3 + 23298048*log(2)^17*log(16)^7 - 1572
8640*log(2)^18*log(16)^8 - 15097344*log(2)^16*log(16)^7 + 2396160*log(2)^16*log(16)^8 - 1966080*log(2)^17*log(
16)^8 - 163840*log(2)^16*log(16)^9 + 4123168604160*log(2)^26*log(16)^2 - 1374389534720*log(2)^25*log(16)^3 + 2
57698037760*log(2)^24*log(16)^4 + 3659312136192*log(2)^25*log(16)^2 - 528280977408*log(2)^24*log(16)^3 - 15461
8822656*log(2)^23*log(16)^4 + 48782180352*log(2)^22*log(16) - 68516315136*log(2)^21*log(16)^3 - 21170749440*lo
g(2)^20*log(16)^5 - 3939456000*log(2)^19*log(16)^2 + 3896451072*log(2)^19*log(16)^4 + 1186511978496*log(2)^23*
log(16) + 1081427712*log(2)^18*log(16) - 3641427264*log(2)^18*log(16)^2 + 433057693696*log(2)^22*log(16)^3 - 7
6425707520*log(2)^20*log(16)^3 - 3222405120*log(2)^19*log(16)^5 - 92994048*log(2)^17*log(16) - 11439744*log(2)
^16*log(16) - 6597069766656*log(2)^27*log(16) - 8658654068736*log(2)^26*log(16) + 122906247168*log(2)^21*log(1
6)^2 + 2573893632*log(2)^18*log(16)^5 - 354670608384*log(2)^22*log(16)^2 - 16919126016*log(2)^20*log(16) + 131
8286524416*log(2)^24*log(16) + 6643777536*log(2)^21*log(16)^5 + 3675936768*log(2)^19*log(16) - 2013265920*log(
2)^21*log(16)^6 + 672028164096*log(2)^23*log(16)^3 - 1298204196864*log(2)^23*log(16)^2 - 5368709120*log(2)^22*
log(16)^6 - 151397597184*log(2)^24*log(16)^2 + 1051721728*log(2)^19*log(16)^6 - 921206784*log(2)^18*log(16)^6
- 224227491840*log(2)^22*log(16)^4 + 5157718272*log(2)^18*log(16)^3 - 109726298112*log(2)^21*log(16) + 4970250
240*log(2)^20*log(16)^6 - 3279207530496*log(2)^25*log(16) + 56371445760*log(2)^22*log(16)^5 - 503316480*log(2)
^20*log(16)^7 + 60593372160*log(2)^20*log(16)^2 + 8933867520*log(2)^21*log(16)^4 - 334984128*log(2)^17*log(16)
^4 + 276480000*log(2)^17*log(16)^5 + 51784974336*log(2)^20*log(16)^4 - 4504239360*log(2)^18*log(16)^4 + 184811
520*log(2)^18*log(16)^7 + 152972352*log(2)^16*log(16)^4 - 1051415543808*log(2)^24 + 45828468736*log(2)^22 + 40
612807680*log(2)^21 - 1808463168*log(2)^19 + 559956361216*log(2)^25 - 366295646208*log(2)^23 - 1053684480*log(
2)^20 + 174923328*log(2)^18 - 11255232*log(2)^17 + 1906624*log(2)^16 + 4398046511104*log(2)^28 + 8246337208320
*log(2)^27 + 5862630359040*log(2)^26, z, k)*(6956931272982525458251776*log(2)^20*log(16) - 3945966636639624534
40462848*log(2)^21*log(16) + 8904411321984391690510663680*log(2)^22*log(16) - 96761927846443804198025822208*lo
g(2)^23*log(16) + 340065424567925260086681796608*log(2)^24*log(16) + 4237149645874033131318102982656*log(2)^25
*log(16) - 69403274504993493105928084389888*log(2)^26*log(16) + 496352692624900929679028794687488*log(2)^27*lo
g(16) - 2039843263618475968761591345709056*log(2)^28*log(16) + 3647802617641898530296308328038400*log(2)^29*lo
g(16) + 10059368071932610557446583088054272*log(2)^30*log(16) - 85525345517324729664274659431940096*log(2)^31*
log(16) + 229110893700841622395155287447175168*log(2)^32*log(16) - 131673435332679450954826647928307712*log(2)
^33*log(16) - 960580518602429343774956074429317120*log(2)^34*log(16) + 3337868494294528203441217959553400832*l
og(2)^35*log(16) - 3870133178534543852234712185812549632*log(2)^36*log(16) - 588554933278480702247050174288782
9504*log(2)^37*log(16) + 17824431231150031161914826910221729792*log(2)^38*log(16) + 59756022893913361692061064
73954803712*log(2)^39*log(16) - 18282359924984978975212411339998756864*log(2)^40*log(16) - 3287393230969466393
9837944356887592960*log(2)^41*log(16) - root(39891853389577611902976*z^9*log(2)^5*log(16)^5 - 8606073369909421
6704*z^9*log(2)*log(16)^5 + 326184205507809509376*z^9*log(2)^3*log(16)^8 - 290285171330431057920*z^9*log(2)^2*
log(16)^7 + 2215816992556113199104*z^9*log(2)^3*log(16)^6 + 123842530044178792278650781696*z^9*log(2)^16*log(1
6)^2 - 39687253348106798042751959040*z^9*log(2)^15*log(16)^3 + 5454138023163812483180789760*z^9*log(2)^14*log(
16)^4 + 298798124991149884399681536*z^9*log(2)^13*log(16)^5 - 211052981826882783179440128*z^9*log(2)^12*log(16
)^6 + 27482585573562273629208576*z^9*log(2)^11*log(16)^7 - 1246561192484064460800000*z^9*log(2)^10*log(16)^8 +
78974202988091481407839272960*z^9*log(2)^15*log(16)^2 - 19800736991040315305911910400*z^9*log(2)^14*log(16)^3
+ 35741402510903096220057600*z^9*log(2)^13*log(16)^4 + 1223249500935658468131471360*z^9*log(2)^12*log(16)^5 -
306705910296687194438369280*z^9*log(2)^11*log(16)^6 + 32893259498315505740021760*z^9*log(2)^10*log(16)^7 - 13
71217311732470906880000*z^9*log(2)^9*log(16)^8 - 51928236940559722209418936320*z^9*log(2)^14*log(16)^2 + 22653
906138356001533853696000*z^9*log(2)^13*log(16)^3 - 6044904314510044363436851200*z^9*log(2)^12*log(16)^4 + 1002
092592156767649508884480*z^9*log(2)^11*log(16)^5 - 99400540176440803291299840*z^9*log(2)^10*log(16)^6 + 525282
1880948975028142080*z^9*log(2)^9*log(16)^7 - 106425161808327003340800*z^9*log(2)^8*log(16)^8 - 259854568055981
17123973971968*z^9*log(2)^13*log(16)^2 + 8904500033259910636662423552*z^9*log(2)^12*log(16)^3 - 14637269862929
79050238443520*z^9*log(2)^11*log(16)^4 + 20687960714495345893048320*z^9*log(2)^10*log(16)^5 + 3245513219419462
2209064960*z^9*log(2)^9*log(16)^6 - 4895014799513938934366208*z^9*log(2)^8*log(16)^7 + 23580185247252154102579
2*z^9*log(2)^7*log(16)^8 + 10458077679364933922039267328*z^9*log(2)^12*log(16)^2 - 425262667958328737314897920
0*z^9*log(2)^11*log(16)^3 + 1050715833374681819460403200*z^9*log(2)^10*log(16)^4 - 159876925083096894274535424
*z^9*log(2)^9*log(16)^5 + 14373805337304631496146944*z^9*log(2)^8*log(16)^6 - 673961781437114615857152*z^9*log
(2)^7*log(16)^7 + 11539273312125069557760*z^9*log(2)^6*log(16)^8 + 1175256299792052575249891328*z^9*log(2)^11*
log(16)^2 - 414390373412585697812938752*z^9*log(2)^10*log(16)^3 + 64650176991809711068151808*z^9*log(2)^9*log(
16)^4 + 1854550914029806128463872*z^9*log(2)^8*log(16)^5 - 2211484668165338274201600*z^9*log(2)^7*log(16)^6 +
288343697632312141283328*z^9*log(2)^6*log(16)^7 - 9549428705086377295872*z^9*log(2)^5*log(16)^8 - 354577405862
133891072*z^9*log(2)^4*log(16)^9 - 1122171285897950218351017984*z^9*log(2)^10*log(16)^2 + 39917142793468211375
5840512*z^9*log(2)^9*log(16)^3 - 79960309389239938543779840*z^9*log(2)^8*log(16)^4 + 8199395580102011120517120
*z^9*log(2)^7*log(16)^5 + 238933186347363315530858496*z^9*log(2)^9*log(16)^2 - 80601531071794363376861184*z^9*
log(2)^8*log(16)^3 + 15801573355560166081167360*z^9*log(2)^7*log(16)^4 + 9298394831979139540451328*z^9*log(2)^
8*log(16)^2 + 41083204191928713216*z^9*log(2)*log(16)^7 + 72576741127237926912*z^9*log(2)^2*log(16)^6 + 217433
519037860334796800*z^9*log(2)^6*log(16)^4 - 62604813896100347904*z^9*log(2)*log(16)^6 + 2287301029909015560192
*z^9*log(2)^4*log(16)^8 + 860607336990942167040*z^9*log(2)^2*log(16)^4 - 34781060753740523372544*z^9*log(2)^5*
log(16)^7 - 12061675477612716097536*z^9*log(2)^4*log(16)^6 - 192354918162450272539197308928*z^9*log(2)^17*log(
16) - 135253636564688379661548257280*z^9*log(2)^16*log(16) + 66912756119322790115577692160*z^9*log(2)^15*log(1
6) + 38739683348011375398255329280*z^9*log(2)^14*log(16) - 14380633479077761339166294016*z^9*log(2)^13*log(16)
- 1654810668631251437947453440*z^9*log(2)^12*log(16) + 1695121451630735519083659264*z^9*log(2)^11*log(16) - 3
82080505242181519143862272*z^9*log(2)^10*log(16) - 16613830070636780816695296*z^9*log(2)^9*log(16) + 280013025
59665836968116224*z^9*log(2)^8*log(16) - 6335599650440650149593088*z^9*log(2)^7*log(16) + 61311928737582844320
1536*z^9*log(2)^6*log(16) - 22031547826968119476224*z^9*log(2)^5*log(16) - 36095280241649909760*z^9*log(2)^2*l
og(16)^8 - 2458276284328756924907520*z^9*log(2)^7*log(16)^3 - 16460432045742883193487360*z^9*log(2)^7*log(16)^
2 + 3812507577701533835329536*z^9*log(2)^6*log(16)^2 - 377487671839938079358976*z^9*log(2)^5*log(16)^2 + 12297
3282561668677632000*z^9*log(2)^4*log(16)^3 + 13769717391855074672640*z^9*log(2)^4*log(16)^2 - 4589905797285024
890880*z^9*log(2)^3*log(16)^3 - 768681489346863971696640*z^9*log(2)^5*log(16)^4 - 196276919084962793127936*z^9
*log(2)^6*log(16)^6 - 1834819010729760125878272*z^9*log(2)^6*log(16)^5 + 2038004543189661253632*z^9*log(2)^2*l
og(16)^5 - 7492712245033376415744*z^9*log(2)^4*log(16)^7 + 201471172650377737666560*z^9*log(2)^4*log(16)^4 - 2
2165008797507455549440*z^9*log(2)^3*log(16)^4 + 1127838816842859675648*z^9*log(2)^3*log(16)^7 + 44356209745678
118682624*z^9*log(2)^4*log(16)^5 - 15545798395541757886464*z^9*log(2)^3*log(16)^5 + 4966619654890161942036480*
z^9*log(2)^6*log(16)^3 - 1197214757321908357693440*z^9*log(2)^5*log(16)^3 + 132638588855041054998528*z^9*log(2
)^5*log(16)^6 + 3585863904128925696*z^9*log(16)^6 - 1593717290723966976*z^9*log(16)^7 + 1215877581372052483799
68290816*z^9*log(2)^18 + 90125520571493247428497244160*z^9*log(2)^17 - 37239477867574377424481157120*z^9*log(2
)^16 - 23739599107574474469613240320*z^9*log(2)^15 + 8502961830657655140280958976*z^9*log(2)^14 + 939420088284
129196372918272*z^9*log(2)^13 - 1075155890689253891458990080*z^9*log(2)^12 + 255637045349843010236448768*z^9*l
og(2)^11 + 11790098290366654212734976*z^9*log(2)^10 - 19460207080956855054237696*z^9*log(2)^9 + 43359176365405
26772617216*z^9*log(2)^8 - 413098102265755874623488*z^9*log(2)^7 + 14687698551312079650816*z^9*log(2)^6 - 2334
36164811607425024*z^7*log(2)^5*log(16)^5 + 673556266932240384*z^7*log(2)^3*log(16)^7 - 98151710219933303439360
*z^7*log(2)^8*log(16)^5 - 368858378993352376320*z^7*log(2)^5*log(16)^4 - 1211190257092474699776*z^7*log(2)^7*l
og(16)^7 + 36615732518464782336*z^7*log(2)^6*log(16)^7 + 3275199983043307634688*z^7*log(2)^7*log(16)^6 - 53175
788508856320*z^7*log(2)^2*log(16)^5 - 9932316492180586053500928*z^7*log(2)^11*log(16) - 6259056483078122766336
*z^7*log(2)^7*log(16)^2 + 493943913405283272104293171200*z^7*log(2)^21*log(16)^2 - 111697745193015762968012390
400*z^7*log(2)^20*log(16)^3 + 4396381616790873973142323200*z^7*log(2)^19*log(16)^4 + 2869750959700828919357767
680*z^7*log(2)^18*log(16)^5 - 533246596826690744557240320*z^7*log(2)^17*log(16)^6 + 29548117155177824256000000
*z^7*log(2)^16*log(16)^7 + 289354164750296469628551954432*z^7*log(2)^20*log(16)^2 - 32531711100654122296651284
480*z^7*log(2)^19*log(16)^3 - 12992699512127510086869319680*z^7*log(2)^18*log(16)^4 + 485299789020238930685145
9072*z^7*log(2)^17*log(16)^5 - 591267752442472403111510016*z^7*log(2)^16*log(16)^6 + 1991046687890778367406899
2*z^7*log(2)^15*log(16)^7 + 738702928879445606400000*z^7*log(2)^14*log(16)^8 - 285637800192325736722920898560*
z^7*log(2)^19*log(16)^2 + 98371693751310900807635828736*z^7*log(2)^18*log(16)^3 - 1836824899905603921443291136
0*z^7*log(2)^17*log(16)^4 + 1497119415985076891453227008*z^7*log(2)^16*log(16)^5 + 49221312653329530001293312*
z^7*log(2)^15*log(16)^6 - 18180808744995139375595520*z^7*log(2)^14*log(16)^7 + 1009060813820033903886336*z^7*l
og(2)^13*log(16)^8 - 5771116631870668800000*z^7*log(2)^12*log(16)^9 - 124831590623940000968632958976*z^7*log(2
)^18*log(16)^2 + 24630628253627355554195177472*z^7*log(2)^17*log(16)^3 + 937388753107848797481861120*z^7*log(2
)^16*log(16)^4 - 1255047485601324419870883840*z^7*log(2)^15*log(16)^5 + 204809536695529274660093952*z^7*log(2)
^14*log(16)^6 - 11717187665417145497419776*z^7*log(2)^13*log(16)^7 + 69037790665081337413632*z^7*log(2)^12*log
(16)^8 + 144277915796766720000*z^7*log(2)^11*log(16)^9 + 72750650048106420194682863616*z^7*log(2)^17*log(16)^2
- 25310229592600211136102531072*z^7*log(2)^16*log(16)^3 + 4981570747192999094035415040*z^7*log(2)^15*log(16)^
4 - 495839183287916587621810176*z^7*log(2)^14*log(16)^5 + 7131518524768016161308672*z^7*log(2)^13*log(16)^6 +
3145327788913513784672256*z^7*log(2)^12*log(16)^7 - 228036237932676369088512*z^7*log(2)^11*log(16)^8 + 2050189
183472055091200*z^7*log(2)^10*log(16)^9 + 11113397738566568150550183936*z^7*log(2)^16*log(16)^2 - 173027324537
7871585134772224*z^7*log(2)^15*log(16)^3 - 347977740172590822444761088*z^7*log(2)^14*log(16)^4 + 1776761615624
94994156093440*z^7*log(2)^13*log(16)^5 - 25932052540748540682436608*z^7*log(2)^12*log(16)^6 + 1329392070928597
228978176*z^7*log(2)^11*log(16)^7 + 4594920680657661198336*z^7*log(2)^10*log(16)^8 - 325769614762388226048*z^7
*log(2)^9*log(16)^9 - 9757349142126044471428644864*z^7*log(2)^15*log(16)^2 + 2956087659672491455326191616*z^7*
log(2)^14*log(16)^3 - 479416112984416385910177792*z^7*log(2)^13*log(16)^4 + 32600816475657751926669312*z^7*log
(2)^12*log(16)^5 + 1332058076129642781081600*z^7*log(2)^11*log(16)^6 - 348047925730145546010624*z^7*log(2)^10*
log(16)^7 + 15244077027130664288256*z^7*log(2)^9*log(16)^8 + 109741896929963409408*z^7*log(2)^8*log(16)^9 + 10
54325623872774442202431488*z^7*log(2)^14*log(16)^2 - 387903928159702219449434112*z^7*log(2)^13*log(16)^3 + 943
58641643715969140391936*z^7*log(2)^12*log(16)^4 - 14804334826554067802652672*z^7*log(2)^11*log(16)^5 - 2005016
7035881976758272*z^7*log(2)^9*log(16)^7 - 3085423018457822134272*z^7*log(2)^8*log(16)^8 + 923378661099307008*z
^7*log(2)^6*log(16)^10 + 439717063721098183459209216*z^7*log(2)^13*log(16)^2 - 100163275206331687237582848*z^7
*log(2)^12*log(16)^3 + 7724437987936607636815872*z^7*log(2)^11*log(16)^4 + 983985440664791726161920*z^7*log(2)
^10*log(16)^5 - 56362394569203379077120*z^7*log(2)^8*log(16)^4 - 25715459326234001080320*z^7*log(2)^7*log(16)^
4 + 3861909841379328*z^7*log(2)^2*log(16)^8 + 1103104398484302980972544*z^7*log(2)^9*log(16)^4 - 4679879752452
46475796480*z^7*log(2)^9*log(16)^3 - 30229233644077056*z^7*log(2)^2*log(16)^7 - 1098105262815021170688*z^7*log
(2)^6*log(16)^6 - 528327635325136404480*z^7*log(2)^6*log(16)^2 + 12904500695113138176*z^7*log(2)^7*log(16)^9 +
15363997671139118678016*z^7*log(2)^8*log(16)^7 + 232469737601699598336*z^7*log(2)^5*log(16)^6 + 1930362367325
94980388864*z^7*log(2)^8*log(16)^2 - 6433183308303386089095168*z^7*log(2)^10*log(16)^3 + 34032504645668044800*
z^7*log(2)^5*log(16)^2 - 105806342382944256*z^7*log(2)^3*log(16)^8 + 295492739690166422077440*z^7*log(2)^9*log
(16)^5 - 1134893795057860608*z^7*log(2)^5*log(16)^8 + 18766310142140689416192*z^7*log(2)^7*log(16)^5 + 3316861
48607325946773504*z^7*log(2)^8*log(16)^3 + 3787247002506018737356800*z^7*log(2)^10*log(16)^2 + 337378008385017
44640*z^7*log(2)^4*log(16)^5 + 72098540908904448*z^7*log(2)^2*log(16)^6 + 99279094903159652352*z^7*log(2)^6*lo
g(16)^8 - 7858413694841978880*z^7*log(2)^4*log(16)^4 - 11716246718464647168*z^7*log(2)^4*log(16)^6 - 850706146
1380497408*z^7*log(2)^6*log(16)^9 - 959750984463104950780475473920*z^7*log(2)^22*log(16) - 6739645151649698406
28325154816*z^7*log(2)^21*log(16) + 439228720274831278204772155392*z^7*log(2)^20*log(16) + 2513432210015409854
26135744512*z^7*log(2)^19*log(16) - 113041109799459185843836551168*z^7*log(2)^18*log(16) - 2339716879970830698
3792672768*z^7*log(2)^17*log(16) + 16900330545976756923311063040*z^7*log(2)^16*log(16) - 171870345876901108422
7510272*z^7*log(2)^15*log(16) - 898591475115826182843531264*z^7*log(2)^14*log(16) + 36268173428181094270343577
6*z^7*log(2)^13*log(16) + 3769363937713880825856*z^7*log(2)^8*log(16)^6 + 109010375740434677760*z^7*log(2)^5*l
og(16)^3 - 383490952522447284338688*z^7*log(2)^9*log(16) - 992433976724791296*z^7*log(2)^3*log(16)^6 + 1167398
629486350041088*z^7*log(2)^7*log(16) - 35667488908657354868785152*z^7*log(2)^12*log(16) - 1025321872492855296*
z^7*log(2)^5*log(16)^9 + 1247799857715365541838848*z^7*log(2)^10*log(16)^6 - 181055630873788315437367296*z^7*l
og(2)^12*log(16)^2 + 45379975869148682111680512*z^7*log(2)^11*log(16)^3 + 3412738782852485738397696*z^7*log(2)
^10*log(16) - 48352356082211838492672*z^7*log(2)^7*log(16)^3 - 1237597405618296176640*z^7*log(2)^6*log(16)^5 +
94555012633657344*z^7*log(2)^4*log(16)^9 - 8508126161417011200*z^7*log(2)^4*log(16)^3 - 27851145844400455680*
z^7*log(2)^5*log(16)^7 + 388840485125652480*z^7*log(2)^4*log(16)^8 - 1530928540315008000*z^7*log(2)^4*log(16)^
7 + 10127001790863988752384*z^7*log(2)^8*log(16) - 236894163845093517164544*z^7*log(2)^9*log(16)^6 + 590265104
6377927802880*z^7*log(2)^6*log(16)^4 + 2044855353392022159360*z^7*log(2)^6*log(16)^3 - 215808435478151036928*z
^7*log(2)^7*log(16)^8 + 1063515770177126400*z^7*log(2)^3*log(16)^4 - 472261806164754432*z^7*log(2)^3*log(16)^5
- 1567115335638115119267840*z^7*log(2)^9*log(16)^2 - 68065009291336089600*z^7*log(2)^6*log(16) - 574822621435
5619320692736*z^7*log(2)^10*log(16)^4 + 20827507222737454708555776*z^7*log(2)^11*log(16)^2 + 54452007433068871
680*z^7*log(2)^7 + 25300655133870152849817600*z^7*log(2)^13 - 2874745128757553906319360*z^7*log(2)^11 + 922528
5048457606968901632*z^7*log(2)^12 - 6793323754933683486720*z^7*log(2)^9 + 304595883082212333060096*z^7*log(2)^
10 - 992982028301654556672*z^7*log(2)^8 + 720520048220475545955367649280*z^7*log(2)^23 + 552090160147694095632
571564032*z^7*log(2)^22 - 281630088362585703573054554112*z^7*log(2)^21 - 190718279628806563204285071360*z^7*lo
g(2)^20 + 74129332484801326692616372224*z^7*log(2)^19 + 17874904475116872155529216000*z^7*log(2)^18 - 12107553
952535868219429224448*z^7*log(2)^17 + 1250650789250916910198947840*z^7*log(2)^16 + 719253331991231457971404800
*z^7*log(2)^15 - 291026699643141903372779520*z^7*log(2)^14 - 2314755750369888829440*z^6*log(2)^9*log(16)^7 + 1
0269228642301440*z^6*log(2)^3*log(16)^7 - 29533695505431924510720*z^6*log(2)^8*log(16)^3 + 1189958038774087680
*z^6*log(2)^7*log(16)^9 + 431293688860620635504640*z^6*log(2)^10*log(16)^4 - 453678130239952896*z^6*log(2)^5*l
og(16)^8 - 20520927023415414975627264*z^6*log(2)^12*log(16)^4 + 883499937163902720*z^6*log(2)^4*log(16)^3 - 56
2516217229312*z^6*log(2)^3*log(16)^8 + 27219164301383612282323379159040*z^6*log(2)^26*log(16)^2 - 336218590933
3931709796460789760*z^6*log(2)^25*log(16)^3 - 440378052836251376471538401280*z^6*log(2)^24*log(16)^4 + 1511165
96367261494852991320064*z^6*log(2)^23*log(16)^5 - 10758141143787410502451200000*z^6*log(2)^22*log(16)^6 + 1538
7618866833669109579608227840*z^6*log(2)^25*log(16)^2 + 1689217502858754107309681541120*z^6*log(2)^24*log(16)^3
- 1369261778729601489038380892160*z^6*log(2)^23*log(16)^4 + 185699286562434753157750849536*z^6*log(2)^22*log(
16)^5 - 356309634682239035841183744*z^6*log(2)^21*log(16)^6 - 1008575732230069734604800000*z^6*log(2)^20*log(1
6)^7 - 22457535293829652130568540782592*z^6*log(2)^24*log(16)^2 + 6166480438489793400721008230400*z^6*log(2)^2
3*log(16)^3 - 618290812001635677655825121280*z^6*log(2)^22*log(16)^4 - 58951170862788997582071791616*z^6*log(2
)^21*log(16)^5 + 17241440770355885301911519232*z^6*log(2)^20*log(16)^6 - 792780868562124014188756992*z^6*log(2
)^19*log(16)^7 - 31517991632189679206400000*z^6*log(2)^18*log(16)^8 - 11111526285381122368621397409792*z^6*log
(2)^23*log(16)^2 + 215766892500971873148736634880*z^6*log(2)^22*log(16)^3 + 627383283599806913124444930048*z^6
*log(2)^21*log(16)^4 - 125346044145486124134118195200*z^6*log(2)^20*log(16)^5 + 5500723295755742545830739968*z
^6*log(2)^19*log(16)^6 + 513075082182089349865144320*z^6*log(2)^18*log(16)^7 - 30058078259786653265559552*z^6*
log(2)^17*log(16)^8 - 328312412835309158400000*z^6*log(2)^16*log(16)^9 + 7641661186553995955973220466688*z^6*l
og(2)^22*log(16)^2 - 2431538076903499767389689479168*z^6*log(2)^21*log(16)^3 + 337927714123952701709601472512*
z^6*log(2)^20*log(16)^4 + 3626816900865020876657000448*z^6*log(2)^19*log(16)^5 - 6033556429062205015446257664*
z^6*log(2)^18*log(16)^6 + 440080674281603340410290176*z^6*log(2)^17*log(16)^7 + 5830946644423711364481024*z^6*
log(2)^16*log(16)^8 - 320104602514426429440000*z^6*log(2)^15*log(16)^9 + 2521682029196499519342586626048*z^6*l
og(2)^21*log(16)^2 - 62673927269462738554645905408*z^6*log(2)^20*log(16)^3 - 147272121731833107684928782336*z^
6*log(2)^19*log(16)^4 + 31961562805852078933071101952*z^6*log(2)^18*log(16)^5 - 1802403904256641871596486656*z
^6*log(2)^17*log(16)^6 - 108389442457409918689345536*z^6*log(2)^16*log(16)^7 + 10071431410166628630921216*z^6*
log(2)^15*log(16)^8 + 17113284519040489881600*z^6*log(2)^14*log(16)^9 - 1573711118908000777758390091776*z^6*lo
g(2)^20*log(16)^2 + 459669048626336979857965056000*z^6*log(2)^19*log(16)^3 - 60143520191211720887859412992*z^6
*log(2)^18*log(16)^4 - 835177083244657682398838784*z^6*log(2)^17*log(16)^5 + 1086953945377833050513080320*z^6*
log(2)^16*log(16)^6 - 81126835844624429233471488*z^6*log(2)^15*log(16)^7 - 923000999226917391433728*z^6*log(2)
^14*log(16)^8 + 72020252441617593532416*z^6*log(2)^13*log(16)^9 - 179785402450495369825241530368*z^6*log(2)^19
*log(16)^2 - 30068039090131964967329464320*z^6*log(2)^18*log(16)^3 + 23449625719834479951083470848*z^6*log(2)^
17*log(16)^4 - 4121250483220846303751700480*z^6*log(2)^16*log(16)^5 + 183807548595177527426678784*z^6*log(2)^1
5*log(16)^6 + 17376305679592258195685376*z^6*log(2)^14*log(16)^7 - 1280043172054301486874624*z^6*log(2)^13*log
(16)^8 - 9557700150484531150848*z^6*log(2)^12*log(16)^9 + 192938940346291452238979137536*z^6*log(2)^18*log(16)
^2 - 44497052490147171980474843136*z^6*log(2)^17*log(16)^3 + 3856744516114102414183759872*z^6*log(2)^16*log(16
)^4 + 401972629264402942324113408*z^6*log(2)^15*log(16)^5 - 114270926284443271651393536*z^6*log(2)^14*log(16)^
6 + 6180129455730829408862208*z^6*log(2)^13*log(16)^7 + 203456898902253656604672*z^6*log(2)^12*log(16)^8 - 629
9475584994043232256*z^6*log(2)^11*log(16)^9 - 67781764841321005056*z^6*log(2)^10*log(16)^10 - 1537274176071645
9412297875456*z^6*log(2)^17*log(16)^2 + 8531861691574380241052762112*z^6*log(2)^16*log(16)^3 - 221304899224800
5897949806592*z^6*log(2)^15*log(16)^4 + 251373508538022605793263616*z^6*log(2)^14*log(16)^5 - 1848588195123441
388486656*z^6*log(2)^13*log(16)^6 - 1731119671003139492806656*z^6*log(2)^12*log(16)^7 + 6814364068081426445107
2*z^6*log(2)^11*log(16)^8 + 1811278236746784964608*z^6*log(2)^10*log(16)^9 + 1709693302191685632*z^6*log(2)^9*
log(16)^10 - 11015863215552855382375268352*z^6*log(2)^16*log(16)^2 + 1447900028777643677640032256*z^6*log(2)^1
5*log(16)^3 + 93226789449995161410994176*z^6*log(2)^14*log(16)^4 - 51019420059121061392809984*z^6*log(2)^13*lo
g(16)^5 + 5784564145627679208505344*z^6*log(2)^12*log(16)^6 - 136334065946209214791680*z^6*log(2)^11*log(16)^7
- 17794941763487841386496*z^6*log(2)^10*log(16)^8 + 3648653229954170880*z^6*log(2)^8*log(16)^10 + 32283819235
94686450492243968*z^6*log(2)^15*log(16)^2 - 724641476748366006567567360*z^6*log(2)^14*log(16)^3 + 829080684896
79118496956416*z^6*log(2)^13*log(16)^4 - 288189500947955712*z^6*log(2)^7*log(16)^10 - 742744305772612140285296
64*z^6*log(2)^14*log(16)^2 - 399724281178968953520*z^6*log(2)^6*log(16)^4 - 491944398634433016*z^6*log(2)^4*lo
g(16)^7 + 161814929667548527337472*z^6*log(2)^9*log(16)^2 + 204961729388639161536*z^6*log(2)^6*log(16)^5 - 412
5897864342222077952*z^6*log(2)^8*log(16)^6 + 87725291999291919360*z^6*log(2)^6*log(16)^3 - 8347331745471666585
6*z^6*log(2)^7*log(16)^7 - 447514063561820547072*z^6*log(2)^7*log(16) - 2462949565483951167897600*z^6*log(2)^1
2*log(16)^5 - 43456222173745970675712*z^6*log(2)^10*log(16)^6 + 1819862218468885964783616*z^6*log(2)^11*log(16
)^5 - 16921304824794814944*z^6*log(2)^5*log(16)^6 - 8528799859198433280*z^6*log(2)^6*log(16)^7 - 9673237950289
9200*z^6*log(2)^5*log(16) + 35643209532966099323191296*z^6*log(2)^12*log(16)^2 + 884618973287795751911424*z^6*
log(2)^10*log(16)^3 - 2446871157259259756544*z^6*log(2)^7*log(16)^5 + 171922188275712*z^6*log(2)^2*log(16)^7 +
502886819236945809786273792*z^6*log(2)^14*log(16) - 1018783545280713404153856*z^6*log(2)^10*log(16)^2 + 42549
0490287776880*z^6*log(2)^4*log(16)^4 - 348875765437990227148800*z^6*log(2)^10*log(16)^5 - 49254962822814528*z^
6*log(2)^3*log(16)^6 - 154996914339531802206535680*z^6*log(2)^13*log(16)^2 - 6804811008899714488320*z^6*log(2)
^9*log(16) + 456861058425862225920*z^6*log(2)^8*log(16)^8 + 67772689496808044249088*z^6*log(2)^9*log(16)^3 + 5
159438920934536660992*z^6*log(2)^8*log(16) + 14453852827109437440*z^6*log(2)^6*log(16) - 709628333996246870964
11801518080*z^6*log(2)^27*log(16) - 60240412727039816808800100286464*z^6*log(2)^26*log(16) + 38339495049476810
267699982630912*z^6*log(2)^25*log(16) + 33994301636480779734595267461120*z^6*log(2)^24*log(16) - 1169457310425
1476175848877326336*z^6*log(2)^23*log(16) - 7522709754609024209173233008640*z^6*log(2)^22*log(16) + 2717666363
233404803119388295168*z^6*log(2)^21*log(16) + 699533694742374515451497545728*z^6*log(2)^20*log(16) - 407394900
425855259027255066624*z^6*log(2)^19*log(16) + 9222872550385717278758928384*z^6*log(2)^18*log(16) + 30665138708
432699678445797376*z^6*log(2)^17*log(16) - 7322398929748928765796286464*z^6*log(2)^16*log(16) - 38164890578773
9458332786688*z^6*log(2)^15*log(16) + 39224176485751990517760*z^6*log(2)^9*log(16)^5 - 70219924949101737714647
04*z^6*log(2)^11*log(16)^3 + 11077820355270188520*z^6*log(2)^5*log(16)^5 + 50622673245337152*z^6*log(2)^4*log(
16)^8 + 377860857433200*z^6*log(2)^2*log(16)^4 + 863456387448098562048*z^6*log(2)^7*log(16)^6 - 47098843664729
84064*z^6*log(2)^6*log(16)^6 + 153845414578809377280*z^6*log(2)^6*log(16)^2 - 3428501558179921920*z^6*log(2)^7
*log(16)^8 - 20960866872766080000*z^6*log(2)^5*log(16)^3 + 12364927703379980845056*z^6*log(2)^9*log(16)^6 + 89
867773389200328*z^6*log(2)^3*log(16)^5 + 3452328953182252861489152*z^6*log(2)^11*log(16) + 1573813892168527380
48*z^6*log(2)^9*log(16)^9 + 86928721173973590085730304*z^6*log(2)^13*log(16)^3 - 3418251093059042661120*z^6*lo
g(2)^8*log(16)^2 - 733874513250816*z^6*log(2)^4*log(16)^9 - 913808341670584909824*z^6*log(2)^9*log(16)^8 - 527
35513006439280*z^6*log(2)^3*log(16)^4 + 17349706531128648858624*z^6*log(2)^8*log(16)^4 - 34503236222976*z^6*lo
g(2)^2*log(16)^8 - 174443291874146602745856*z^6*log(2)^9*log(16)^4 - 302539563370824597504*z^6*log(2)^8*log(16
)^7 + 21591662529873134160*z^6*log(2)^5*log(16)^4 - 6045773718931200*z^6*log(2)^3*log(16)^3 - 5644197249797418
90969600*z^6*log(2)^11*log(16)^2 - 25436296905818112*z^6*log(2)^5*log(16)^9 - 594004800714056681914368*z^6*log
(2)^11*log(16)^6 + 70491051041827074342912*z^6*log(2)^10*log(16)^7 + 13562859415850719899549696*z^6*log(2)^12*
log(16)^3 + 735335859001098240*z^6*log(2)^6*log(16)^9 + 5649598662527554265088*z^6*log(2)^8*log(16)^5 - 538046
3081105164800*z^6*log(2)^5*log(16)^2 - 2323037267943811560*z^6*log(2)^4*log(16)^5 - 1453317212872357636608*z^6
*log(2)^7*log(16)^2 + 36274642313587200*z^6*log(2)^4*log(16)^2 + 1817781967379052808372224*z^6*log(2)^11*log(1
6)^4 + 5497448279142850560*z^6*log(2)^5*log(16)^7 - 176425557898752*z^6*log(2)^2*log(16)^6 - 248323306630464*z
^6*log(2)^2*log(16)^5 - 5520997424460465451302912*z^6*log(2)^12*log(16) + 1427447982544521205248*z^6*log(2)^7*
log(16)^4 + 1728484150196149155*z^6*log(2)^4*log(16)^6 - 386536493461700910661632*z^6*log(2)^10*log(16) - 2036
008296755822592*z^6*log(2)^6*log(16)^8 - 75919979628975882240*z^6*log(2)^8*log(16)^9 - 7797294954971136*z^6*lo
g(2)^6*log(16)^10 - 80683436703683078975913984*z^6*log(2)^13*log(16) + 2320643794712151608064*z^6*log(2)^7*log
(16)^3 + 349362663740704896712704*z^6*log(2)^11 - 5948842856418627563520*z^6*log(2)^9 - 3856256136722973464985
600*z^6*log(2)^12 + 10004327821101621269495808*z^6*log(2)^13 + 469797574464302542848*z^6*log(2)^8 - 5533810592
42337919624544256*z^6*log(2)^15 - 14517423593606836224*z^6*log(2)^7 + 69680577189673014984179712*z^6*log(2)^14
+ 96732379502899200*z^6*log(2)^6 + 17129925683795431895040*z^6*log(2)^10 + 65583335944690396360737464254464*z
^6*log(2)^28 + 65008723831221006196966221152256*z^6*log(2)^27 - 25610173269313601155605416902656*z^6*log(2)^26
- 33138871916363335551960641175552*z^6*log(2)^25 + 7111736979389873573331531202560*z^6*log(2)^24 + 7222052289
998236224315715485696*z^6*log(2)^23 - 1939515325658441135798995648512*z^6*log(2)^22 - 731332235680894030568629
469184*z^6*log(2)^21 + 346608512831748543558149210112*z^6*log(2)^20 + 3159310817539929192806744064*z^6*log(2)^
19 - 31033267763033560578351169536*z^6*log(2)^18 + 6668344057743077029359648768*z^6*log(2)^17 + 72704379714399
9255127523328*z^6*log(2)^16 + 132006530580480*z^5*log(2)^5*log(16)^9 - 3427039353025856913408*z^5*log(2)^11*lo
g(16)^2 - 4353808876968960*z^5*log(2)^5*log(16)^4 - 923999622463129940656128*z^5*log(2)^14*log(16)^2 - 9211762
75444992*z^5*log(2)^4*log(16)^5 + 670291072574844764160*z^5*log(2)^10*log(16)^2 - 3431827243008*z^5*log(2)^4*l
og(16)^9 - 574107546279393915568128*z^5*log(2)^14*log(16)^3 + 131718376908075539227811512320*z^5*log(2)^25*log
(16)^2 - 29786065384804203458136637440*z^5*log(2)^24*log(16)^3 + 1172368431144233059504619520*z^5*log(2)^23*lo
g(16)^4 + 765266922586887711828738048*z^5*log(2)^22*log(16)^5 - 142199092487117531881930752*z^5*log(2)^21*log(
16)^6 + 7879497908047419801600000*z^5*log(2)^20*log(16)^7 - 42516066218836408431582117888*z^5*log(2)^24*log(16
)^2 + 23464716125479018389527592960*z^5*log(2)^23*log(16)^3 - 6421097399242738965361459200*z^5*log(2)^22*log(1
6)^4 + 781651235356965194667393024*z^5*log(2)^21*log(16)^5 + 5144996954038643233652736*z^5*log(2)^20*log(16)^6
- 10573340652850671683371008*z^5*log(2)^19*log(16)^7 + 738702928879445606400000*z^5*log(2)^18*log(16)^8 - 647
35826717722595642805583872*z^5*log(2)^23*log(16)^2 + 14074681907588614871932993536*z^5*log(2)^22*log(16)^3 - 2
5835297740905880045486080*z^5*log(2)^21*log(16)^4 - 579232449747762613158150144*z^5*log(2)^20*log(16)^5 + 1029
86258980355524156981248*z^5*log(2)^19*log(16)^6 - 5177529431026494018158592*z^5*log(2)^18*log(16)^7 - 25039074
4772976882745344*z^5*log(2)^17*log(16)^8 + 23084466527482675200000*z^5*log(2)^16*log(16)^9 + 24594148857342384
736636502016*z^5*log(2)^22*log(16)^2 - 10625246057370143256572067840*z^5*log(2)^21*log(16)^3 + 247361656970428
8913169842176*z^5*log(2)^20*log(16)^4 - 251407554580520862033641472*z^5*log(2)^19*log(16)^5 - 9612709203047974
233440256*z^5*log(2)^18*log(16)^6 + 4502860965536963154149376*z^5*log(2)^17*log(16)^7 - 2884819613006454954393
60*z^5*log(2)^16*log(16)^8 - 2031125261531442315264*z^5*log(2)^15*log(16)^9 + 240463192994611200000*z^5*log(2)
^14*log(16)^10 + 8543019434984511296942112768*z^5*log(2)^21*log(16)^2 - 1173767958014543287031955456*z^5*log(2
)^20*log(16)^3 - 332037710583611940623351808*z^5*log(2)^19*log(16)^4 + 148977458263875157745467392*z^5*log(2)^
18*log(16)^5 - 20511977438146408092794880*z^5*log(2)^17*log(16)^6 + 691652515470128330047488*z^5*log(2)^16*log
(16)^7 + 80563133794146733522944*z^5*log(2)^15*log(16)^8 - 5521910197178773536768*z^5*log(2)^14*log(16)^9 - 60
11579824865280000*z^5*log(2)^13*log(16)^10 - 4834833576693796045496254464*z^5*log(2)^20*log(16)^2 + 1639039986
688718169031311360*z^5*log(2)^19*log(16)^3 - 294210902150481122842116096*z^5*log(2)^18*log(16)^4 + 17247314316
767045942771712*z^5*log(2)^17*log(16)^5 + 3144813717081002185064448*z^5*log(2)^16*log(16)^6 - 6240656652837848
96937984*z^5*log(2)^15*log(16)^7 + 29831953896608838451200*z^5*log(2)^14*log(16)^8 + 654491516376767791104*z^5
*log(2)^13*log(16)^9 - 30944607148494028800*z^5*log(2)^12*log(16)^10 + 86072425483284032721518592*z^5*log(2)^1
9*log(16)^2 - 164834645243412636556591104*z^5*log(2)^18*log(16)^3 + 72226701162125784766218240*z^5*log(2)^17*l
og(16)^4 - 14897200306538161146691584*z^5*log(2)^16*log(16)^5 + 1368018038522216995356672*z^5*log(2)^15*log(16
)^6 - 1731585822729393143808*z^5*log(2)^14*log(16)^7 - 8226602319029263663104*z^5*log(2)^13*log(16)^8 + 359307
241723590082560*z^5*log(2)^12*log(16)^9 + 2712499961727025152*z^5*log(2)^11*log(16)^10 + 338022005655935368436
908032*z^5*log(2)^18*log(16)^2 - 79903830537139185663344640*z^5*log(2)^17*log(16)^3 + 676243813388459820082790
4*z^5*log(2)^16*log(16)^4 + 928883349623182498725888*z^5*log(2)^15*log(16)^5 - 296025383529340647505920*z^5*lo
g(2)^14*log(16)^6 + 29448334755260836872192*z^5*log(2)^13*log(16)^7 - 790337515166430658560*z^5*log(2)^12*log(
16)^8 - 82188481831802834836783104*z^5*log(2)^17*log(16)^2 + 24597030448874089258942464*z^5*log(2)^16*log(16)^
3 - 4221503210974834021367808*z^5*log(2)^15*log(16)^4 + 390043075233695416713216*z^5*log(2)^14*log(16)^5 - 901
736973729792*z^5*log(2)^8*log(16)^11 + 1371353440275512338415616*z^5*log(2)^16*log(16)^2 - 2114798381067446381
445120*z^5*log(2)^15*log(16)^3 + 3935221655932531510345728*z^5*log(2)^15*log(16)^2 - 609817791879069696*z^5*lo
g(2)^9*log(16)^6 + 12640384748614053593088*z^5*log(2)^12*log(16) - 102486477643776*z^5*log(2)^6*log(16)^10 + 6
75340603702272*z^5*log(2)^4*log(16)^6 + 1935426638149234703990784*z^5*log(2)^15*log(16) - 129301862829049152*z
^5*log(2)^7*log(16)^6 - 130841307943333632*z^5*log(2)^6*log(16)^5 - 70596231202064498688*z^5*log(2)^9*log(16)
- 10254781155398980608*z^5*log(2)^9*log(16)^4 + 1775307279826944*z^5*log(2)^7*log(16)^10 - 1956513383352155661
9264*z^5*log(2)^12*log(16)^3 + 15361803611147895570432*z^5*log(2)^12*log(16)^5 + 582176931606012690432*z^5*log
(2)^10*log(16) - 5689064437944680448*z^5*log(2)^10*log(16)^9 + 1320083250374246400*z^5*log(2)^9*log(16)^9 - 85
7120247770112*z^5*log(2)^6*log(16)^9 + 13536456402609792*z^5*log(2)^6*log(16)^8 + 171147630012916608*z^5*log(2
)^6*log(16)^6 + 4656554956851072768*z^5*log(2)^8*log(16)^5 + 7673022659681280*z^5*log(2)^5*log(16)^7 - 1315182
95028624015360*z^5*log(2)^10*log(16)^4 - 4155804174170962944*z^5*log(2)^8*log(16)^6 + 35268071407377408*z^5*lo
g(2)^7*log(16)^7 + 898320235977768960*z^5*log(2)^10*log(16)^10 - 8382664154733191626752*z^5*log(2)^13*log(16)^
6 + 230500278921683533824*z^5*log(2)^10*log(16)^6 - 1754554213697192460288*z^5*log(2)^11*log(16)^3 + 416695773
80045493633024*z^5*log(2)^13*log(16)^2 - 162310626821514240*z^5*log(2)^6*log(16)^4 - 12395656625803084800*z^5*
log(2)^8*log(16)^4 + 253013643926798598144*z^5*log(2)^11*log(16)^8 - 622669294769515776*z^5*log(2)^7*log(16)^5
+ 7786920356610048*z^5*log(2)^8*log(16)^10 - 19619516593450368*z^5*log(2)^5*log(16)^6 - 430931682776211165020
16*z^5*log(2)^14*log(16) - 3032859585475364585472*z^5*log(2)^11*log(16) + 2788168234537866240*z^5*log(2)^7*log
(16)^4 - 288880754165901950976*z^5*log(2)^11*log(16)^5 - 321914703637905408*z^5*log(2)^9*log(16)^8 - 747965618
19500544*z^5*log(2)^8*log(16)^9 - 255933595856827986874793459712*z^5*log(2)^26*log(16) + 318342002957584506695
93296896*z^5*log(2)^25*log(16) + 125239246061200282049920892928*z^5*log(2)^24*log(16) - 2985154212134057958530
7181056*z^5*log(2)^23*log(16) - 18785114623831078763778539520*z^5*log(2)^22*log(16) + 760260392049587185903258
8288*z^5*log(2)^21*log(16) + 305648191428734758485491712*z^5*log(2)^20*log(16) - 681891513885606238098554880*z
^5*log(2)^19*log(16) + 147550177208777713951703040*z^5*log(2)^18*log(16) + 6160885139430003292766208*z^5*log(2
)^17*log(16) - 2342660045859301883904*z^5*log(2)^12*log(16)^7 + 685216279974747612119040*z^5*log(2)^14*log(16)
^4 + 215270574064865315389440*z^5*log(2)^13*log(16)^3 + 252757063028736*z^5*log(2)^7*log(16)^8 + 4476037791744
0*z^5*log(2)^4*log(16)^8 + 7571604617396674560*z^5*log(2)^9*log(16)^3 - 86046899433608577024*z^5*log(2)^11*log
(16)^7 - 70098962430530448*z^5*log(2)^6*log(16)^7 + 5859395460680122368*z^5*log(2)^10*log(16)^7 - 115775434756
4556091392*z^5*log(2)^11*log(16)^6 + 22721873868096768*z^5*log(2)^5*log(16)^5 + 47602069615411200*z^5*log(2)^6
*log(16)^2 - 53205679798386425856*z^5*log(2)^11*log(16)^9 + 300965146420595576832*z^5*log(2)^10*log(16)^3 - 11
229996732590850048*z^5*log(2)^9*log(16)^7 - 94938864072508827500544*z^5*log(2)^13*log(16)^5 + 2128210213094866
9440*z^5*log(2)^8*log(16)^2 + 5272688563140729765888*z^5*log(2)^12*log(16)^6 - 1520012294627328*z^5*log(2)^5*l
og(16)^8 + 3632633678079959040*z^5*log(2)^8*log(16)^3 - 1848629684946862080*z^5*log(2)^10*log(16)^8 - 79336782
69235200*z^5*log(2)^5*log(16)^3 - 245059700908032*z^5*log(2)^4*log(16)^7 - 4135509774434304*z^5*log(2)^7*log(1
6)^9 + 217049146102702080*z^5*log(2)^6*log(16)^3 - 21743181422538013016064*z^5*log(2)^12*log(16)^4 - 258532103
17173559394304*z^5*log(2)^13*log(16)^4 - 9942398732535984021307392*z^5*log(2)^16*log(16) - 243337756076605440*
z^5*log(2)^8*log(16)^8 + 50253881914968809472*z^5*log(2)^9*log(16)^5 - 44467548605235534495744*z^5*log(2)^13*l
og(16) - 1902965762490163200*z^5*log(2)^7*log(16)^3 - 126938852307763200*z^5*log(2)^7*log(16) - 14690861004168
5409792*z^5*log(2)^9*log(16)^2 + 2397449564669251584*z^5*log(2)^8*log(16)^7 - 143172319341182976*z^5*log(2)^9*
log(16)^10 + 4651891970212823040*z^5*log(2)^8*log(16) + 15087476151010817998848*z^5*log(2)^12*log(16)^2 - 4672
05498843053064192*z^5*log(2)^10*log(16)^5 + 4618615152655326117888*z^5*log(2)^11*log(16)^4 + 495854891827200*z
^5*log(2)^4*log(16)^4 - 1597071284758609920*z^5*log(2)^7*log(16)^2 + 17307076362003491586048*z^5*log(2)^15 + 4
6493366016500922580992*z^5*log(2)^14 + 126938852307763200*z^5*log(2)^8 - 15355130027722896310272*z^5*log(2)^13
+ 79179226025061777408*z^5*log(2)^10 - 1615958925781744767467520*z^5*log(2)^16 - 4887713096726740992*z^5*log(
2)^9 + 3903431027323806941184*z^5*log(2)^12 - 706071491755471798272*z^5*log(2)^11 + 19213867952546014558809803
9808*z^5*log(2)^27 - 1683433926179853995423563776*z^5*log(2)^26 - 92860455213066882926430388224*z^5*log(2)^25
+ 14896068505356114238969479168*z^5*log(2)^24 + 14881111957606974948598874112*z^5*log(2)^23 - 5045551820213143
300428791808*z^5*log(2)^22 - 418564135499955991820107776*z^5*log(2)^21 + 545538013521011448414732288*z^5*log(2
)^20 - 110312939558252592840572928*z^5*log(2)^19 - 9856275317755459342958592*z^5*log(2)^18 + 91218707401952403
84135168*z^5*log(2)^17 - 84338177603476320*z^4*log(2)^7*log(16)^6 - 37547329959936*z^4*log(2)^4*log(16)^4 + 30
01772724452232192*z^4*log(2)^9*log(16) + 3788951833452478464*z^4*log(2)^11*log(16)^9 + 156536431681864032*z^4*
log(2)^7*log(16)^5 - 3145952479150080*z^4*log(2)^10*log(16)^11 + 108356279848823558592*z^4*log(2)^10*log(16)^3
+ 35179437762070272*z^4*log(2)^8*log(16)^8 + 871472418480447876*z^4*log(2)^8*log(16)^6 + 63889574564529976010
3424*z^4*log(2)^16*log(16)^3 + 385309127264698944*z^4*log(2)^8*log(16)^3 - 8908461547601264640*z^4*log(2)^12*l
og(16)^9 + 20113683775488*z^4*log(2)^8*log(16)^11 - 37696138005381120*z^4*log(2)^9*log(16)^9 + 100691075663102
90571264*z^4*log(2)^13*log(16)^3 + 622783407379968*z^4*log(2)^5*log(16)^6 - 223643902056312547584*z^4*log(2)^1
1*log(16)^3 + 27289595710347213275136*z^4*log(2)^14*log(16)^4 - 126073172312202785587200*z^4*log(2)^15*log(16)
- 19354073461161984*z^4*log(2)^7*log(16) - 3525484036377266872123392*z^4*log(2)^18*log(16) + 2360784422827949
006342062080*z^4*log(2)^26*log(16)^2 - 833935240995920770781675520*z^4*log(2)^25*log(16)^3 + 10179330737457598
2603141120*z^4*log(2)^24*log(16)^4 + 13453279628246652404367360*z^4*log(2)^23*log(16)^5 - 47686721339502984639
28320*z^4*log(2)^22*log(16)^6 + 352301106466475747573760*z^4*log(2)^21*log(16)^7 - 606349006378503057312841728
*z^4*log(2)^25*log(16)^2 + 661446377990529289059041280*z^4*log(2)^24*log(16)^3 - 231673347692317261336412160*z
^4*log(2)^23*log(16)^4 + 29748361462014336017891328*z^4*log(2)^22*log(16)^5 + 967260898198874430111744*z^4*log
(2)^21*log(16)^6 - 540901266394428544647168*z^4*log(2)^20*log(16)^7 + 33028228731232101335040*z^4*log(2)^19*lo
g(16)^8 - 894713450439723572741013504*z^4*log(2)^24*log(16)^2 + 302370321632756208991469568*z^4*log(2)^23*log(
16)^3 + 8444233561238982340116480*z^4*log(2)^22*log(16)^4 - 23724089147667262306516992*z^4*log(2)^21*log(16)^5
+ 4136603708791374458388480*z^4*log(2)^20*log(16)^6 - 75642359136223141822464*z^4*log(2)^19*log(16)^7 - 28143
145223500723126272*z^4*log(2)^18*log(16)^8 + 1032132147851003166720*z^4*log(2)^17*log(16)^9 - 9938922441034349
8976329728*z^4*log(2)^23*log(16)^2 - 189746248219924226597978112*z^4*log(2)^22*log(16)^3 + 8317936960621424931
1371264*z^4*log(2)^21*log(16)^4 - 8537308488715728309977088*z^4*log(2)^20*log(16)^5 - 127809399237404139926323
2*z^4*log(2)^19*log(16)^6 + 272342430878548730314752*z^4*log(2)^18*log(16)^7 - 5721288383380976566272*z^4*log(
2)^17*log(16)^8 - 795343232445349625856*z^4*log(2)^16*log(16)^9 + 10751376540114616320*z^4*log(2)^15*log(16)^1
0 + 269622067330630319521923072*z^4*log(2)^22*log(16)^2 - 81985598176980490254286848*z^4*log(2)^21*log(16)^3 -
7401217130169283179970560*z^4*log(2)^20*log(16)^4 + 7174591531618561469448192*z^4*log(2)^19*log(16)^5 - 91082
1186891115910922240*z^4*log(2)^18*log(16)^6 - 35129813983212173524992*z^4*log(2)^17*log(16)^7 + 99886879420966
09345536*z^4*log(2)^16*log(16)^8 - 48333903335893499904*z^4*log(2)^15*log(16)^9 - 10547517188720295936*z^4*log
(2)^14*log(16)^10 + 53769757762535700446576640*z^4*log(2)^21*log(16)^2 + 29796676027834611542261760*z^4*log(2)
^20*log(16)^3 - 14139579939082151279984640*z^4*log(2)^19*log(16)^4 + 899654428086251915575296*z^4*log(2)^18*lo
g(16)^5 + 344394104779185592467456*z^4*log(2)^17*log(16)^6 - 43850955944141732708352*z^4*log(2)^16*log(16)^7 -
1060807817785264570368*z^4*log(2)^15*log(16)^8 + 182598664595039059968*z^4*log(2)^14*log(16)^9 + 179643538941
4637568*z^4*log(2)^13*log(16)^10 - 38042028579225600*z^4*log(2)^12*log(16)^11 - 59101167662040109698514944*z^4
*log(2)^20*log(16)^2 + 15529335800688945238376448*z^4*log(2)^19*log(16)^3 + 1463945032400992016007168*z^4*log(
2)^18*log(16)^4 - 1024326746989294918828032*z^4*log(2)^17*log(16)^5 + 79311692238347223171072*z^4*log(2)^16*lo
g(16)^6 + 10544050160345800507392*z^4*log(2)^15*log(16)^7 - 1093693460735179358208*z^4*log(2)^14*log(16)^8 - 3
6018252148402814976*z^4*log(2)^13*log(16)^9 + 987987489060814848*z^4*log(2)^12*log(16)^10 - 258276482213276593
5796224*z^4*log(2)^19*log(16)^2 - 5055938798197774913372160*z^4*log(2)^18*log(16)^3 + 151864454695961327409561
6*z^4*log(2)^17*log(16)^4 + 7199270108738964078723072*z^4*log(2)^18*log(16)^2 + 38741596066864868622336*z^4*lo
g(2)^14*log(16) - 15376494673595990016*z^4*log(2)^11*log(16)^8 - 982144924748022528*z^4*log(2)^8*log(16)^2 + 7
709356818432*z^4*log(2)^4*log(16)^7 + 710262926263296*z^4*log(2)^5*log(16)^4 + 70613314043904*z^4*log(2)^9*log
(16)^11 + 3637003806572544*z^4*log(2)^6*log(16)^2 + 31919689853525088*z^4*log(2)^7*log(16)^7 - 282898149311354
8032*z^4*log(2)^9*log(16)^6 - 15148063534823577216*z^4*log(2)^9*log(16)^3 - 260669523377219328*z^4*log(2)^8*lo
g(16)^7 - 984662895957664333824*z^4*log(2)^14*log(16)^6 - 865310992069726530699264*z^4*log(2)^17*log(16)^2 + 6
56491216158720*z^4*log(2)^6*log(16) - 8813001725557056*z^4*log(2)^6*log(16)^3 + 27590261243904*z^4*log(2)^5*lo
g(16)^8 - 268271887044657568896*z^4*log(2)^11*log(16)^2 - 30274126057623402971136*z^4*log(2)^14*log(16)^3 - 25
302593899951473024*z^4*log(2)^10*log(16)^2 - 474720027343773437952*z^4*log(2)^12*log(16)^4 + 26933010691392*z^
4*log(2)^6*log(16)^7 - 135790778802384027648*z^4*log(2)^11*log(16)^5 - 164122804039680*z^4*log(2)^5*log(16)^2
+ 5107376730931200*z^4*log(2)^9*log(16)^10 - 2705010868224*z^4*log(2)^5*log(16)^3 - 11743547238410765008896*z^
4*log(2)^14*log(16)^2 + 4645375632951552*z^4*log(2)^6*log(16)^4 + 29411770720220872704*z^4*log(2)^12*log(16)^8
+ 3061202024632338036*z^4*log(2)^9*log(16)^4 - 1571575764252694248*z^4*log(2)^8*log(16)^5 - 1421706041582976*
z^4*log(2)^6*log(16)^6 + 101969898457089024*z^4*log(2)^8*log(16) + 1657400898631680*z^4*log(2)^8*log(16)^9 - 2
57972305316433887232*z^4*log(2)^12*log(16)^6 + 39540713154674688*z^4*log(2)^10*log(16)^10 + 731978239587100360
704*z^4*log(2)^12*log(16)^5 + 75931582464*z^4*log(2)^4*log(16)^9 + 1214785005255873108*z^4*log(2)^8*log(16)^4
- 24397741997835310596096*z^4*log(2)^16*log(16) - 2760656993478005501952*z^4*log(2)^13*log(16) + 3079717794761
82750720*z^4*log(2)^11*log(16)^4 + 13397694103780595712*z^4*log(2)^10*log(16)^5 - 67916443185884398320*z^4*log
(2)^10*log(16)^4 - 2588358426624*z^4*log(2)^7*log(16)^10 - 1751853618759204864*z^4*log(2)^12*log(16)^7 - 77586
378584691981680640*z^4*log(2)^15*log(16)^4 - 7472137721589504*z^4*log(2)^7*log(16)^8 - 29391241604827205492696
67840*z^4*log(2)^27*log(16) - 431365599395395869779951616*z^4*log(2)^26*log(16) + 682569035582608763403632640*
z^4*log(2)^25*log(16) + 771606416403795641471336448*z^4*log(2)^24*log(16) - 160185128798823414648274944*z^4*lo
g(2)^23*log(16) - 223815816415430039323017216*z^4*log(2)^22*log(16) + 35968450970925413418663936*z^4*log(2)^21
*log(16) + 34182363900727098026754048*z^4*log(2)^20*log(16) - 7119962261316079938699264*z^4*log(2)^19*log(16)
+ 2653333254036887961600*z^4*log(2)^14*log(16)^7 - 8972697913726272012288*z^4*log(2)^14*log(16)^5 - 2036080217
709895680*z^4*log(2)^10*log(16)^7 - 33045385153414906773504*z^4*log(2)^15*log(16)^3 + 6495045604335157248*z^4*
log(2)^11*log(16)^6 + 1507257514576103595835392*z^4*log(2)^17*log(16) - 1004348561872486662144*z^4*log(2)^13*l
og(16)^7 + 194860940004864*z^4*log(2)^6*log(16)^8 + 1017012884891369472*z^4*log(2)^10*log(16)^8 - 128669633740
8*z^4*log(2)^5*log(16)^9 - 400585642590304494157824*z^4*log(2)^16*log(16)^2 - 1196484399200056836096*z^4*log(2
)^12*log(16)^3 - 260246007268659230146560*z^4*log(2)^16*log(16)^4 + 10680885945904896*z^4*log(2)^7*log(16)^2 -
1313236633526941473792*z^4*log(2)^12*log(16) - 2330788863068539453440*z^4*log(2)^13*log(16)^5 + 1717527142150
9632*z^4*log(2)^11*log(16)^11 - 8939977413732952178688*z^4*log(2)^16*log(16)^5 - 41196452589710843314176*z^4*l
og(2)^15*log(16)^6 - 408425793991999488*z^4*log(2)^11*log(16)^10 + 2172299798674245943296*z^4*log(2)^13*log(16
)^6 + 149596061565423642476544*z^4*log(2)^15*log(16)^2 - 24418995941376*z^4*log(2)^4*log(16)^6 + 4201545912422
4*z^4*log(2)^4*log(16)^5 - 867224684003328*z^4*log(2)^8*log(16)^10 + 10239528852632072448*z^4*log(2)^9*log(16)
^2 + 26404392849584947200*z^4*log(2)^11*log(16)^7 + 1735900687785397248*z^4*log(2)^10*log(16)^6 - 191703466340
352*z^4*log(2)^5*log(16)^7 + 4324537477686111264*z^4*log(2)^9*log(16)^5 - 282170879233228800*z^4*log(2)^10*log
(16)^9 + 778786766899200*z^4*log(2)^7*log(16)^9 - 1234461523968*z^4*log(2)^4*log(16)^8 + 106511883573377088*z^
4*log(2)^7*log(16)^3 - 2514942940770724478976*z^4*log(2)^13*log(16)^4 + 13676900336640*z^4*log(2)^4*log(16)^3
+ 268791140131931160576*z^4*log(2)^13*log(16)^8 - 189591179561554464*z^4*log(2)^7*log(16)^4 + 3954077616889036
8*z^4*log(2)^9*log(16)^8 + 432569494020119924736*z^4*log(2)^11*log(16) + 1779542949888*z^4*log(2)^6*log(16)^10
+ 1219132132403328*z^4*log(2)^6*log(16)^5 - 44780661706752*z^4*log(2)^6*log(16)^9 + 568655333443040256*z^4*lo
g(2)^9*log(16)^7 - 1012788741376512*z^4*log(2)^5*log(16)^5 - 1253074956525956908449792*z^4*log(2)^17*log(16)^3
- 57483640025121051648*z^4*log(2)^10*log(16) + 2381557000119655758336*z^4*log(2)^12*log(16)^2 - 6429898661448
514093056*z^4*log(2)^13*log(16)^2 + 81991004329188576460800*z^4*log(2)^15*log(16)^5 + 289406007215446988685312
*z^4*log(2)^16 - 51713267777343726944256*z^4*log(2)^15 - 875321621544960*z^4*log(2)^7 - 1535978632011881901981
696*z^4*log(2)^18 + 29009470104797184*z^4*log(2)^8 + 8314945795309571766484992*z^4*log(2)^19 - 389574754945819
3870848*z^4*log(2)^14 - 239592797793792000*z^4*log(2)^9 - 818193595631000509440*z^4*log(2)^12 - 46038995029347
2169689088*z^4*log(2)^17 + 3779300525433496925184*z^4*log(2)^13 - 3161632934026874880*z^4*log(2)^10 + 12809360
05520287677158522880*z^4*log(2)^28 + 676220891827997332815740928*z^4*log(2)^27 + 234799512222342048317964288*z
^4*log(2)^26 - 558967134058064751737438208*z^4*log(2)^25 - 202802304848630857353658368*z^4*log(2)^24 + 1541918
32350236836311859200*z^4*log(2)^23 + 64403883906833690828734464*z^4*log(2)^22 - 41013880590133546633396224*z^4
*log(2)^21 - 6321598401540173554778112*z^4*log(2)^20 + 86052034038865711104*z^4*log(2)^11 + 3024395698176*z^3*
log(2)^7*log(16)^9 - 6675707002355712*z^3*log(2)^11*log(16)^10 - 53034932404224*z^3*log(2)^5*log(16)^4 - 65150
56884969935732736*z^3*log(2)^17*log(16)^5 + 391378894848*z^3*log(2)^10*log(16)^12 - 118787807965905866981376*z
^3*log(2)^19*log(16)^2 - 1184597979871768704*z^3*log(2)^10*log(16)^4 - 1117145530368*z^3*log(2)^5*log(16)^8 +
945743622930432*z^3*log(2)^6*log(16)^4 + 1211579596800*z^3*log(2)^4*log(16)^4 + 32762387644416*z^3*log(2)^5*lo
g(16)^3 - 1955558597926450102272*z^3*log(2)^16*log(16)^5 + 319640366481408*z^3*log(2)^11*log(16)^11 + 17690684
437536768*z^3*log(2)^8*log(16) - 5829741037388619648*z^3*log(2)^11*log(16)^3 + 2059144232643330048*z^3*log(2)^
14*log(16)^9 + 7045807186511047950336*z^3*log(2)^17*log(16) - 492989420316672*z^3*log(2)^6*log(16)^3 - 4932788
2371072*z^3*log(2)^10*log(16)^11 + 415379342592000*z^3*log(2)^6*log(16)^6 - 11048481388744704*z^3*log(2)^10*lo
g(16)^9 - 57496328060317728768*z^3*log(2)^14*log(16)^6 + 88692727873536*z^3*log(2)^6*log(16) - 172989415405831
5904057344*z^3*log(2)^26*log(16)^2 - 422699069998522127351808*z^3*log(2)^25*log(16)^3 + 4845599380193309569843
20*z^3*log(2)^24*log(16)^4 - 106519138386566971392000*z^3*log(2)^23*log(16)^5 - 1996625858798435696640*z^3*log
(2)^22*log(16)^6 + 3233877266427795210240*z^3*log(2)^21*log(16)^7 - 291377266391336878080*z^3*log(2)^20*log(16
)^8 + 5753043215939869939335168*z^3*log(2)^25*log(16)^2 - 2017675305154396695822336*z^3*log(2)^24*log(16)^3 -
26256238029149124427776*z^3*log(2)^23*log(16)^4 + 171795580274869952053248*z^3*log(2)^22*log(16)^5 - 335091836
16562715688960*z^3*log(2)^21*log(16)^6 + 351402579231070224384*z^3*log(2)^20*log(16)^7 + 420804175388756410368
*z^3*log(2)^19*log(16)^8 - 27316618724187832320*z^3*log(2)^18*log(16)^9 - 685461416868868062707712*z^3*log(2)^
24*log(16)^2 + 1749196552787828272005120*z^3*log(2)^23*log(16)^3 - 688319450520887048011776*z^3*log(2)^22*log(
16)^4 + 57660066999590914621440*z^3*log(2)^21*log(16)^5 + 19895622495355375976448*z^3*log(2)^20*log(16)^6 - 41
60439303960583471104*z^3*log(2)^19*log(16)^7 + 90237999011994796032*z^3*log(2)^18*log(16)^8 + 2391646917524402
9952*z^3*log(2)^17*log(16)^9 - 853644335130869760*z^3*log(2)^16*log(16)^10 - 2905663632309750564126720*z^3*log
(2)^23*log(16)^2 + 770320334764212838465536*z^3*log(2)^22*log(16)^3 + 183392532274083841179648*z^3*log(2)^21*l
og(16)^4 - 112317799097530312556544*z^3*log(2)^20*log(16)^5 + 12131527089153650982912*z^3*log(2)^19*log(16)^6
+ 1258561218684024520704*z^3*log(2)^18*log(16)^7 - 253973439372129730560*z^3*log(2)^17*log(16)^8 + 27290921075
86240512*z^3*log(2)^16*log(16)^9 + 656714999367991296*z^3*log(2)^15*log(16)^10 - 8892128490946560*z^3*log(2)^1
4*log(16)^11 + 390413454899544726700032*z^3*log(2)^22*log(16)^2 - 783279556261626985316352*z^3*log(2)^21*log(1
6)^3 + 223567489436036169203712*z^3*log(2)^20*log(16)^4 + 4225515791085383712768*z^3*log(2)^19*log(16)^5 - 963
9662775697944870912*z^3*log(2)^18*log(16)^6 + 924232118964137754624*z^3*log(2)^17*log(16)^7 + 5737871482183640
6784*z^3*log(2)^16*log(16)^8 - 7697041033242083328*z^3*log(2)^15*log(16)^9 + 846496101317067222810624*z^3*log(
2)^21*log(16)^2 - 88086564436206409482240*z^3*log(2)^20*log(16)^3 - 90963965512844568428544*z^3*log(2)^19*log(
16)^4 + 26313150831923055034368*z^3*log(2)^18*log(16)^5 - 389726365825351286784*z^3*log(2)^17*log(16)^6 - 2019
82726066210407972864*z^3*log(2)^20*log(16)^2 + 174653569735051305811968*z^3*log(2)^19*log(16)^3 + 353640550510
828224*z^3*log(2)^9*log(16)^2 - 73830374387712*z^3*log(2)^9*log(16)^10 + 985042015898112*z^3*log(2)^9*log(16)^
9 - 57109099227803136*z^3*log(2)^10*log(16) - 150079537152*z^3*log(2)^4*log(16)^7 - 81023063121985536*z^3*log(
2)^13*log(16)^10 - 97907906679129792*z^3*log(2)^9*log(16)^6 - 43291079561496960*z^3*log(2)^8*log(16)^2 + 42726
1668695130415104*z^3*log(2)^14*log(16)^4 - 18289604302425209664*z^3*log(2)^12*log(16)^4 - 190512327789115200*z
^3*log(2)^10*log(16)^7 + 32361543068811264*z^3*log(2)^12*log(16)^10 + 3171724348581554946048*z^3*log(2)^17*log
(16)^2 - 7006452667249536*z^3*log(2)^8*log(16)^7 + 266274151055356015411200*z^3*log(2)^20*log(16) - 1990944438
091776*z^3*log(2)^12*log(16)^11 - 7688747626920161280*z^3*log(2)^12*log(16)^6 - 833618213425152*z^3*log(2)^6*l
og(16)^5 - 6184157331456*z^3*log(2)^5*log(16)^2 - 485970843090864282624*z^3*log(2)^14*log(16)^3 + 25140658176*
z^3*log(2)^4*log(16)^8 + 19366127611431704064*z^3*log(2)^12*log(16)^5 - 4105129063560192*z^3*log(2)^7*log(16)^
6 + 3407431873058247168*z^3*log(2)^11*log(16) + 253357701920589312*z^3*log(2)^11*log(16)^6 - 3516641132544*z^3
*log(2)^8*log(16)^10 + 2604106435820544*z^3*log(2)^7*log(16)^2 + 1075953519740181381120*z^3*log(2)^15*log(16)^
2 + 30204630985793863680*z^3*log(2)^15*log(16)^8 - 1587108474859290624*z^3*log(2)^15*log(16)^7 + 1411278860494
761836544*z^3*log(2)^16*log(16) - 37456183296*z^3*log(2)^6*log(16)^10 + 18402702999552*z^3*log(2)^6*log(16)^8
+ 1005210086178816*z^3*log(2)^10*log(16)^10 + 40294167895946428416*z^3*log(2)^13*log(16)^6 + 25106266550545680
960*z^3*log(2)^12*log(16)^2 - 5657073991036991668224*z^3*log(2)^16*log(16)^2 - 117552336634835435520*z^3*log(2
)^14*log(16)^5 + 63333917178200064*z^3*log(2)^11*log(16)^9 + 13233763609446528*z^3*log(2)^8*log(16)^3 - 356308
2902974362624*z^3*log(2)^11*log(16)^5 - 351851779705930776576*z^3*log(2)^15*log(16)^6 - 215961687385178112*z^3
*log(2)^12*log(16)^9 - 22551418552320*z^3*log(2)^5*log(16)^6 - 1734578520440832*z^3*log(2)^7*log(16) - 8167634
720940096*z^3*log(2)^9*log(16)^8 + 7000774893942369984*z^3*log(2)^11*log(16)^4 + 176802535197322988544*z^3*log
(2)^14*log(16)^2 + 4162802948137739674976256*z^3*log(2)^27*log(16) - 5591315062210917379866624*z^3*log(2)^26*l
og(16) - 2719843628733529099075584*z^3*log(2)^25*log(16) + 2526806326546107098726400*z^3*log(2)^24*log(16) + 1
640369439412613069930496*z^3*log(2)^23*log(16) - 1081013849429457940512768*z^3*log(2)^22*log(16) - 28462162755
6534996172800*z^3*log(2)^21*log(16) - 999118209024*z^3*log(2)^6*log(16)^9 - 24179703199940273504256*z^3*log(2)
^18*log(16)^4 - 18522557908992*z^3*log(2)^6*log(16)^2 + 1115317495860459208704*z^3*log(2)^15*log(16)^5 - 29386
8944955113472*z^3*log(2)^11*log(16)^8 + 189017501781196800*z^3*log(2)^13*log(16)^9 + 6737091231744*z^3*log(2)^
5*log(16)^7 + 63415555480180224*z^3*log(2)^10*log(16)^8 + 126288661918180525056*z^3*log(2)^13*log(16)^3 + 1682
36431312530240*z^3*log(2)^10*log(16)^5 + 36506279534946048*z^3*log(2)^8*log(16)^4 - 44205975854530633728*z^3*l
og(2)^13*log(16)^5 - 1361519543625074343936*z^3*log(2)^15*log(16)^4 + 960101351424*z^3*log(2)^7*log(16)^10 + 7
9498838016*z^3*log(2)^5*log(16)^9 - 298658163783693888*z^3*log(2)^9*log(16)^3 - 54321825089323008*z^3*log(2)^1
4*log(16)^10 + 6924275407650816*z^3*log(2)^13*log(16)^11 + 17903640458759774404608*z^3*log(2)^17*log(16)^4 - 1
9940131440661860864*z^3*log(2)^12*log(16) + 23130999421086528*z^3*log(2)^9*log(16)^4 - 1897716252672*z^3*log(2
)^5*log(16) + 965557918533888*z^3*log(2)^8*log(16)^8 - 319810830336*z^3*log(2)^8*log(16)^11 + 5919658740957769
629696*z^3*log(2)^16*log(16)^3 + 122907229911607680*z^3*log(2)^9*log(16)^5 - 1146160155568493297664*z^3*log(2)
^16*log(16)^4 - 25354233926377408512*z^3*log(2)^13*log(16)^4 - 1460060291420224704*z^3*log(2)^10*log(16)^2 - 1
811939328*z^3*log(2)^4*log(16)^9 + 37706378695812288*z^3*log(2)^9*log(16)^7 + 624497936051994624*z^3*log(2)^12
*log(16)^7 + 2698233318512640*z^3*log(2)^7*log(16)^3 - 1002422697984*z^3*log(2)^4*log(16)^5 - 151785837232128*
z^3*log(2)^7*log(16)^8 + 53369034601207431168*z^3*log(2)^14*log(16)^7 - 969287210042882383872*z^3*log(2)^15*lo
g(16) + 24580095114533760*z^3*log(2)^8*log(16)^6 + 499716587520*z^3*log(2)^4*log(16)^6 + 709169616804062016*z^
3*log(2)^11*log(16)^2 - 18298973048110300790784*z^3*log(2)^17*log(16)^3 + 131855527794448899072*z^3*log(2)^14*
log(16) + 1912282238033068032*z^3*log(2)^13*log(16)^8 + 8214439814019072*z^3*log(2)^7*log(16)^5 - 130186767805
207041024*z^3*log(2)^13*log(16)^2 + 583987168376211456*z^3*log(2)^11*log(16)^7 - 18120970968059149811712*z^3*l
og(2)^18*log(16)^3 - 27965792692224*z^3*log(2)^8*log(16)^9 - 5728812991956604224*z^3*log(2)^12*log(16)^3 + 509
26675856566184312832*z^3*log(2)^18*log(16)^2 - 45684082289468160*z^3*log(2)^8*log(16)^5 - 120036932536320*z^3*
log(2)^6*log(16)^7 - 8154243389629038329856*z^3*log(2)^19*log(16) + 45038136803328*z^3*log(2)^5*log(16)^5 + 24
8459538431661120*z^3*log(2)^10*log(16)^6 + 1134336317349888*z^3*log(2)^7*log(16)^7 - 14496145139165036544*z^3*
log(2)^13*log(16)^7 - 502250688122883932160*z^3*log(2)^16*log(16)^7 - 817072275456*z^3*log(2)^4*log(16)^3 - 30
742512127194590871552*z^3*log(2)^18*log(16) + 237214531584*z^3*log(2)^4*log(16)^2 - 8583381440833536*z^3*log(2
)^7*log(16)^4 - 86016004088804352*z^3*log(2)^9*log(16) + 146400948574847336448*z^3*log(2)^15*log(16)^3 - 15984
018683345240064*z^3*log(2)^14*log(16)^8 + 1992332731362588288*z^3*log(2)^10*log(16)^3 + 5395386433536*z^3*log(
2)^9*log(16)^11 + 562590534280937472*z^3*log(2)^12*log(16)^8 + 38910501265660614144*z^3*log(2)^13*log(16) + 16
25475968626424020992*z^3*log(2)^16*log(16)^6 - 402934424930947104768*z^3*log(2)^16 - 127330679560577522688*z^3
*log(2)^14 + 9274743813973349376*z^3*log(2)^12 - 66273694284791808*z^3*log(2)^9 + 6362753771360072761344*z^3*l
og(2)^18 + 3795432505344*z^3*log(2)^6 - 41283088009540474503168*z^3*log(2)^20 + 4827717822283776*z^3*log(2)^8
+ 483771582408025202688*z^3*log(2)^15 - 203531768561664*z^3*log(2)^7 + 573758098255079424*z^3*log(2)^10 + 6184
63484713055232*z^3*log(2)^13 + 9244255930442594648064*z^3*log(2)^19 - 2601876358108584836333568*z^3*log(2)^28
+ 1330012553557467885207552*z^3*log(2)^27 + 2447930910924488249966592*z^3*log(2)^26 + 114496339636730380419072
*z^3*log(2)^25 - 1611687492765591413981184*z^3*log(2)^24 + 158987552236562213240832*z^3*log(2)^23 + 3845556233
38319592554496*z^3*log(2)^22 - 80306247101444391960576*z^3*log(2)^21 - 3130973069338874880*z^3*log(2)^11 - 247
3269322933584396288*z^3*log(2)^17 + 51823851031296*z^2*log(2)^10*log(16)^8 + 107184525989179392*z^2*log(2)^14*
log(16)^4 + 254129799168*z^2*log(2)^11*log(16)^11 - 679477248*z^2*log(2)^8*log(16)^11 - 2205879069286858752*z^
2*log(2)^19*log(16) + 15599558086284672*z^2*log(2)^13*log(16)^3 - 3647034574848*z^2*log(2)^9*log(16)^5 - 75218
1313536*z^2*log(2)^12*log(16)^12 - 609553663200300367872*z^2*log(2)^22*log(16) + 107576554097664*z^2*log(2)^11
*log(16)^9 - 3362592458639572992*z^2*log(2)^18*log(16) - 190666942709760*z^2*log(2)^13*log(16)^9 + 12316724450
43984*z^2*log(2)^14*log(16)^2 + 5237545478504256*z^2*log(2)^12*log(16)^5 - 59627343691008*z^2*log(2)^11*log(16
)^6 + 46403067932928*z^2*log(2)^10*log(16)^5 + 942090369191903232*z^2*log(2)^17*log(16)^6 + 8748269568*z^2*log
(2)^8*log(16)^10 + 148291646879327846400*z^2*log(2)^21*log(16) - 97942568435712*z^2*log(2)^13*log(16)^10 - 532
7152240618635264*z^2*log(2)^18*log(16)^4 + 604061468850960*z^2*log(2)^12*log(16)^2 + 8796948706137200394240*z^
2*log(2)^26*log(16)^2 - 4454105067465694248960*z^2*log(2)^25*log(16)^3 + 1340951011174215843840*z^2*log(2)^24*
log(16)^4 - 202516319931224555520*z^2*log(2)^23*log(16)^5 - 6063234881138196480*z^2*log(2)^22*log(16)^6 + 7751
820858611466240*z^2*log(2)^21*log(16)^7 - 1100787061264220160*z^2*log(2)^20*log(16)^8 + 48092638598922240*z^2*
log(2)^19*log(16)^9 + 680860665590335930368*z^2*log(2)^25*log(16)^2 + 1451522755906718662656*z^2*log(2)^24*log
(16)^3 - 1229356140085741879296*z^2*log(2)^23*log(16)^4 + 437829681936309682176*z^2*log(2)^22*log(16)^5 - 6966
8777483235753984*z^2*log(2)^21*log(16)^6 + 1450883658176004096*z^2*log(2)^20*log(16)^7 + 937405680690659328*z^
2*log(2)^19*log(16)^8 - 109811524800872448*z^2*log(2)^18*log(16)^9 + 4508684868648960*z^2*log(2)^17*log(16)^10
- 3965446097673299951616*z^2*log(2)^24*log(16)^2 + 2259089177754193625088*z^2*log(2)^23*log(16)^3 - 484529771
466467573760*z^2*log(2)^22*log(16)^4 - 58830522482096603136*z^2*log(2)^21*log(16)^5 + 47416820134777454592*z^2
*log(2)^20*log(16)^6 - 7956108813382189056*z^2*log(2)^19*log(16)^7 + 328148764273410048*z^2*log(2)^18*log(16)^
8 + 39617980929146880*z^2*log(2)^17*log(16)^9 - 4408491871567872*z^2*log(2)^16*log(16)^10 + 140896402145280*z^
2*log(2)^15*log(16)^11 - 1236642419749693685760*z^2*log(2)^23*log(16)^2 - 274083860468421623808*z^2*log(2)^22*
log(16)^3 + 410448007342489337856*z^2*log(2)^21*log(16)^4 - 128548982471975239680*z^2*log(2)^20*log(16)^5 + 94
23999537028005888*z^2*log(2)^19*log(16)^6 + 2475319828848574464*z^2*log(2)^18*log(16)^7 + 10842211751314052874
24*z^2*log(2)^22*log(16)^2 - 660533296388728946688*z^2*log(2)^21*log(16)^3 + 30685496925487104*z^2*log(2)^15*l
og(16)^8 - 60419892005664768*z^2*log(2)^17*log(16) - 515240165376*z^2*log(2)^9*log(16)^3 - 11710277001668736*z
^2*log(2)^13*log(16) + 1764489941987328*z^2*log(2)^12*log(16) - 881026250246258688*z^2*log(2)^16*log(16)^4 + 5
0242810551533568*z^2*log(2)^14*log(16)^7 - 46852079616*z^2*log(2)^8*log(16)^9 + 128421199872*z^2*log(2)^11*log
(16)^12 + 717565356827099136*z^2*log(2)^15*log(16)^5 - 566881797950816256*z^2*log(2)^15*log(16)^4 - 1885147914
24*z^2*log(2)^8*log(16)^7 - 17162221213440*z^2*log(2)^10*log(16)^9 - 287968452894720*z^2*log(2)^12*log(16)^9 +
27057760763904*z^2*log(2)^10*log(16)^2 + 737140405174272*z^2*log(2)^15*log(16)^10 - 1084111863067312128*z^2*l
og(2)^16*log(16)^5 + 35102182394880*z^2*log(2)^10*log(16)^6 + 336416590218498048*z^2*log(2)^16*log(16) - 55023
4062194197248*z^2*log(2)^16*log(16)^2 + 6300082685952*z^2*log(2)^9*log(16)^7 + 214077702708864*z^2*log(2)^11*l
og(16)^4 + 27087481911043584*z^2*log(2)^13*log(16)^6 + 43827642524102400*z^2*log(2)^14*log(16) + 2765281794048
*z^2*log(2)^10*log(16)^10 + 20639121408*z^2*log(2)^9*log(16)^11 + 119953291371264*z^2*log(2)^12*log(16)^7 - 18
9870147610469203968*z^2*log(2)^20*log(16)^2 - 326356460760960*z^2*log(2)^11*log(16)^8 + 4269861568512*z^2*log(
2)^10*log(16) + 630246776555520*z^2*log(2)^12*log(16)^8 + 1741397426844051456*z^2*log(2)^16*log(16)^3 - 645598
789641437184*z^2*log(2)^16*log(16)^7 - 121541476061778048*z^2*log(2)^15*log(16) - 3065424943104*z^2*log(2)^9*l
og(16)^6 - 14071187840679936*z^2*log(2)^13*log(16)^7 + 1467670855680*z^2*log(2)^13*log(16)^12 - 31099029891516
00*z^2*log(2)^12*log(16)^6 - 127620956160*z^2*log(2)^10*log(16)^11 + 88955449344*z^2*log(2)^8*log(16)^3 - 1762
2647815236747264*z^2*log(2)^19*log(16)^2 - 38838541868236800*z^2*log(2)^14*log(16)^6 - 38108620752099840*z^2*l
og(2)^14*log(16)^5 - 27422052947712*z^2*log(2)^10*log(16)^3 + 96554630158221312*z^2*log(2)^16*log(16)^8 + 2264
76561530880*z^2*log(2)^14*log(16)^10 + 173832202876195584*z^2*log(2)^15*log(16)^3 - 15838442790912*z^2*log(2)^
11*log(16)^10 - 7002979294657904640*z^2*log(2)^17*log(16)^5 + 1444839155979780096*z^2*log(2)^16*log(16)^6 - 11
826040582176768*z^2*log(2)^15*log(16)^9 + 11114270123671683072*z^2*log(2)^17*log(16)^4 + 449840413009152*z^2*l
og(2)^11*log(16)^7 - 217446653952*z^2*log(2)^8*log(16)^4 - 9732639082717831495680*z^2*log(2)^27*log(16) - 4298
977452401010671616*z^2*log(2)^26*log(16) + 2971287184776470986752*z^2*log(2)^25*log(16) + 30557333160736440975
36*z^2*log(2)^24*log(16) - 763199067422441078784*z^2*log(2)^23*log(16) + 14588735278546944*z^2*log(2)^16*log(1
6)^9 + 286466674579055050752*z^2*log(2)^21*log(16)^2 + 4907535040512*z^2*log(2)^9*log(16)^4 - 1611233865551520
*z^2*log(2)^12*log(16)^4 - 77866104183552*z^2*log(2)^10*log(16)^7 - 377717237817016320*z^2*log(2)^15*log(16)^6
+ 1772325124897824*z^2*log(2)^13*log(16)^4 - 99170536438873718784*z^2*log(2)^19*log(16)^4 + 89270532496838098
944*z^2*log(2)^19*log(16)^3 + 9670320193536*z^2*log(2)^13*log(16)^11 - 136064214761472*z^2*log(2)^11*log(16) -
1067465392128*z^2*log(2)^9*log(16)^2 - 4254325991424*z^2*log(2)^9*log(16)^8 + 88963729874510413824*z^2*log(2)
^20*log(16)^3 + 25862800679224704*z^2*log(2)^15*log(16)^2 + 976553279591328*z^2*log(2)^13*log(16)^2 + 13111389
3888*z^2*log(2)^8*log(16)^8 - 94102241749330752*z^2*log(2)^14*log(16)^3 - 25628282500026240*z^2*log(2)^13*log(
16)^5 + 20620508126263640064*z^2*log(2)^18*log(16)^5 - 450178442386735104*z^2*log(2)^17*log(16)^8 - 8819071097
2416*z^2*log(2)^14*log(16)^11 + 126389930361775718400*z^2*log(2)^20*log(16)^4 + 971544531038109696*z^2*log(2)^
17*log(16)^7 - 21719467066392576*z^2*log(2)^14*log(16)^8 + 1032847884288*z^2*log(2)^12*log(16)^11 - 1060621516
8*z^2*log(2)^10*log(16)^12 - 41787745392384*z^2*log(2)^10*log(16)^4 + 3356488844181504*z^2*log(2)^14*log(16)^9
- 6977354397864099840*z^2*log(2)^17*log(16)^3 + 147940245504*z^2*log(2)^8*log(16)^5 + 32483947482703724544*z^
2*log(2)^20*log(16) - 236740485639168*z^2*log(2)^11*log(16)^2 - 12571751945972219904*z^2*log(2)^18*log(16)^6 -
498518720128512*z^2*log(2)^11*log(16)^5 - 15235721001943695360*z^2*log(2)^18*log(16)^3 + 453369892338432*z^2*
log(2)^11*log(16)^3 + 3625465213255680*z^2*log(2)^13*log(16)^8 - 321193057797660672*z^2*log(2)^17*log(16)^2 -
2950017097048128*z^2*log(2)^12*log(16)^3 + 45334929014784*z^2*log(2)^12*log(16)^10 + 16588129336187682816*z^2*
log(2)^18*log(16)^2 + 47927957945057280*z^2*log(2)^15*log(16)^7 + 78433837056*z^2*log(2)^8*log(16)^6 - 2716953
47712*z^2*log(2)^9*log(16)^10 + 26934548471947984896*z^2*log(2)^19*log(16)^5 + 1487122219008*z^2*log(2)^9*log(
16)^9 + 4544164218667401216*z^2*log(2)^19 - 1703077771003932672*z^2*log(2)^18 - 5693148758016*z^2*log(2)^11 -
2922920390836224*z^2*log(2)^13 + 22271412623913216*z^2*log(2)^14 - 12105264788523712512*z^2*log(2)^22 - 290244
80644942528512*z^2*log(2)^21 + 135454692631064832*z^2*log(2)^16 + 199974400819200*z^2*log(2)^12 - 888103549059
33312*z^2*log(2)^15 - 2145643710136713216*z^2*log(2)^20 + 4698515419243091066880*z^2*log(2)^28 + 3999209979903
882559488*z^2*log(2)^27 - 463547487608408899584*z^2*log(2)^26 - 2241289023483430305792*z^2*log(2)^25 + 1256017
01790914445312*z^2*log(2)^24 + 357340032241143644160*z^2*log(2)^23 + 257195848687884288*z^2*log(2)^17 + 158855
462349963264*z*log(2)^22*log(16)^2 + 1802393954823168*z*log(2)^18*log(16)^2 - 97916286829824*z*log(2)^17*log(1
6) + 12662203092516864*z*log(2)^20*log(16) - 821118377521152*z*log(2)^18*log(16)^3 - 2295746002944*z*log(2)^15
*log(16)^9 - 25362587225161728*z*log(2)^20*log(16)^2 + 810995052183552*z*log(2)^19*log(16)^7 - 137014445346914
304*z*log(2)^22*log(16)^3 - 26098358135040*z*log(2)^14*log(16)^6 - 906288933141504*z*log(2)^18*log(16) + 24950
630925729792*z*log(2)^21*log(16)^2 - 6115295232*z*log(2)^14*log(16)^12 + 156349564416*z*log(2)^12*log(16)^4 +
638976872335104*z*log(2)^17*log(16)^2 + 10863730627706880*z*log(2)^19*log(16)^5 - 48922361856*z*log(2)^15*log(
16)^11 - 12289425149952*z*log(2)^14*log(16)^4 + 1904085052784640*z*log(2)^17*log(16)^4 - 18596420352*z*log(2)^
13*log(16)^7 + 516770210304*z*log(2)^12*log(16)^6 - 9876639744*z*log(2)^12*log(16)^11 - 20088820334592*z*log(2
)^16*log(16)^9 + 1186430976*z*log(2)^12*log(16)^12 + 48375949824*z*log(2)^12*log(16)^10 + 1963902445056*z*log(
2)^13*log(16)^4 + 3402698784768*z*log(2)^15*log(16)^8 - 122178232979030016*z*log(2)^23*log(16) - 782757789696*
z*log(2)^17*log(16)^10 + 220010632704*z*log(2)^13*log(16)^2 - 87331037113221120*z*log(2)^22*log(16) - 69581389
824*z*log(2)^13*log(16)^10 - 2365054664048640*z*log(2)^18*log(16)^6 + 3123283230720*z*log(2)^14*log(16)^9 - 94
1437387008*z*log(2)^13*log(16)^3 + 62352192819953664*z*log(2)^21*log(16)^4 - 764411904*z*log(2)^13*log(16)^12
- 40631130056448*z*log(2)^16*log(16)^3 + 663753360384*z*log(2)^15*log(16) + 546148712448*z*log(2)^15*log(16)^1
0 - 4342427355709440*z*log(2)^20*log(16)^4 + 1525235788800*z*log(2)^14*log(16)^3 - 2130811543296*z*log(2)^13*l
og(16)^5 - 208211387904*z*log(2)^14*log(16) - 1402994358484992*z*log(2)^17*log(16)^5 + 223611199488*z*log(2)^1
3*log(16)^9 - 17036408911822848*z*log(2)^19*log(16)^4 + 18524409974784*z*log(2)^14*log(16)^7 + 335210420736*z*
log(2)^12*log(16)^8 + 7718257557504*z*log(2)^17*log(16)^8 + 8215552639107072*z*log(2)^21*log(16) - 50265976780
8*z*log(2)^12*log(16)^7 - 1670355875561472*z*log(2)^18*log(16)^4 - 38001979901952*z*log(2)^15*log(16)^6 - 4412
69304689664*z*log(2)^16*log(16)^5 - 5572342176546816*z*log(2)^20*log(16)^5 - 63700992*z*log(2)^12*log(16)^13 +
34832528367943680*z*log(2)^26*log(16)^2 + 79164837199872000*z*log(2)^25*log(16)^3 - 57790331155906560*z*log(2
)^24*log(16)^4 + 18326659811770368*z*log(2)^23*log(16)^5 - 1880164883496960*z*log(2)^22*log(16)^6 - 6061057848
11520*z*log(2)^21*log(16)^7 + 166988328468480*z*log(2)^20*log(16)^8 - 2087354105856*z*log(2)^18*log(16)^10 - 3
81772427396382720*z*log(2)^25*log(16)^2 + 244787572226654208*z*log(2)^24*log(16)^3 - 64605928858583040*z*log(2
)^23*log(16)^4 - 5149425269735424*z*log(2)^22*log(16)^5 + 7801447315931136*z*log(2)^21*log(16)^6 - 14583647352
91392*z*log(2)^20*log(16)^7 - 69346541961216*z*log(2)^19*log(16)^8 + 36528696852480*z*log(2)^18*log(16)^9 - 33
4931582785683456*z*log(2)^24*log(16)^2 + 46176292910923776*z*log(2)^23*log(16)^3 + 56389136730292224*z*log(2)^
22*log(16)^4 - 31498791932657664*z*log(2)^21*log(16)^5 + 4613245847470080*z*log(2)^20*log(16)^6 + 661939028219
65824*z*log(2)^23*log(16)^2 - 4016146609078272*z*log(2)^19*log(16)^6 + 24047453081088*z*log(2)^14*log(16)^5 -
99054694264320*z*log(2)^15*log(16)^4 - 7049501454532608*z*log(2)^19*log(16)^2 - 42675411456*z*log(2)^12*log(16
)^3 - 154343310336*z*log(2)^12*log(16)^9 + 1047580876210176*z*log(2)^18*log(16)^7 + 98354331648*z*log(2)^14*lo
g(16)^11 + 81195908380416*z*log(2)^15*log(16)^5 + 39940011491328*z*log(2)^16*log(16) + 1141942802688*z*log(2)^
14*log(16)^2 - 9113383065600*z*log(2)^14*log(16)^8 + 70045967308032*z*log(2)^15*log(16)^3 - 267880734130176*z*
log(2)^18*log(16)^8 - 64830134003171328*z*log(2)^21*log(16)^3 - 30885094656*z*log(2)^13*log(16) + 835319129702
40*z*log(2)^16*log(16)^8 - 686384640*z*log(2)^12*log(16) + 21708460287590400*z*log(2)^20*log(16)^3 - 231102652
76928*z*log(2)^15*log(16)^2 + 617671176486912*z*log(2)^17*log(16)^6 + 3030407679836160*z*log(2)^18*log(16)^5 +
674357704151040*z*log(2)^19*log(16) + 272428745829120*z*log(2)^16*log(16)^4 + 2910880530432*z*log(2)^16*log(1
6)^10 + 7412954112*z*log(2)^12*log(16)^2 + 397549526704128*z*log(2)^16*log(16)^6 - 225424398680064*z*log(2)^16
*log(16)^7 + 1115409719808*z*log(2)^13*log(16)^6 - 346600650240*z*log(2)^13*log(16)^8 - 354962566656*z*log(2)^
12*log(16)^5 - 227994731135631360*z*log(2)^27*log(16) + 169887740630925312*z*log(2)^26*log(16) + 4560735749107
87584*z*log(2)^25*log(16) + 186318309820465152*z*log(2)^24*log(16) + 11275075584*z*log(2)^13*log(16)^11 + 1533
6166912819200*z*log(2)^19*log(16)^3 - 1511822498586624*z*log(2)^17*log(16)^3 + 6208783441920*z*log(2)^15*log(1
6)^7 - 715383373824*z*log(2)^14*log(16)^10 - 195689447424*z*log(2)^16*log(16)^11 + 4486361776128*z*log(2)^17*l
og(16)^9 - 146916060954624*z*log(2)^17*log(16)^7 - 65071158000192*z*log(2)^16*log(16)^2 - 11901677573505024*z*
log(2)^24 + 43901761536*z*log(2)^15 + 4933112832*z*log(2)^14 - 5564048836460544*z*log(2)^21 + 1925288840700887
04*z*log(2)^28 + 124130464729399296*z*log(2)^27 - 149453317028708352*z*log(2)^26 - 212729524012449792*z*log(2)
^25 - 699594006528*z*log(2)^16 - 2430254759215104*z*log(2)^20 + 161214844925952*z*log(2)^18 + 1352473891150233
6*z*log(2)^22 + 2745538560*z*log(2)^13 + 54965799802109952*z*log(2)^23 + 402187298881536*z*log(2)^19 - 2688824
9696256*z*log(2)^17 + 133312896*log(2)^17*log(16)^2 - 125829120*log(2)^19*log(16)^7 - 121777920*log(2)^16*log(
16)^3 - 114814080*log(2)^16*log(16)^5 + 112992768*log(2)^17*log(16)^3 - 112601088*log(2)^17*log(16)^6 + 533249
92*log(2)^16*log(16)^6 + 52954944*log(2)^16*log(16)^2 - 34307072*log(2)^19*log(16)^3 + 23298048*log(2)^17*log(
16)^7 - 15728640*log(2)^18*log(16)^8 - 15097344*log(2)^16*log(16)^7 + 2396160*log(2)^16*log(16)^8 - 1966080*lo
g(2)^17*log(16)^8 - 163840*log(2)^16*log(16)^9 + 4123168604160*log(2)^26*log(16)^2 - 1374389534720*log(2)^25*l
og(16)^3 + 257698037760*log(2)^24*log(16)^4 + 3659312136192*log(2)^25*log(16)^2 - 528280977408*log(2)^24*log(1
6)^3 - 154618822656*log(2)^23*log(16)^4 + 48782180352*log(2)^22*log(16) - 68516315136*log(2)^21*log(16)^3 - 21
170749440*log(2)^20*log(16)^5 - 3939456000*log(2)^19*log(16)^2 + 3896451072*log(2)^19*log(16)^4 + 118651197849
6*log(2)^23*log(16) + 1081427712*log(2)^18*log(16) - 3641427264*log(2)^18*log(16)^2 + 433057693696*log(2)^22*l
og(16)^3 - 76425707520*log(2)^20*log(16)^3 - 3222405120*log(2)^19*log(16)^5 - 92994048*log(2)^17*log(16) - 114
39744*log(2)^16*log(16) - 6597069766656*log(2)^27*log(16) - 8658654068736*log(2)^26*log(16) + 122906247168*log
(2)^21*log(16)^2 + 2573893632*log(2)^18*log(16)^5 - 354670608384*log(2)^22*log(16)^2 - 16919126016*log(2)^20*l
og(16) + 1318286524416*log(2)^24*log(16) + 6643777536*log(2)^21*log(16)^5 + 3675936768*log(2)^19*log(16) - 201
3265920*log(2)^21*log(16)^6 + 672028164096*log(2)^23*log(16)^3 - 1298204196864*log(2)^23*log(16)^2 - 536870912
0*log(2)^22*log(16)^6 - 151397597184*log(2)^24*log(16)^2 + 1051721728*log(2)^19*log(16)^6 - 921206784*log(2)^1
8*log(16)^6 - 224227491840*log(2)^22*log(16)^4 + 5157718272*log(2)^18*log(16)^3 - 109726298112*log(2)^21*log(1
6) + 4970250240*log(2)^20*log(16)^6 - 3279207530496*log(2)^25*log(16) + 56371445760*log(2)^22*log(16)^5 - 5033
16480*log(2)^20*log(16)^7 + 60593372160*log(2)^20*log(16)^2 + 8933867520*log(2)^21*log(16)^4 - 334984128*log(2
)^17*log(16)^4 + 276480000*log(2)^17*log(16)^5 + 51784974336*log(2)^20*log(16)^4 - 4504239360*log(2)^18*log(16
)^4 + 184811520*log(2)^18*log(16)^7 + 152972352*log(2)^16*log(16)^4 - 1051415543808*log(2)^24 + 45828468736*lo
g(2)^22 + 40612807680*log(2)^21 - 1808463168*log(2)^19 + 559956361216*log(2)^25 - 366295646208*log(2)^23 - 105
3684480*log(2)^20 + 174923328*log(2)^18 - 11255232*log(2)^17 + 1906624*log(2)^16 + 4398046511104*log(2)^28 + 8
246337208320*log(2)^27 + 5862630359040*log(2)^26, z, k)*(19988117474732083767265984512*log(2)^19*log(16) - 297
233992126416417919598592*log(2)^18*log(16) - x*(31180978292544406360292327424*log(2)^19*log(16) - 626776026875
269403004370944*log(2)^18*log(16) - 629653572771274063202035433472*log(2)^20*log(16) + 61119583040543656491705
81159936*log(2)^21*log(16) - 17706182208710836811371942772736*log(2)^22*log(16) - 2209768425162972855251954376
37632*log(2)^23*log(16) + 2553935228767167332604229403541504*log(2)^24*log(16) - 80127222675545120093277980071
03488*log(2)^25*log(16) - 40254049587061275178627041576615936*log(2)^26*log(16) + 4893762874687366707688489909
63236864*log(2)^27*log(16) - 1898612273976607384206922916479107072*log(2)^28*log(16) + 10671344261071827179183
73890532311040*log(2)^29*log(16) + 20492722469021662987782528439293050880*log(2)^30*log(16) - 7718706255341897
7805095620679988936704*log(2)^31*log(16) - 6886570876539236544098723537186979840*log(2)^32*log(16) + 756405888
661092922091740395972386095104*log(2)^33*log(16) - 1317447781501205466638636187522623864832*log(2)^34*log(16)
- 4220585264655515819187298589635491397632*log(2)^35*log(16) + 15023710391818497281306196760534620045312*log(2
)^36*log(16) + 7687358130222256958966738254766951890944*log(2)^37*log(16) - 6769931969427823417009336459069312
9912320*log(2)^38*log(16) - 2490826307902149087643677721156172906496*log(2)^39*log(16) + 147527108941207787836
476575075706762952704*log(2)^40*log(16) + 102276734194852303301784511310025845637120*log(2)^41*log(16) - 31930
8062991699593118615153387898316783616*log(2)^42*log(16) + 1253552053750538806008741888*log(2)^19 - 68102736780
844430299534196736*log(2)^20 + 1549877158050258699905767833600*log(2)^21 - 17995559992270704315934030430208*lo
g(2)^22 + 82687672274640325658660460036096*log(2)^23 + 579738627384488835239979736104960*log(2)^24 - 122858191
64929683168399332223221760*log(2)^25 + 94687969235755915482469372061024256*log(2)^26 - 38942744426999041864056
6912106364928*log(2)^27 + 546540605849947379046438536837332992*log(2)^28 + 30824702671704189344726049272176312
32*log(2)^29 - 19723038532606546784633886603114184704*log(2)^30 + 40167718485710533322215488445162192896*log(2
)^31 + 41608539183442393743761913711427584000*log(2)^32 - 370759424517166254493414055037231955968*log(2)^33 +
434322568021618596716849819983873572864*log(2)^34 + 1174815610633167807430313665910620028928*log(2)^35 - 19511
96944898150115668789269089220558848*log(2)^36 - 7116246784163271209677538699427434201088*log(2)^37 + 118400112
17820973451148865919599585001472*log(2)^38 + 30832145835248017246125447066522312769536*log(2)^39 - 51078016899
203738925629987940521264283648*log(2)^40 - 56194223456390468761020723562730942889984*log(2)^41 + 2043410774867
0623947942398266770494324736*log(2)^42 + 160444714461467480110580200674962794610688*log(2)^43 + 78347003359408
675375546368*log(2)^17*log(16)^2 - 179399381117363049342173184*log(2)^17*log(16)^3 - 2821225999863872498983501
824*log(2)^18*log(16)^2 + 163604338057505172061421568*log(2)^17*log(16)^4 + 7771478186405914045436657664*log(2
)^18*log(16)^3 + 26842488660133608121668993024*log(2)^19*log(16)^2 - 74143483835414240292765696*log(2)^17*log(
16)^5 - 7036526668970494464387710976*log(2)^18*log(16)^4 - 120512755179197817550622687232*log(2)^19*log(16)^3
+ 196113553889113300464662740992*log(2)^20*log(16)^2 + 16656814991063347976208384*log(2)^17*log(16)^6 + 299992
9370339354927054192640*log(2)^18*log(16)^5 + 99609882033187082198474293248*log(2)^19*log(16)^4 + 5322135598585
84964954088013824*log(2)^20*log(16)^3 - 4660305941292075258228611481600*log(2)^21*log(16)^2 - 1479244407270768
944087040*log(2)^17*log(16)^7 - 609381410720087197070917632*log(2)^18*log(16)^6 - 3121640232638956865765926502
4*log(2)^19*log(16)^5 - 61276512626973395713775370240*log(2)^20*log(16)^4 + 6452273935164831123901085908992*lo
g(2)^21*log(16)^3 - 3662758984777661001444718804992*log(2)^22*log(16)^2 + 46541287483607806830968832*log(2)^18
*log(16)^7 + 2249256777901106124243861504*log(2)^19*log(16)^6 - 345899585706050545449720348672*log(2)^20*log(1
6)^5 - 14525791378393767228311359979520*log(2)^21*log(16)^4 - 92136768548185777877187406331904*log(2)^22*log(1
6)^3 + 751853732335018089382413059751936*log(2)^23*log(16)^2 + 508517691488711946622992384*log(2)^19*log(16)^7
+ 190881078652994540344681955328*log(2)^20*log(16)^6 + 11624741990226439867160164564992*log(2)^21*log(16)^5 +
195814928741349140481127521189888*log(2)^22*log(16)^4 + 284180392653280967151556422008832*log(2)^23*log(16)^3
- 8977947706446570026486483336036352*log(2)^24*log(16)^2 - 42600978209732858002538496*log(2)^19*log(16)^8 - 3
1392933050805207026771165184*log(2)^20*log(16)^7 - 3693357547793035476513589297152*log(2)^21*log(16)^6 - 12889
5420795849323116558433648640*log(2)^22*log(16)^5 - 1288927496731091647514057436561408*log(2)^23*log(16)^4 + 27
98858666371138754186671753789440*log(2)^24*log(16)^3 + 53057260266072776662399435055038464*log(2)^25*log(16)^2
+ 543871101685957670819856384*log(2)^20*log(16)^8 + 346736510417609032317064445952*log(2)^21*log(16)^7 + 3195
2575987988133398435208364032*log(2)^22*log(16)^6 + 824570063619900911067296402767872*log(2)^23*log(16)^5 + 433
2770633287312511190991147892736*log(2)^24*log(16)^4 - 35203139950755106537798663334264832*log(2)^25*log(16)^3
- 146324259469681210700494596565106688*log(2)^26*log(16)^2 + 22970952753696052556611977216*log(2)^21*log(16)^8
- 1042349917967169748924958244864*log(2)^22*log(16)^7 - 185103226010898639761296299393024*log(2)^23*log(16)^6
- 3483063305119348264925811909328896*log(2)^24*log(16)^5 + 1604097603762631984724463310602240*log(2)^25*log(1
6)^4 + 180597686761234611538587462068600832*log(2)^26*log(16)^3 - 194781877229192311736977250649636864*log(2)^
27*log(16)^2 - 440856804825546011260747776*log(2)^21*log(16)^9 - 445861754599316531547161493504*log(2)^22*log(
16)^8 + 6979819386690018562824430682112*log(2)^23*log(16)^7 + 1090779545587516461841676941393920*log(2)^24*log
(16)^6 + 8468039296348351742814784371818496*log(2)^25*log(16)^5 - 107556232683238717552255825921179648*log(2)^
26*log(16)^4 - 381086794889868089553797570560524288*log(2)^27*log(16)^3 + 338464526330846509109042589279977472
0*log(2)^28*log(16)^2 - 3205701928530653920874201088*log(2)^22*log(16)^9 + 604766566853027383534323499008*log(
2)^23*log(16)^8 - 218481687621376463203940633149440*log(2)^24*log(16)^7 - 6208620333212586151235325461004288*l
og(2)^25*log(16)^6 + 14363669446027119269446049719123968*log(2)^26*log(16)^5 + 6082291068455897216733056188400
27136*log(2)^27*log(16)^4 - 1153813037624977636982141545906962432*log(2)^28*log(16)^3 - 1185864397439830611256
5009497261604864*log(2)^29*log(16)^2 + 280174336520737819850157588480*log(2)^23*log(16)^9 + 343301033902081203
21049928663040*log(2)^24*log(16)^8 + 2176648607342261393163105570127872*log(2)^25*log(16)^7 + 2083042033190041
5217599611846787072*log(2)^26*log(16)^6 - 268279584968825398593608501723922432*log(2)^27*log(16)^5 - 127973188
6397681128066587140252762112*log(2)^28*log(16)^4 + 11253695473408194683722438473129394176*log(2)^29*log(16)^3
+ 1620371407423709474875403798568763392*log(2)^30*log(16)^2 - 1269677498749343904282181632*log(2)^23*log(16)^1
0 - 2079863247779231686573342851072*log(2)^24*log(16)^9 - 287343128451958715551255118217216*log(2)^25*log(16)^
8 - 10429787870380019625318876482371584*log(2)^26*log(16)^7 + 6247793057613989697640475658289152*log(2)^27*log
(16)^6 + 1254322390456606867744302827418157056*log(2)^28*log(16)^5 - 3738140390751431353291762147635757056*log
(2)^29*log(16)^4 - 28743064421095306251237033440396181504*log(2)^30*log(16)^3 + 129691762598334341765427443893
090123776*log(2)^31*log(16)^2 - 46303550494565344704548831232*log(2)^24*log(16)^10 - 5347021800472833960653535
313920*log(2)^25*log(16)^9 + 1326739350899162524797346359803904*log(2)^26*log(16)^8 + 261523467809016339788071
57335785472*log(2)^27*log(16)^7 - 442687451497800983392937179883765760*log(2)^28*log(16)^6 - 17799924315435433
95507883457982234624*log(2)^29*log(16)^5 + 32978159474022765331590813266655313920*log(2)^30*log(16)^4 - 456768
14746106064422667935112593670144*log(2)^31*log(16)^3 - 366066109394602635521249580163906142208*log(2)^32*log(1
6)^2 + 730465734545084131216673734656*log(2)^25*log(16)^10 + 28278928129827114019091682164736*log(2)^26*log(16
)^9 - 7241590335277077625110551857201152*log(2)^27*log(16)^8 + 20514090989793883077392261103747072*log(2)^28*l
og(16)^7 + 2200967921289277914401640951758979072*log(2)^29*log(16)^6 - 11674764105393429908052643868980543488*
log(2)^30*log(16)^5 - 62300301770830064459841019485622370304*log(2)^31*log(16)^4 + 467043542384840655804932426
112360775680*log(2)^32*log(16)^3 - 423552325521341105526968894967389356032*log(2)^33*log(16)^2 + 1117063409477
896491090038489088*log(2)^26*log(16)^10 + 842411295240649620191595768840192*log(2)^27*log(16)^9 + 284829550682
64628989068721537417216*log(2)^28*log(16)^8 - 625300713359658507560951940384817152*log(2)^29*log(16)^7 - 25302
94658029505445577823119428550656*log(2)^30*log(16)^6 + 68548273042525424837739910979056041984*log(2)^31*log(16
)^5 - 219604610383527186597739485911989616640*log(2)^32*log(16)^4 - 609400669317888418765366276478673616896*lo
g(2)^33*log(16)^3 + 3898804998353780246705519394845293019136*log(2)^34*log(16)^2 - 512649627015787174600465994
21952*log(2)^27*log(16)^10 - 6412182060976407246796132775362560*log(2)^28*log(16)^9 + 243186928854796343046194
71794339840*log(2)^29*log(16)^8 + 2472217099349513677636100190376034304*log(2)^30*log(16)^7 - 2177863462812014
3040461846300413919232*log(2)^31*log(16)^6 - 58470353865552492123479584128840499200*log(2)^32*log(16)^5 + 1130
249601214387131955736146257937170432*log(2)^33*log(16)^4 - 3066772622898494466888150597368002117632*log(2)^34*
log(16)^3 - 2333374973896698468052071433006089240576*log(2)^35*log(16)^2 + 264635317460329142356708272635904*l
og(2)^28*log(16)^10 + 9880617451579903693945503530090496*log(2)^29*log(16)^9 - 5693332542145498862281782216810
82368*log(2)^30*log(16)^8 + 540640919196266908534054671259533312*log(2)^31*log(16)^7 + 78076310923271058615631
863962237140992*log(2)^32*log(16)^6 - 505779004395565080290282053944773443584*log(2)^33*log(16)^5 - 1073638312
80688708914703753234140364800*log(2)^34*log(16)^4 + 8487207291992152597935787712670641160192*log(2)^35*log(16)
^3 - 20911381884674138249713431555026756567040*log(2)^36*log(16)^2 - 524807696665123021232837442404352*log(2)^
29*log(16)^10 + 48476900661679111432195109849923584*log(2)^30*log(16)^9 + 104281384722698878095120294449302732
8*log(2)^31*log(16)^8 - 22758824317267412337530376724565458944*log(2)^32*log(16)^7 + 4118947878698718620023369
8309974261760*log(2)^33*log(16)^6 + 1099189588813609351684792436561754980352*log(2)^34*log(16)^5 - 68632769776
29666555897221944083008716800*log(2)^35*log(16)^4 + 9736010812359771045888320360369363091456*log(2)^36*log(16)
^3 + 23247387787370199127825636722716448915456*log(2)^37*log(16)^2 - 164015025522981130741312627440353280*log(
2)^31*log(16)^9 + 2119730126686927928967768968936816640*log(2)^32*log(16)^8 + 26191439255923238740949881851331
215360*log(2)^33*log(16)^7 - 448940900763698336652958304699651457024*log(2)^34*log(16)^6 + 1322208941818648263
013020494547533168640*log(2)^35*log(16)^5 + 6493766567641669258490114796336193732608*log(2)^36*log(16)^4 - 440
85181159417013472171148747455867125760*log(2)^37*log(16)^3 + 73747814288883871636210571652539023884288*log(2)^
38*log(16)^2 + 45931517058572692849552787521929216*log(2)^32*log(16)^9 - 5934955568071033707599224645324111872
*log(2)^33*log(16)^8 + 58106666060042284422262809554803752960*log(2)^34*log(16)^7 + 15208432439542376471368472
6631754629120*log(2)^35*log(16)^6 - 3970249061997220012916944527567454470144*log(2)^36*log(16)^5 + 16010560341
067323083233907072952466145280*log(2)^37*log(16)^4 - 8210853975816312431952458480320983859200*log(2)^38*log(16
)^3 - 77477024914647865387224633753254397739008*log(2)^39*log(16)^2 + 246046227814548470970254479526461440*log
(2)^33*log(16)^9 - 2600928105855574353223591484045918208*log(2)^34*log(16)^8 - 6185306963124220411270324070536
2886656*log(2)^35*log(16)^7 + 800385786418336059280054410767348269056*log(2)^36*log(16)^6 - 137069758286102370
9291808213811368820736*log(2)^37*log(16)^5 - 17943650266245912464099544814405331976192*log(2)^38*log(16)^4 + 9
9572180504994568868650713268320309608448*log(2)^39*log(16)^3 - 185251025635574292238385567426106963787776*log(
2)^40*log(16)^2 + 7873479290065551071048143344846766080*log(2)^35*log(16)^8 - 62593544277829420095343612193773
977600*log(2)^36*log(16)^7 - 281613448619006037943394364414587043840*log(2)^37*log(16)^6 + 3825007704184083176
975926815066465239040*log(2)^38*log(16)^5 - 5930516532175321623017721392167271792640*log(2)^39*log(16)^4 - 472
60971389569327672131543614076770844672*log(2)^40*log(16)^3 + 212869939114238688807220547407585543716864*log(2)
^41*log(16)^2) - 580063894600486381578501488640*log(2)^20*log(16) + 9500075828640791601169997758464*log(2)^21*
log(16) - 95158565307243745758282239705088*log(2)^22*log(16) + 569896196867332148901492893417472*log(2)^23*log
(16) - 1521399871275164835594924032262144*log(2)^24*log(16) - 4527252425314587905867313661870080*log(2)^25*log
(16) + 56976123558913584689953436753461248*log(2)^26*log(16) - 197758950170900464043475379477807104*log(2)^27*
log(16) + 25190851974784626741014004460683264*log(2)^28*log(16) + 2164670554654869238538740712286978048*log(2)
^29*log(16) - 5790428425282489052901988608314966016*log(2)^30*log(16) - 11143631779400919997561573054001184768
*log(2)^31*log(16) + 85738057226730816854734595039252447232*log(2)^32*log(16) - 402398761640910502238165445701
93215488*log(2)^33*log(16) - 705615521968293048595654819919935045632*log(2)^34*log(16) + 124877740940251091480
6339984684117655552*log(2)^35*log(16) + 2413379991224675941596944430068398030848*log(2)^36*log(16) - 579703148
0038027244572565902302684119040*log(2)^37*log(16) - 5419354479928573317022025188775571750912*log(2)^38*log(16)
+ 8471047207147118747151545394560099155968*log(2)^39*log(16) + 17105616352250916588785241211589885952000*log(
2)^40*log(16) - 14060698354537444939439555815557386207232*log(2)^41*log(16) - root(39891853389577611902976*z^9
*log(2)^5*log(16)^5 - 86060733699094216704*z^9*log(2)*log(16)^5 + 326184205507809509376*z^9*log(2)^3*log(16)^8
- 290285171330431057920*z^9*log(2)^2*log(16)^7 + 2215816992556113199104*z^9*log(2)^3*log(16)^6 + 123842530044
178792278650781696*z^9*log(2)^16*log(16)^2 - 39687253348106798042751959040*z^9*log(2)^15*log(16)^3 + 545413802
3163812483180789760*z^9*log(2)^14*log(16)^4 + 298798124991149884399681536*z^9*log(2)^13*log(16)^5 - 2110529818
26882783179440128*z^9*log(2)^12*log(16)^6 + 27482585573562273629208576*z^9*log(2)^11*log(16)^7 - 1246561192484
064460800000*z^9*log(2)^10*log(16)^8 + 78974202988091481407839272960*z^9*log(2)^15*log(16)^2 - 198007369910403
15305911910400*z^9*log(2)^14*log(16)^3 + 35741402510903096220057600*z^9*log(2)^13*log(16)^4 + 1223249500935658
468131471360*z^9*log(2)^12*log(16)^5 - 306705910296687194438369280*z^9*log(2)^11*log(16)^6 + 32893259498315505
740021760*z^9*log(2)^10*log(16)^7 - 1371217311732470906880000*z^9*log(2)^9*log(16)^8 - 51928236940559722209418
936320*z^9*log(2)^14*log(16)^2 + 22653906138356001533853696000*z^9*log(2)^13*log(16)^3 - 604490431451004436343
6851200*z^9*log(2)^12*log(16)^4 + 1002092592156767649508884480*z^9*log(2)^11*log(16)^5 - 994005401764408032912
99840*z^9*log(2)^10*log(16)^6 + 5252821880948975028142080*z^9*log(2)^9*log(16)^7 - 106425161808327003340800*z^
9*log(2)^8*log(16)^8 - 25985456805598117123973971968*z^9*log(2)^13*log(16)^2 + 8904500033259910636662423552*z^
9*log(2)^12*log(16)^3 - 1463726986292979050238443520*z^9*log(2)^11*log(16)^4 + 20687960714495345893048320*z^9*
log(2)^10*log(16)^5 + 32455132194194622209064960*z^9*log(2)^9*log(16)^6 - 4895014799513938934366208*z^9*log(2)
^8*log(16)^7 + 235801852472521541025792*z^9*log(2)^7*log(16)^8 + 10458077679364933922039267328*z^9*log(2)^12*l
og(16)^2 - 4252626679583287373148979200*z^9*log(2)^11*log(16)^3 + 1050715833374681819460403200*z^9*log(2)^10*l
og(16)^4 - 159876925083096894274535424*z^9*log(2)^9*log(16)^5 + 14373805337304631496146944*z^9*log(2)^8*log(16
)^6 - 673961781437114615857152*z^9*log(2)^7*log(16)^7 + 11539273312125069557760*z^9*log(2)^6*log(16)^8 + 11752
56299792052575249891328*z^9*log(2)^11*log(16)^2 - 414390373412585697812938752*z^9*log(2)^10*log(16)^3 + 646501
76991809711068151808*z^9*log(2)^9*log(16)^4 + 1854550914029806128463872*z^9*log(2)^8*log(16)^5 - 2211484668165
338274201600*z^9*log(2)^7*log(16)^6 + 288343697632312141283328*z^9*log(2)^6*log(16)^7 - 9549428705086377295872
*z^9*log(2)^5*log(16)^8 - 354577405862133891072*z^9*log(2)^4*log(16)^9 - 1122171285897950218351017984*z^9*log(
2)^10*log(16)^2 + 399171427934682113755840512*z^9*log(2)^9*log(16)^3 - 79960309389239938543779840*z^9*log(2)^8
*log(16)^4 + 8199395580102011120517120*z^9*log(2)^7*log(16)^5 + 238933186347363315530858496*z^9*log(2)^9*log(1
6)^2 - 80601531071794363376861184*z^9*log(2)^8*log(16)^3 + 15801573355560166081167360*z^9*log(2)^7*log(16)^4 +
9298394831979139540451328*z^9*log(2)^8*log(16)^2 + 41083204191928713216*z^9*log(2)*log(16)^7 + 72576741127237
926912*z^9*log(2)^2*log(16)^6 + 217433519037860334796800*z^9*log(2)^6*log(16)^4 - 62604813896100347904*z^9*log
(2)*log(16)^6 + 2287301029909015560192*z^9*log(2)^4*log(16)^8 + 860607336990942167040*z^9*log(2)^2*log(16)^4 -
34781060753740523372544*z^9*log(2)^5*log(16)^7 - 12061675477612716097536*z^9*log(2)^4*log(16)^6 - 19235491816
2450272539197308928*z^9*log(2)^17*log(16) - 135253636564688379661548257280*z^9*log(2)^16*log(16) + 66912756119
322790115577692160*z^9*log(2)^15*log(16) + 38739683348011375398255329280*z^9*log(2)^14*log(16) - 1438063347907
7761339166294016*z^9*log(2)^13*log(16) - 1654810668631251437947453440*z^9*log(2)^12*log(16) + 1695121451630735
519083659264*z^9*log(2)^11*log(16) - 382080505242181519143862272*z^9*log(2)^10*log(16) - 166138300706367808166
95296*z^9*log(2)^9*log(16) + 28001302559665836968116224*z^9*log(2)^8*log(16) - 6335599650440650149593088*z^9*l
og(2)^7*log(16) + 613119287375828443201536*z^9*log(2)^6*log(16) - 22031547826968119476224*z^9*log(2)^5*log(16)
- 36095280241649909760*z^9*log(2)^2*log(16)^8 - 2458276284328756924907520*z^9*log(2)^7*log(16)^3 - 1646043204
5742883193487360*z^9*log(2)^7*log(16)^2 + 3812507577701533835329536*z^9*log(2)^6*log(16)^2 - 37748767183993807
9358976*z^9*log(2)^5*log(16)^2 + 122973282561668677632000*z^9*log(2)^4*log(16)^3 + 13769717391855074672640*z^9
*log(2)^4*log(16)^2 - 4589905797285024890880*z^9*log(2)^3*log(16)^3 - 768681489346863971696640*z^9*log(2)^5*lo
g(16)^4 - 196276919084962793127936*z^9*log(2)^6*log(16)^6 - 1834819010729760125878272*z^9*log(2)^6*log(16)^5 +
2038004543189661253632*z^9*log(2)^2*log(16)^5 - 7492712245033376415744*z^9*log(2)^4*log(16)^7 + 2014711726503
77737666560*z^9*log(2)^4*log(16)^4 - 22165008797507455549440*z^9*log(2)^3*log(16)^4 + 1127838816842859675648*z
^9*log(2)^3*log(16)^7 + 44356209745678118682624*z^9*log(2)^4*log(16)^5 - 15545798395541757886464*z^9*log(2)^3*
log(16)^5 + 4966619654890161942036480*z^9*log(2)^6*log(16)^3 - 1197214757321908357693440*z^9*log(2)^5*log(16)^
3 + 132638588855041054998528*z^9*log(2)^5*log(16)^6 + 3585863904128925696*z^9*log(16)^6 - 1593717290723966976*
z^9*log(16)^7 + 121587758137205248379968290816*z^9*log(2)^18 + 90125520571493247428497244160*z^9*log(2)^17 - 3
7239477867574377424481157120*z^9*log(2)^16 - 23739599107574474469613240320*z^9*log(2)^15 + 8502961830657655140
280958976*z^9*log(2)^14 + 939420088284129196372918272*z^9*log(2)^13 - 1075155890689253891458990080*z^9*log(2)^
12 + 255637045349843010236448768*z^9*log(2)^11 + 11790098290366654212734976*z^9*log(2)^10 - 194602070809568550
54237696*z^9*log(2)^9 + 4335917636540526772617216*z^9*log(2)^8 - 413098102265755874623488*z^9*log(2)^7 + 14687
698551312079650816*z^9*log(2)^6 - 233436164811607425024*z^7*log(2)^5*log(16)^5 + 673556266932240384*z^7*log(2)
^3*log(16)^7 - 98151710219933303439360*z^7*log(2)^8*log(16)^5 - 368858378993352376320*z^7*log(2)^5*log(16)^4 -
1211190257092474699776*z^7*log(2)^7*log(16)^7 + 36615732518464782336*z^7*log(2)^6*log(16)^7 + 327519998304330
7634688*z^7*log(2)^7*log(16)^6 - 53175788508856320*z^7*log(2)^2*log(16)^5 - 9932316492180586053500928*z^7*log(
2)^11*log(16) - 6259056483078122766336*z^7*log(2)^7*log(16)^2 + 493943913405283272104293171200*z^7*log(2)^21*l
og(16)^2 - 111697745193015762968012390400*z^7*log(2)^20*log(16)^3 + 4396381616790873973142323200*z^7*log(2)^19
*log(16)^4 + 2869750959700828919357767680*z^7*log(2)^18*log(16)^5 - 533246596826690744557240320*z^7*log(2)^17*
log(16)^6 + 29548117155177824256000000*z^7*log(2)^16*log(16)^7 + 289354164750296469628551954432*z^7*log(2)^20*
log(16)^2 - 32531711100654122296651284480*z^7*log(2)^19*log(16)^3 - 12992699512127510086869319680*z^7*log(2)^1
8*log(16)^4 + 4852997890202389306851459072*z^7*log(2)^17*log(16)^5 - 591267752442472403111510016*z^7*log(2)^16
*log(16)^6 + 19910466878907783674068992*z^7*log(2)^15*log(16)^7 + 738702928879445606400000*z^7*log(2)^14*log(1
6)^8 - 285637800192325736722920898560*z^7*log(2)^19*log(16)^2 + 98371693751310900807635828736*z^7*log(2)^18*lo
g(16)^3 - 18368248999056039214432911360*z^7*log(2)^17*log(16)^4 + 1497119415985076891453227008*z^7*log(2)^16*l
og(16)^5 + 49221312653329530001293312*z^7*log(2)^15*log(16)^6 - 18180808744995139375595520*z^7*log(2)^14*log(1
6)^7 + 1009060813820033903886336*z^7*log(2)^13*log(16)^8 - 5771116631870668800000*z^7*log(2)^12*log(16)^9 - 12
4831590623940000968632958976*z^7*log(2)^18*log(16)^2 + 24630628253627355554195177472*z^7*log(2)^17*log(16)^3 +
937388753107848797481861120*z^7*log(2)^16*log(16)^4 - 1255047485601324419870883840*z^7*log(2)^15*log(16)^5 +
204809536695529274660093952*z^7*log(2)^14*log(16)^6 - 11717187665417145497419776*z^7*log(2)^13*log(16)^7 + 690
37790665081337413632*z^7*log(2)^12*log(16)^8 + 144277915796766720000*z^7*log(2)^11*log(16)^9 + 727506500481064
20194682863616*z^7*log(2)^17*log(16)^2 - 25310229592600211136102531072*z^7*log(2)^16*log(16)^3 + 4981570747192
999094035415040*z^7*log(2)^15*log(16)^4 - 495839183287916587621810176*z^7*log(2)^14*log(16)^5 + 71315185247680
16161308672*z^7*log(2)^13*log(16)^6 + 3145327788913513784672256*z^7*log(2)^12*log(16)^7 - 22803623793267636908
8512*z^7*log(2)^11*log(16)^8 + 2050189183472055091200*z^7*log(2)^10*log(16)^9 + 11113397738566568150550183936*
z^7*log(2)^16*log(16)^2 - 1730273245377871585134772224*z^7*log(2)^15*log(16)^3 - 347977740172590822444761088*z
^7*log(2)^14*log(16)^4 + 177676161562494994156093440*z^7*log(2)^13*log(16)^5 - 25932052540748540682436608*z^7*
log(2)^12*log(16)^6 + 1329392070928597228978176*z^7*log(2)^11*log(16)^7 + 4594920680657661198336*z^7*log(2)^10
*log(16)^8 - 325769614762388226048*z^7*log(2)^9*log(16)^9 - 9757349142126044471428644864*z^7*log(2)^15*log(16)
^2 + 2956087659672491455326191616*z^7*log(2)^14*log(16)^3 - 479416112984416385910177792*z^7*log(2)^13*log(16)^
4 + 32600816475657751926669312*z^7*log(2)^12*log(16)^5 + 1332058076129642781081600*z^7*log(2)^11*log(16)^6 - 3
48047925730145546010624*z^7*log(2)^10*log(16)^7 + 15244077027130664288256*z^7*log(2)^9*log(16)^8 + 10974189692
9963409408*z^7*log(2)^8*log(16)^9 + 1054325623872774442202431488*z^7*log(2)^14*log(16)^2 - 3879039281597022194
49434112*z^7*log(2)^13*log(16)^3 + 94358641643715969140391936*z^7*log(2)^12*log(16)^4 - 1480433482655406780265
2672*z^7*log(2)^11*log(16)^5 - 20050167035881976758272*z^7*log(2)^9*log(16)^7 - 3085423018457822134272*z^7*log
(2)^8*log(16)^8 + 923378661099307008*z^7*log(2)^6*log(16)^10 + 439717063721098183459209216*z^7*log(2)^13*log(1
6)^2 - 100163275206331687237582848*z^7*log(2)^12*log(16)^3 + 7724437987936607636815872*z^7*log(2)^11*log(16)^4
+ 983985440664791726161920*z^7*log(2)^10*log(16)^5 - 56362394569203379077120*z^7*log(2)^8*log(16)^4 - 2571545
9326234001080320*z^7*log(2)^7*log(16)^4 + 3861909841379328*z^7*log(2)^2*log(16)^8 + 1103104398484302980972544*
z^7*log(2)^9*log(16)^4 - 467987975245246475796480*z^7*log(2)^9*log(16)^3 - 30229233644077056*z^7*log(2)^2*log(
16)^7 - 1098105262815021170688*z^7*log(2)^6*log(16)^6 - 528327635325136404480*z^7*log(2)^6*log(16)^2 + 1290450
0695113138176*z^7*log(2)^7*log(16)^9 + 15363997671139118678016*z^7*log(2)^8*log(16)^7 + 232469737601699598336*
z^7*log(2)^5*log(16)^6 + 193036236732594980388864*z^7*log(2)^8*log(16)^2 - 6433183308303386089095168*z^7*log(2
)^10*log(16)^3 + 34032504645668044800*z^7*log(2)^5*log(16)^2 - 105806342382944256*z^7*log(2)^3*log(16)^8 + 295
492739690166422077440*z^7*log(2)^9*log(16)^5 - 1134893795057860608*z^7*log(2)^5*log(16)^8 + 187663101421406894
16192*z^7*log(2)^7*log(16)^5 + 331686148607325946773504*z^7*log(2)^8*log(16)^3 + 3787247002506018737356800*z^7
*log(2)^10*log(16)^2 + 33737800838501744640*z^7*log(2)^4*log(16)^5 + 72098540908904448*z^7*log(2)^2*log(16)^6
+ 99279094903159652352*z^7*log(2)^6*log(16)^8 - 7858413694841978880*z^7*log(2)^4*log(16)^4 - 11716246718464647
168*z^7*log(2)^4*log(16)^6 - 8507061461380497408*z^7*log(2)^6*log(16)^9 - 959750984463104950780475473920*z^7*l
og(2)^22*log(16) - 673964515164969840628325154816*z^7*log(2)^21*log(16) + 439228720274831278204772155392*z^7*l
og(2)^20*log(16) + 251343221001540985426135744512*z^7*log(2)^19*log(16) - 113041109799459185843836551168*z^7*l
og(2)^18*log(16) - 23397168799708306983792672768*z^7*log(2)^17*log(16) + 16900330545976756923311063040*z^7*log
(2)^16*log(16) - 1718703458769011084227510272*z^7*log(2)^15*log(16) - 898591475115826182843531264*z^7*log(2)^1
4*log(16) + 362681734281810942703435776*z^7*log(2)^13*log(16) + 3769363937713880825856*z^7*log(2)^8*log(16)^6
+ 109010375740434677760*z^7*log(2)^5*log(16)^3 - 383490952522447284338688*z^7*log(2)^9*log(16) - 9924339767247
91296*z^7*log(2)^3*log(16)^6 + 1167398629486350041088*z^7*log(2)^7*log(16) - 35667488908657354868785152*z^7*lo
g(2)^12*log(16) - 1025321872492855296*z^7*log(2)^5*log(16)^9 + 1247799857715365541838848*z^7*log(2)^10*log(16)
^6 - 181055630873788315437367296*z^7*log(2)^12*log(16)^2 + 45379975869148682111680512*z^7*log(2)^11*log(16)^3
+ 3412738782852485738397696*z^7*log(2)^10*log(16) - 48352356082211838492672*z^7*log(2)^7*log(16)^3 - 123759740
5618296176640*z^7*log(2)^6*log(16)^5 + 94555012633657344*z^7*log(2)^4*log(16)^9 - 8508126161417011200*z^7*log(
2)^4*log(16)^3 - 27851145844400455680*z^7*log(2)^5*log(16)^7 + 388840485125652480*z^7*log(2)^4*log(16)^8 - 153
0928540315008000*z^7*log(2)^4*log(16)^7 + 10127001790863988752384*z^7*log(2)^8*log(16) - 236894163845093517164
544*z^7*log(2)^9*log(16)^6 + 5902651046377927802880*z^7*log(2)^6*log(16)^4 + 2044855353392022159360*z^7*log(2)
^6*log(16)^3 - 215808435478151036928*z^7*log(2)^7*log(16)^8 + 1063515770177126400*z^7*log(2)^3*log(16)^4 - 472
261806164754432*z^7*log(2)^3*log(16)^5 - 1567115335638115119267840*z^7*log(2)^9*log(16)^2 - 680650092913360896
00*z^7*log(2)^6*log(16) - 5748226214355619320692736*z^7*log(2)^10*log(16)^4 + 20827507222737454708555776*z^7*l
og(2)^11*log(16)^2 + 54452007433068871680*z^7*log(2)^7 + 25300655133870152849817600*z^7*log(2)^13 - 2874745128
757553906319360*z^7*log(2)^11 + 9225285048457606968901632*z^7*log(2)^12 - 6793323754933683486720*z^7*log(2)^9
+ 304595883082212333060096*z^7*log(2)^10 - 992982028301654556672*z^7*log(2)^8 + 720520048220475545955367649280
*z^7*log(2)^23 + 552090160147694095632571564032*z^7*log(2)^22 - 281630088362585703573054554112*z^7*log(2)^21 -
190718279628806563204285071360*z^7*log(2)^20 + 74129332484801326692616372224*z^7*log(2)^19 + 1787490447511687
2155529216000*z^7*log(2)^18 - 12107553952535868219429224448*z^7*log(2)^17 + 1250650789250916910198947840*z^7*l
og(2)^16 + 719253331991231457971404800*z^7*log(2)^15 - 291026699643141903372779520*z^7*log(2)^14 - 23147557503
69888829440*z^6*log(2)^9*log(16)^7 + 10269228642301440*z^6*log(2)^3*log(16)^7 - 29533695505431924510720*z^6*lo
g(2)^8*log(16)^3 + 1189958038774087680*z^6*log(2)^7*log(16)^9 + 431293688860620635504640*z^6*log(2)^10*log(16)
^4 - 453678130239952896*z^6*log(2)^5*log(16)^8 - 20520927023415414975627264*z^6*log(2)^12*log(16)^4 + 88349993
7163902720*z^6*log(2)^4*log(16)^3 - 562516217229312*z^6*log(2)^3*log(16)^8 + 27219164301383612282323379159040*
z^6*log(2)^26*log(16)^2 - 3362185909333931709796460789760*z^6*log(2)^25*log(16)^3 - 44037805283625137647153840
1280*z^6*log(2)^24*log(16)^4 + 151116596367261494852991320064*z^6*log(2)^23*log(16)^5 - 1075814114378741050245
1200000*z^6*log(2)^22*log(16)^6 + 15387618866833669109579608227840*z^6*log(2)^25*log(16)^2 + 16892175028587541
07309681541120*z^6*log(2)^24*log(16)^3 - 1369261778729601489038380892160*z^6*log(2)^23*log(16)^4 + 18569928656
2434753157750849536*z^6*log(2)^22*log(16)^5 - 356309634682239035841183744*z^6*log(2)^21*log(16)^6 - 1008575732
230069734604800000*z^6*log(2)^20*log(16)^7 - 22457535293829652130568540782592*z^6*log(2)^24*log(16)^2 + 616648
0438489793400721008230400*z^6*log(2)^23*log(16)^3 - 618290812001635677655825121280*z^6*log(2)^22*log(16)^4 - 5
8951170862788997582071791616*z^6*log(2)^21*log(16)^5 + 17241440770355885301911519232*z^6*log(2)^20*log(16)^6 -
792780868562124014188756992*z^6*log(2)^19*log(16)^7 - 31517991632189679206400000*z^6*log(2)^18*log(16)^8 - 11
111526285381122368621397409792*z^6*log(2)^23*log(16)^2 + 215766892500971873148736634880*z^6*log(2)^22*log(16)^
3 + 627383283599806913124444930048*z^6*log(2)^21*log(16)^4 - 125346044145486124134118195200*z^6*log(2)^20*log(
16)^5 + 5500723295755742545830739968*z^6*log(2)^19*log(16)^6 + 513075082182089349865144320*z^6*log(2)^18*log(1
6)^7 - 30058078259786653265559552*z^6*log(2)^17*log(16)^8 - 328312412835309158400000*z^6*log(2)^16*log(16)^9 +
7641661186553995955973220466688*z^6*log(2)^22*log(16)^2 - 2431538076903499767389689479168*z^6*log(2)^21*log(1
6)^3 + 337927714123952701709601472512*z^6*log(2)^20*log(16)^4 + 3626816900865020876657000448*z^6*log(2)^19*log
(16)^5 - 6033556429062205015446257664*z^6*log(2)^18*log(16)^6 + 440080674281603340410290176*z^6*log(2)^17*log(
16)^7 + 5830946644423711364481024*z^6*log(2)^16*log(16)^8 - 320104602514426429440000*z^6*log(2)^15*log(16)^9 +
2521682029196499519342586626048*z^6*log(2)^21*log(16)^2 - 62673927269462738554645905408*z^6*log(2)^20*log(16)
^3 - 147272121731833107684928782336*z^6*log(2)^19*log(16)^4 + 31961562805852078933071101952*z^6*log(2)^18*log(
16)^5 - 1802403904256641871596486656*z^6*log(2)^17*log(16)^6 - 108389442457409918689345536*z^6*log(2)^16*log(1
6)^7 + 10071431410166628630921216*z^6*log(2)^15*log(16)^8 + 17113284519040489881600*z^6*log(2)^14*log(16)^9 -
1573711118908000777758390091776*z^6*log(2)^20*log(16)^2 + 459669048626336979857965056000*z^6*log(2)^19*log(16)
^3 - 60143520191211720887859412992*z^6*log(2)^18*log(16)^4 - 835177083244657682398838784*z^6*log(2)^17*log(16)
^5 + 1086953945377833050513080320*z^6*log(2)^16*log(16)^6 - 81126835844624429233471488*z^6*log(2)^15*log(16)^7
- 923000999226917391433728*z^6*log(2)^14*log(16)^8 + 72020252441617593532416*z^6*log(2)^13*log(16)^9 - 179785
402450495369825241530368*z^6*log(2)^19*log(16)^2 - 30068039090131964967329464320*z^6*log(2)^18*log(16)^3 + 234
49625719834479951083470848*z^6*log(2)^17*log(16)^4 - 4121250483220846303751700480*z^6*log(2)^16*log(16)^5 + 18
3807548595177527426678784*z^6*log(2)^15*log(16)^6 + 17376305679592258195685376*z^6*log(2)^14*log(16)^7 - 12800
43172054301486874624*z^6*log(2)^13*log(16)^8 - 9557700150484531150848*z^6*log(2)^12*log(16)^9 + 19293894034629
1452238979137536*z^6*log(2)^18*log(16)^2 - 44497052490147171980474843136*z^6*log(2)^17*log(16)^3 + 38567445161
14102414183759872*z^6*log(2)^16*log(16)^4 + 401972629264402942324113408*z^6*log(2)^15*log(16)^5 - 114270926284
443271651393536*z^6*log(2)^14*log(16)^6 + 6180129455730829408862208*z^6*log(2)^13*log(16)^7 + 2034568989022536
56604672*z^6*log(2)^12*log(16)^8 - 6299475584994043232256*z^6*log(2)^11*log(16)^9 - 67781764841321005056*z^6*l
og(2)^10*log(16)^10 - 15372741760716459412297875456*z^6*log(2)^17*log(16)^2 + 8531861691574380241052762112*z^6
*log(2)^16*log(16)^3 - 2213048992248005897949806592*z^6*log(2)^15*log(16)^4 + 251373508538022605793263616*z^6*
log(2)^14*log(16)^5 - 1848588195123441388486656*z^6*log(2)^13*log(16)^6 - 1731119671003139492806656*z^6*log(2)
^12*log(16)^7 + 68143640680814264451072*z^6*log(2)^11*log(16)^8 + 1811278236746784964608*z^6*log(2)^10*log(16)
^9 + 1709693302191685632*z^6*log(2)^9*log(16)^10 - 11015863215552855382375268352*z^6*log(2)^16*log(16)^2 + 144
7900028777643677640032256*z^6*log(2)^15*log(16)^3 + 93226789449995161410994176*z^6*log(2)^14*log(16)^4 - 51019
420059121061392809984*z^6*log(2)^13*log(16)^5 + 5784564145627679208505344*z^6*log(2)^12*log(16)^6 - 1363340659
46209214791680*z^6*log(2)^11*log(16)^7 - 17794941763487841386496*z^6*log(2)^10*log(16)^8 + 3648653229954170880
*z^6*log(2)^8*log(16)^10 + 3228381923594686450492243968*z^6*log(2)^15*log(16)^2 - 724641476748366006567567360*
z^6*log(2)^14*log(16)^3 + 82908068489679118496956416*z^6*log(2)^13*log(16)^4 - 288189500947955712*z^6*log(2)^7
*log(16)^10 - 74274430577261214028529664*z^6*log(2)^14*log(16)^2 - 399724281178968953520*z^6*log(2)^6*log(16)^
4 - 491944398634433016*z^6*log(2)^4*log(16)^7 + 161814929667548527337472*z^6*log(2)^9*log(16)^2 + 204961729388
639161536*z^6*log(2)^6*log(16)^5 - 4125897864342222077952*z^6*log(2)^8*log(16)^6 + 87725291999291919360*z^6*lo
g(2)^6*log(16)^3 - 83473317454716665856*z^6*log(2)^7*log(16)^7 - 447514063561820547072*z^6*log(2)^7*log(16) -
2462949565483951167897600*z^6*log(2)^12*log(16)^5 - 43456222173745970675712*z^6*log(2)^10*log(16)^6 + 18198622
18468885964783616*z^6*log(2)^11*log(16)^5 - 16921304824794814944*z^6*log(2)^5*log(16)^6 - 8528799859198433280*
z^6*log(2)^6*log(16)^7 - 96732379502899200*z^6*log(2)^5*log(16) + 35643209532966099323191296*z^6*log(2)^12*log
(16)^2 + 884618973287795751911424*z^6*log(2)^10*log(16)^3 - 2446871157259259756544*z^6*log(2)^7*log(16)^5 + 17
1922188275712*z^6*log(2)^2*log(16)^7 + 502886819236945809786273792*z^6*log(2)^14*log(16) - 1018783545280713404
153856*z^6*log(2)^10*log(16)^2 + 425490490287776880*z^6*log(2)^4*log(16)^4 - 348875765437990227148800*z^6*log(
2)^10*log(16)^5 - 49254962822814528*z^6*log(2)^3*log(16)^6 - 154996914339531802206535680*z^6*log(2)^13*log(16)
^2 - 6804811008899714488320*z^6*log(2)^9*log(16) + 456861058425862225920*z^6*log(2)^8*log(16)^8 + 677726894968
08044249088*z^6*log(2)^9*log(16)^3 + 5159438920934536660992*z^6*log(2)^8*log(16) + 14453852827109437440*z^6*lo
g(2)^6*log(16) - 70962833399624687096411801518080*z^6*log(2)^27*log(16) - 60240412727039816808800100286464*z^6
*log(2)^26*log(16) + 38339495049476810267699982630912*z^6*log(2)^25*log(16) + 33994301636480779734595267461120
*z^6*log(2)^24*log(16) - 11694573104251476175848877326336*z^6*log(2)^23*log(16) - 7522709754609024209173233008
640*z^6*log(2)^22*log(16) + 2717666363233404803119388295168*z^6*log(2)^21*log(16) + 69953369474237451545149754
5728*z^6*log(2)^20*log(16) - 407394900425855259027255066624*z^6*log(2)^19*log(16) + 92228725503857172787589283
84*z^6*log(2)^18*log(16) + 30665138708432699678445797376*z^6*log(2)^17*log(16) - 7322398929748928765796286464*
z^6*log(2)^16*log(16) - 381648905787739458332786688*z^6*log(2)^15*log(16) + 39224176485751990517760*z^6*log(2)
^9*log(16)^5 - 7021992494910173771464704*z^6*log(2)^11*log(16)^3 + 11077820355270188520*z^6*log(2)^5*log(16)^5
+ 50622673245337152*z^6*log(2)^4*log(16)^8 + 377860857433200*z^6*log(2)^2*log(16)^4 + 863456387448098562048*z
^6*log(2)^7*log(16)^6 - 4709884366472984064*z^6*log(2)^6*log(16)^6 + 153845414578809377280*z^6*log(2)^6*log(16
)^2 - 3428501558179921920*z^6*log(2)^7*log(16)^8 - 20960866872766080000*z^6*log(2)^5*log(16)^3 + 1236492770337
9980845056*z^6*log(2)^9*log(16)^6 + 89867773389200328*z^6*log(2)^3*log(16)^5 + 3452328953182252861489152*z^6*l
og(2)^11*log(16) + 157381389216852738048*z^6*log(2)^9*log(16)^9 + 86928721173973590085730304*z^6*log(2)^13*log
(16)^3 - 3418251093059042661120*z^6*log(2)^8*log(16)^2 - 733874513250816*z^6*log(2)^4*log(16)^9 - 913808341670
584909824*z^6*log(2)^9*log(16)^8 - 52735513006439280*z^6*log(2)^3*log(16)^4 + 17349706531128648858624*z^6*log(
2)^8*log(16)^4 - 34503236222976*z^6*log(2)^2*log(16)^8 - 174443291874146602745856*z^6*log(2)^9*log(16)^4 - 302
539563370824597504*z^6*log(2)^8*log(16)^7 + 21591662529873134160*z^6*log(2)^5*log(16)^4 - 6045773718931200*z^6
*log(2)^3*log(16)^3 - 564419724979741890969600*z^6*log(2)^11*log(16)^2 - 25436296905818112*z^6*log(2)^5*log(16
)^9 - 594004800714056681914368*z^6*log(2)^11*log(16)^6 + 70491051041827074342912*z^6*log(2)^10*log(16)^7 + 135
62859415850719899549696*z^6*log(2)^12*log(16)^3 + 735335859001098240*z^6*log(2)^6*log(16)^9 + 5649598662527554
265088*z^6*log(2)^8*log(16)^5 - 5380463081105164800*z^6*log(2)^5*log(16)^2 - 2323037267943811560*z^6*log(2)^4*
log(16)^5 - 1453317212872357636608*z^6*log(2)^7*log(16)^2 + 36274642313587200*z^6*log(2)^4*log(16)^2 + 1817781
967379052808372224*z^6*log(2)^11*log(16)^4 + 5497448279142850560*z^6*log(2)^5*log(16)^7 - 176425557898752*z^6*
log(2)^2*log(16)^6 - 248323306630464*z^6*log(2)^2*log(16)^5 - 5520997424460465451302912*z^6*log(2)^12*log(16)
+ 1427447982544521205248*z^6*log(2)^7*log(16)^4 + 1728484150196149155*z^6*log(2)^4*log(16)^6 - 386536493461700
910661632*z^6*log(2)^10*log(16) - 2036008296755822592*z^6*log(2)^6*log(16)^8 - 75919979628975882240*z^6*log(2)
^8*log(16)^9 - 7797294954971136*z^6*log(2)^6*log(16)^10 - 80683436703683078975913984*z^6*log(2)^13*log(16) + 2
320643794712151608064*z^6*log(2)^7*log(16)^3 + 349362663740704896712704*z^6*log(2)^11 - 5948842856418627563520
*z^6*log(2)^9 - 3856256136722973464985600*z^6*log(2)^12 + 10004327821101621269495808*z^6*log(2)^13 + 469797574
464302542848*z^6*log(2)^8 - 553381059242337919624544256*z^6*log(2)^15 - 14517423593606836224*z^6*log(2)^7 + 69
680577189673014984179712*z^6*log(2)^14 + 96732379502899200*z^6*log(2)^6 + 17129925683795431895040*z^6*log(2)^1
0 + 65583335944690396360737464254464*z^6*log(2)^28 + 65008723831221006196966221152256*z^6*log(2)^27 - 25610173
269313601155605416902656*z^6*log(2)^26 - 33138871916363335551960641175552*z^6*log(2)^25 + 71117369793898735733
31531202560*z^6*log(2)^24 + 7222052289998236224315715485696*z^6*log(2)^23 - 1939515325658441135798995648512*z^
6*log(2)^22 - 731332235680894030568629469184*z^6*log(2)^21 + 346608512831748543558149210112*z^6*log(2)^20 + 31
59310817539929192806744064*z^6*log(2)^19 - 31033267763033560578351169536*z^6*log(2)^18 + 666834405774307702935
9648768*z^6*log(2)^17 + 727043797143999255127523328*z^6*log(2)^16 + 132006530580480*z^5*log(2)^5*log(16)^9 - 3
427039353025856913408*z^5*log(2)^11*log(16)^2 - 4353808876968960*z^5*log(2)^5*log(16)^4 - 92399962246312994065
6128*z^5*log(2)^14*log(16)^2 - 921176275444992*z^5*log(2)^4*log(16)^5 + 670291072574844764160*z^5*log(2)^10*lo
g(16)^2 - 3431827243008*z^5*log(2)^4*log(16)^9 - 574107546279393915568128*z^5*log(2)^14*log(16)^3 + 1317183769
08075539227811512320*z^5*log(2)^25*log(16)^2 - 29786065384804203458136637440*z^5*log(2)^24*log(16)^3 + 1172368
431144233059504619520*z^5*log(2)^23*log(16)^4 + 765266922586887711828738048*z^5*log(2)^22*log(16)^5 - 14219909
2487117531881930752*z^5*log(2)^21*log(16)^6 + 7879497908047419801600000*z^5*log(2)^20*log(16)^7 - 425160662188
36408431582117888*z^5*log(2)^24*log(16)^2 + 23464716125479018389527592960*z^5*log(2)^23*log(16)^3 - 6421097399
242738965361459200*z^5*log(2)^22*log(16)^4 + 781651235356965194667393024*z^5*log(2)^21*log(16)^5 + 51449969540
38643233652736*z^5*log(2)^20*log(16)^6 - 10573340652850671683371008*z^5*log(2)^19*log(16)^7 + 7387029288794456
06400000*z^5*log(2)^18*log(16)^8 - 64735826717722595642805583872*z^5*log(2)^23*log(16)^2 + 1407468190758861487
1932993536*z^5*log(2)^22*log(16)^3 - 25835297740905880045486080*z^5*log(2)^21*log(16)^4 - 57923244974776261315
8150144*z^5*log(2)^20*log(16)^5 + 102986258980355524156981248*z^5*log(2)^19*log(16)^6 - 5177529431026494018158
592*z^5*log(2)^18*log(16)^7 - 250390744772976882745344*z^5*log(2)^17*log(16)^8 + 23084466527482675200000*z^5*l
og(2)^16*log(16)^9 + 24594148857342384736636502016*z^5*log(2)^22*log(16)^2 - 10625246057370143256572067840*z^5
*log(2)^21*log(16)^3 + 2473616569704288913169842176*z^5*log(2)^20*log(16)^4 - 251407554580520862033641472*z^5*
log(2)^19*log(16)^5 - 9612709203047974233440256*z^5*log(2)^18*log(16)^6 + 4502860965536963154149376*z^5*log(2)
^17*log(16)^7 - 288481961300645495439360*z^5*log(2)^16*log(16)^8 - 2031125261531442315264*z^5*log(2)^15*log(16
)^9 + 240463192994611200000*z^5*log(2)^14*log(16)^10 + 8543019434984511296942112768*z^5*log(2)^21*log(16)^2 -
1173767958014543287031955456*z^5*log(2)^20*log(16)^3 - 332037710583611940623351808*z^5*log(2)^19*log(16)^4 + 1
48977458263875157745467392*z^5*log(2)^18*log(16)^5 - 20511977438146408092794880*z^5*log(2)^17*log(16)^6 + 6916
52515470128330047488*z^5*log(2)^16*log(16)^7 + 80563133794146733522944*z^5*log(2)^15*log(16)^8 - 5521910197178
773536768*z^5*log(2)^14*log(16)^9 - 6011579824865280000*z^5*log(2)^13*log(16)^10 - 483483357669379604549625446
4*z^5*log(2)^20*log(16)^2 + 1639039986688718169031311360*z^5*log(2)^19*log(16)^3 - 294210902150481122842116096
*z^5*log(2)^18*log(16)^4 + 17247314316767045942771712*z^5*log(2)^17*log(16)^5 + 3144813717081002185064448*z^5*
log(2)^16*log(16)^6 - 624065665283784896937984*z^5*log(2)^15*log(16)^7 + 29831953896608838451200*z^5*log(2)^14
*log(16)^8 + 654491516376767791104*z^5*log(2)^13*log(16)^9 - 30944607148494028800*z^5*log(2)^12*log(16)^10 + 8
6072425483284032721518592*z^5*log(2)^19*log(16)^2 - 164834645243412636556591104*z^5*log(2)^18*log(16)^3 + 7222
6701162125784766218240*z^5*log(2)^17*log(16)^4 - 14897200306538161146691584*z^5*log(2)^16*log(16)^5 + 13680180
38522216995356672*z^5*log(2)^15*log(16)^6 - 1731585822729393143808*z^5*log(2)^14*log(16)^7 - 82266023190292636
63104*z^5*log(2)^13*log(16)^8 + 359307241723590082560*z^5*log(2)^12*log(16)^9 + 2712499961727025152*z^5*log(2)
^11*log(16)^10 + 338022005655935368436908032*z^5*log(2)^18*log(16)^2 - 79903830537139185663344640*z^5*log(2)^1
7*log(16)^3 + 6762438133884598200827904*z^5*log(2)^16*log(16)^4 + 928883349623182498725888*z^5*log(2)^15*log(1
6)^5 - 296025383529340647505920*z^5*log(2)^14*log(16)^6 + 29448334755260836872192*z^5*log(2)^13*log(16)^7 - 79
0337515166430658560*z^5*log(2)^12*log(16)^8 - 82188481831802834836783104*z^5*log(2)^17*log(16)^2 + 24597030448
874089258942464*z^5*log(2)^16*log(16)^3 - 4221503210974834021367808*z^5*log(2)^15*log(16)^4 + 3900430752336954
16713216*z^5*log(2)^14*log(16)^5 - 901736973729792*z^5*log(2)^8*log(16)^11 + 1371353440275512338415616*z^5*log
(2)^16*log(16)^2 - 2114798381067446381445120*z^5*log(2)^15*log(16)^3 + 3935221655932531510345728*z^5*log(2)^15
*log(16)^2 - 609817791879069696*z^5*log(2)^9*log(16)^6 + 12640384748614053593088*z^5*log(2)^12*log(16) - 10248
6477643776*z^5*log(2)^6*log(16)^10 + 675340603702272*z^5*log(2)^4*log(16)^6 + 1935426638149234703990784*z^5*lo
g(2)^15*log(16) - 129301862829049152*z^5*log(2)^7*log(16)^6 - 130841307943333632*z^5*log(2)^6*log(16)^5 - 7059
6231202064498688*z^5*log(2)^9*log(16) - 10254781155398980608*z^5*log(2)^9*log(16)^4 + 1775307279826944*z^5*log
(2)^7*log(16)^10 - 19565133833521556619264*z^5*log(2)^12*log(16)^3 + 15361803611147895570432*z^5*log(2)^12*log
(16)^5 + 582176931606012690432*z^5*log(2)^10*log(16) - 5689064437944680448*z^5*log(2)^10*log(16)^9 + 132008325
0374246400*z^5*log(2)^9*log(16)^9 - 857120247770112*z^5*log(2)^6*log(16)^9 + 13536456402609792*z^5*log(2)^6*lo
g(16)^8 + 171147630012916608*z^5*log(2)^6*log(16)^6 + 4656554956851072768*z^5*log(2)^8*log(16)^5 + 76730226596
81280*z^5*log(2)^5*log(16)^7 - 131518295028624015360*z^5*log(2)^10*log(16)^4 - 4155804174170962944*z^5*log(2)^
8*log(16)^6 + 35268071407377408*z^5*log(2)^7*log(16)^7 + 898320235977768960*z^5*log(2)^10*log(16)^10 - 8382664
154733191626752*z^5*log(2)^13*log(16)^6 + 230500278921683533824*z^5*log(2)^10*log(16)^6 - 17545542136971924602
88*z^5*log(2)^11*log(16)^3 + 41669577380045493633024*z^5*log(2)^13*log(16)^2 - 162310626821514240*z^5*log(2)^6
*log(16)^4 - 12395656625803084800*z^5*log(2)^8*log(16)^4 + 253013643926798598144*z^5*log(2)^11*log(16)^8 - 622
669294769515776*z^5*log(2)^7*log(16)^5 + 7786920356610048*z^5*log(2)^8*log(16)^10 - 19619516593450368*z^5*log(
2)^5*log(16)^6 - 43093168277621116502016*z^5*log(2)^14*log(16) - 3032859585475364585472*z^5*log(2)^11*log(16)
+ 2788168234537866240*z^5*log(2)^7*log(16)^4 - 288880754165901950976*z^5*log(2)^11*log(16)^5 - 321914703637905
408*z^5*log(2)^9*log(16)^8 - 74796561819500544*z^5*log(2)^8*log(16)^9 - 255933595856827986874793459712*z^5*log
(2)^26*log(16) + 31834200295758450669593296896*z^5*log(2)^25*log(16) + 125239246061200282049920892928*z^5*log(
2)^24*log(16) - 29851542121340579585307181056*z^5*log(2)^23*log(16) - 18785114623831078763778539520*z^5*log(2)
^22*log(16) + 7602603920495871859032588288*z^5*log(2)^21*log(16) + 305648191428734758485491712*z^5*log(2)^20*l
og(16) - 681891513885606238098554880*z^5*log(2)^19*log(16) + 147550177208777713951703040*z^5*log(2)^18*log(16)
+ 6160885139430003292766208*z^5*log(2)^17*log(16) - 2342660045859301883904*z^5*log(2)^12*log(16)^7 + 68521627
9974747612119040*z^5*log(2)^14*log(16)^4 + 215270574064865315389440*z^5*log(2)^13*log(16)^3 + 252757063028736*
z^5*log(2)^7*log(16)^8 + 44760377917440*z^5*log(2)^4*log(16)^8 + 7571604617396674560*z^5*log(2)^9*log(16)^3 -
86046899433608577024*z^5*log(2)^11*log(16)^7 - 70098962430530448*z^5*log(2)^6*log(16)^7 + 5859395460680122368*
z^5*log(2)^10*log(16)^7 - 1157754347564556091392*z^5*log(2)^11*log(16)^6 + 22721873868096768*z^5*log(2)^5*log(
16)^5 + 47602069615411200*z^5*log(2)^6*log(16)^2 - 53205679798386425856*z^5*log(2)^11*log(16)^9 + 300965146420
595576832*z^5*log(2)^10*log(16)^3 - 11229996732590850048*z^5*log(2)^9*log(16)^7 - 94938864072508827500544*z^5*
log(2)^13*log(16)^5 + 21282102130948669440*z^5*log(2)^8*log(16)^2 + 5272688563140729765888*z^5*log(2)^12*log(1
6)^6 - 1520012294627328*z^5*log(2)^5*log(16)^8 + 3632633678079959040*z^5*log(2)^8*log(16)^3 - 1848629684946862
080*z^5*log(2)^10*log(16)^8 - 7933678269235200*z^5*log(2)^5*log(16)^3 - 245059700908032*z^5*log(2)^4*log(16)^7
- 4135509774434304*z^5*log(2)^7*log(16)^9 + 217049146102702080*z^5*log(2)^6*log(16)^3 - 217431814225380130160
64*z^5*log(2)^12*log(16)^4 - 25853210317173559394304*z^5*log(2)^13*log(16)^4 - 9942398732535984021307392*z^5*l
og(2)^16*log(16) - 243337756076605440*z^5*log(2)^8*log(16)^8 + 50253881914968809472*z^5*log(2)^9*log(16)^5 - 4
4467548605235534495744*z^5*log(2)^13*log(16) - 1902965762490163200*z^5*log(2)^7*log(16)^3 - 126938852307763200
*z^5*log(2)^7*log(16) - 146908610041685409792*z^5*log(2)^9*log(16)^2 + 2397449564669251584*z^5*log(2)^8*log(16
)^7 - 143172319341182976*z^5*log(2)^9*log(16)^10 + 4651891970212823040*z^5*log(2)^8*log(16) + 1508747615101081
7998848*z^5*log(2)^12*log(16)^2 - 467205498843053064192*z^5*log(2)^10*log(16)^5 + 4618615152655326117888*z^5*l
og(2)^11*log(16)^4 + 495854891827200*z^5*log(2)^4*log(16)^4 - 1597071284758609920*z^5*log(2)^7*log(16)^2 + 173
07076362003491586048*z^5*log(2)^15 + 46493366016500922580992*z^5*log(2)^14 + 126938852307763200*z^5*log(2)^8 -
15355130027722896310272*z^5*log(2)^13 + 79179226025061777408*z^5*log(2)^10 - 1615958925781744767467520*z^5*lo
g(2)^16 - 4887713096726740992*z^5*log(2)^9 + 3903431027323806941184*z^5*log(2)^12 - 706071491755471798272*z^5*
log(2)^11 + 192138679525460145588098039808*z^5*log(2)^27 - 1683433926179853995423563776*z^5*log(2)^26 - 928604
55213066882926430388224*z^5*log(2)^25 + 14896068505356114238969479168*z^5*log(2)^24 + 148811119576069749485988
74112*z^5*log(2)^23 - 5045551820213143300428791808*z^5*log(2)^22 - 418564135499955991820107776*z^5*log(2)^21 +
545538013521011448414732288*z^5*log(2)^20 - 110312939558252592840572928*z^5*log(2)^19 - 985627531775545934295
8592*z^5*log(2)^18 + 9121870740195240384135168*z^5*log(2)^17 - 84338177603476320*z^4*log(2)^7*log(16)^6 - 3754
7329959936*z^4*log(2)^4*log(16)^4 + 3001772724452232192*z^4*log(2)^9*log(16) + 3788951833452478464*z^4*log(2)^
11*log(16)^9 + 156536431681864032*z^4*log(2)^7*log(16)^5 - 3145952479150080*z^4*log(2)^10*log(16)^11 + 1083562
79848823558592*z^4*log(2)^10*log(16)^3 + 35179437762070272*z^4*log(2)^8*log(16)^8 + 871472418480447876*z^4*log
(2)^8*log(16)^6 + 638895745645299760103424*z^4*log(2)^16*log(16)^3 + 385309127264698944*z^4*log(2)^8*log(16)^3
- 8908461547601264640*z^4*log(2)^12*log(16)^9 + 20113683775488*z^4*log(2)^8*log(16)^11 - 37696138005381120*z^
4*log(2)^9*log(16)^9 + 10069107566310290571264*z^4*log(2)^13*log(16)^3 + 622783407379968*z^4*log(2)^5*log(16)^
6 - 223643902056312547584*z^4*log(2)^11*log(16)^3 + 27289595710347213275136*z^4*log(2)^14*log(16)^4 - 12607317
2312202785587200*z^4*log(2)^15*log(16) - 19354073461161984*z^4*log(2)^7*log(16) - 3525484036377266872123392*z^
4*log(2)^18*log(16) + 2360784422827949006342062080*z^4*log(2)^26*log(16)^2 - 833935240995920770781675520*z^4*l
og(2)^25*log(16)^3 + 101793307374575982603141120*z^4*log(2)^24*log(16)^4 + 13453279628246652404367360*z^4*log(
2)^23*log(16)^5 - 4768672133950298463928320*z^4*log(2)^22*log(16)^6 + 352301106466475747573760*z^4*log(2)^21*l
og(16)^7 - 606349006378503057312841728*z^4*log(2)^25*log(16)^2 + 661446377990529289059041280*z^4*log(2)^24*log
(16)^3 - 231673347692317261336412160*z^4*log(2)^23*log(16)^4 + 29748361462014336017891328*z^4*log(2)^22*log(16
)^5 + 967260898198874430111744*z^4*log(2)^21*log(16)^6 - 540901266394428544647168*z^4*log(2)^20*log(16)^7 + 33
028228731232101335040*z^4*log(2)^19*log(16)^8 - 894713450439723572741013504*z^4*log(2)^24*log(16)^2 + 30237032
1632756208991469568*z^4*log(2)^23*log(16)^3 + 8444233561238982340116480*z^4*log(2)^22*log(16)^4 - 237240891476
67262306516992*z^4*log(2)^21*log(16)^5 + 4136603708791374458388480*z^4*log(2)^20*log(16)^6 - 75642359136223141
822464*z^4*log(2)^19*log(16)^7 - 28143145223500723126272*z^4*log(2)^18*log(16)^8 + 1032132147851003166720*z^4*
log(2)^17*log(16)^9 - 99389224410343498976329728*z^4*log(2)^23*log(16)^2 - 189746248219924226597978112*z^4*log
(2)^22*log(16)^3 + 83179369606214249311371264*z^4*log(2)^21*log(16)^4 - 8537308488715728309977088*z^4*log(2)^2
0*log(16)^5 - 1278093992374041399263232*z^4*log(2)^19*log(16)^6 + 272342430878548730314752*z^4*log(2)^18*log(1
6)^7 - 5721288383380976566272*z^4*log(2)^17*log(16)^8 - 795343232445349625856*z^4*log(2)^16*log(16)^9 + 107513
76540114616320*z^4*log(2)^15*log(16)^10 + 269622067330630319521923072*z^4*log(2)^22*log(16)^2 - 81985598176980
490254286848*z^4*log(2)^21*log(16)^3 - 7401217130169283179970560*z^4*log(2)^20*log(16)^4 + 7174591531618561469
448192*z^4*log(2)^19*log(16)^5 - 910821186891115910922240*z^4*log(2)^18*log(16)^6 - 35129813983212173524992*z^
4*log(2)^17*log(16)^7 + 9988687942096609345536*z^4*log(2)^16*log(16)^8 - 48333903335893499904*z^4*log(2)^15*lo
g(16)^9 - 10547517188720295936*z^4*log(2)^14*log(16)^10 + 53769757762535700446576640*z^4*log(2)^21*log(16)^2 +
29796676027834611542261760*z^4*log(2)^20*log(16)^3 - 14139579939082151279984640*z^4*log(2)^19*log(16)^4 + 899
654428086251915575296*z^4*log(2)^18*log(16)^5 + 344394104779185592467456*z^4*log(2)^17*log(16)^6 - 43850955944
141732708352*z^4*log(2)^16*log(16)^7 - 1060807817785264570368*z^4*log(2)^15*log(16)^8 + 182598664595039059968*
z^4*log(2)^14*log(16)^9 + 1796435389414637568*z^4*log(2)^13*log(16)^10 - 38042028579225600*z^4*log(2)^12*log(1
6)^11 - 59101167662040109698514944*z^4*log(2)^20*log(16)^2 + 15529335800688945238376448*z^4*log(2)^19*log(16)^
3 + 1463945032400992016007168*z^4*log(2)^18*log(16)^4 - 1024326746989294918828032*z^4*log(2)^17*log(16)^5 + 79
311692238347223171072*z^4*log(2)^16*log(16)^6 + 10544050160345800507392*z^4*log(2)^15*log(16)^7 - 109369346073
5179358208*z^4*log(2)^14*log(16)^8 - 36018252148402814976*z^4*log(2)^13*log(16)^9 + 987987489060814848*z^4*log
(2)^12*log(16)^10 - 2582764822132765935796224*z^4*log(2)^19*log(16)^2 - 5055938798197774913372160*z^4*log(2)^1
8*log(16)^3 + 1518644546959613274095616*z^4*log(2)^17*log(16)^4 + 7199270108738964078723072*z^4*log(2)^18*log(
16)^2 + 38741596066864868622336*z^4*log(2)^14*log(16) - 15376494673595990016*z^4*log(2)^11*log(16)^8 - 9821449
24748022528*z^4*log(2)^8*log(16)^2 + 7709356818432*z^4*log(2)^4*log(16)^7 + 710262926263296*z^4*log(2)^5*log(1
6)^4 + 70613314043904*z^4*log(2)^9*log(16)^11 + 3637003806572544*z^4*log(2)^6*log(16)^2 + 31919689853525088*z^
4*log(2)^7*log(16)^7 - 2828981493113548032*z^4*log(2)^9*log(16)^6 - 15148063534823577216*z^4*log(2)^9*log(16)^
3 - 260669523377219328*z^4*log(2)^8*log(16)^7 - 984662895957664333824*z^4*log(2)^14*log(16)^6 - 86531099206972
6530699264*z^4*log(2)^17*log(16)^2 + 656491216158720*z^4*log(2)^6*log(16) - 8813001725557056*z^4*log(2)^6*log(
16)^3 + 27590261243904*z^4*log(2)^5*log(16)^8 - 268271887044657568896*z^4*log(2)^11*log(16)^2 - 30274126057623
402971136*z^4*log(2)^14*log(16)^3 - 25302593899951473024*z^4*log(2)^10*log(16)^2 - 474720027343773437952*z^4*l
og(2)^12*log(16)^4 + 26933010691392*z^4*log(2)^6*log(16)^7 - 135790778802384027648*z^4*log(2)^11*log(16)^5 - 1
64122804039680*z^4*log(2)^5*log(16)^2 + 5107376730931200*z^4*log(2)^9*log(16)^10 - 2705010868224*z^4*log(2)^5*
log(16)^3 - 11743547238410765008896*z^4*log(2)^14*log(16)^2 + 4645375632951552*z^4*log(2)^6*log(16)^4 + 294117
70720220872704*z^4*log(2)^12*log(16)^8 + 3061202024632338036*z^4*log(2)^9*log(16)^4 - 1571575764252694248*z^4*
log(2)^8*log(16)^5 - 1421706041582976*z^4*log(2)^6*log(16)^6 + 101969898457089024*z^4*log(2)^8*log(16) + 16574
00898631680*z^4*log(2)^8*log(16)^9 - 257972305316433887232*z^4*log(2)^12*log(16)^6 + 39540713154674688*z^4*log
(2)^10*log(16)^10 + 731978239587100360704*z^4*log(2)^12*log(16)^5 + 75931582464*z^4*log(2)^4*log(16)^9 + 12147
85005255873108*z^4*log(2)^8*log(16)^4 - 24397741997835310596096*z^4*log(2)^16*log(16) - 2760656993478005501952
*z^4*log(2)^13*log(16) + 307971779476182750720*z^4*log(2)^11*log(16)^4 + 13397694103780595712*z^4*log(2)^10*lo
g(16)^5 - 67916443185884398320*z^4*log(2)^10*log(16)^4 - 2588358426624*z^4*log(2)^7*log(16)^10 - 1751853618759
204864*z^4*log(2)^12*log(16)^7 - 77586378584691981680640*z^4*log(2)^15*log(16)^4 - 7472137721589504*z^4*log(2)
^7*log(16)^8 - 2939124160482720549269667840*z^4*log(2)^27*log(16) - 431365599395395869779951616*z^4*log(2)^26*
log(16) + 682569035582608763403632640*z^4*log(2)^25*log(16) + 771606416403795641471336448*z^4*log(2)^24*log(16
) - 160185128798823414648274944*z^4*log(2)^23*log(16) - 223815816415430039323017216*z^4*log(2)^22*log(16) + 35
968450970925413418663936*z^4*log(2)^21*log(16) + 34182363900727098026754048*z^4*log(2)^20*log(16) - 7119962261
316079938699264*z^4*log(2)^19*log(16) + 2653333254036887961600*z^4*log(2)^14*log(16)^7 - 897269791372627201228
8*z^4*log(2)^14*log(16)^5 - 2036080217709895680*z^4*log(2)^10*log(16)^7 - 33045385153414906773504*z^4*log(2)^1
5*log(16)^3 + 6495045604335157248*z^4*log(2)^11*log(16)^6 + 1507257514576103595835392*z^4*log(2)^17*log(16) -
1004348561872486662144*z^4*log(2)^13*log(16)^7 + 194860940004864*z^4*log(2)^6*log(16)^8 + 1017012884891369472*
z^4*log(2)^10*log(16)^8 - 1286696337408*z^4*log(2)^5*log(16)^9 - 400585642590304494157824*z^4*log(2)^16*log(16
)^2 - 1196484399200056836096*z^4*log(2)^12*log(16)^3 - 260246007268659230146560*z^4*log(2)^16*log(16)^4 + 1068
0885945904896*z^4*log(2)^7*log(16)^2 - 1313236633526941473792*z^4*log(2)^12*log(16) - 2330788863068539453440*z
^4*log(2)^13*log(16)^5 + 17175271421509632*z^4*log(2)^11*log(16)^11 - 8939977413732952178688*z^4*log(2)^16*log
(16)^5 - 41196452589710843314176*z^4*log(2)^15*log(16)^6 - 408425793991999488*z^4*log(2)^11*log(16)^10 + 21722
99798674245943296*z^4*log(2)^13*log(16)^6 + 149596061565423642476544*z^4*log(2)^15*log(16)^2 - 24418995941376*
z^4*log(2)^4*log(16)^6 + 42015459124224*z^4*log(2)^4*log(16)^5 - 867224684003328*z^4*log(2)^8*log(16)^10 + 102
39528852632072448*z^4*log(2)^9*log(16)^2 + 26404392849584947200*z^4*log(2)^11*log(16)^7 + 1735900687785397248*
z^4*log(2)^10*log(16)^6 - 191703466340352*z^4*log(2)^5*log(16)^7 + 4324537477686111264*z^4*log(2)^9*log(16)^5
- 282170879233228800*z^4*log(2)^10*log(16)^9 + 778786766899200*z^4*log(2)^7*log(16)^9 - 1234461523968*z^4*log(
2)^4*log(16)^8 + 106511883573377088*z^4*log(2)^7*log(16)^3 - 2514942940770724478976*z^4*log(2)^13*log(16)^4 +
13676900336640*z^4*log(2)^4*log(16)^3 + 268791140131931160576*z^4*log(2)^13*log(16)^8 - 189591179561554464*z^4
*log(2)^7*log(16)^4 + 39540776168890368*z^4*log(2)^9*log(16)^8 + 432569494020119924736*z^4*log(2)^11*log(16) +
1779542949888*z^4*log(2)^6*log(16)^10 + 1219132132403328*z^4*log(2)^6*log(16)^5 - 44780661706752*z^4*log(2)^6
*log(16)^9 + 568655333443040256*z^4*log(2)^9*log(16)^7 - 1012788741376512*z^4*log(2)^5*log(16)^5 - 12530749565
25956908449792*z^4*log(2)^17*log(16)^3 - 57483640025121051648*z^4*log(2)^10*log(16) + 2381557000119655758336*z
^4*log(2)^12*log(16)^2 - 6429898661448514093056*z^4*log(2)^13*log(16)^2 + 81991004329188576460800*z^4*log(2)^1
5*log(16)^5 + 289406007215446988685312*z^4*log(2)^16 - 51713267777343726944256*z^4*log(2)^15 - 875321621544960
*z^4*log(2)^7 - 1535978632011881901981696*z^4*log(2)^18 + 29009470104797184*z^4*log(2)^8 + 8314945795309571766
484992*z^4*log(2)^19 - 3895747549458193870848*z^4*log(2)^14 - 239592797793792000*z^4*log(2)^9 - 81819359563100
0509440*z^4*log(2)^12 - 460389950293472169689088*z^4*log(2)^17 + 3779300525433496925184*z^4*log(2)^13 - 316163
2934026874880*z^4*log(2)^10 + 1280936005520287677158522880*z^4*log(2)^28 + 676220891827997332815740928*z^4*log
(2)^27 + 234799512222342048317964288*z^4*log(2)^26 - 558967134058064751737438208*z^4*log(2)^25 - 2028023048486
30857353658368*z^4*log(2)^24 + 154191832350236836311859200*z^4*log(2)^23 + 64403883906833690828734464*z^4*log(
2)^22 - 41013880590133546633396224*z^4*log(2)^21 - 6321598401540173554778112*z^4*log(2)^20 + 86052034038865711
104*z^4*log(2)^11 + 3024395698176*z^3*log(2)^7*log(16)^9 - 6675707002355712*z^3*log(2)^11*log(16)^10 - 5303493
2404224*z^3*log(2)^5*log(16)^4 - 6515056884969935732736*z^3*log(2)^17*log(16)^5 + 391378894848*z^3*log(2)^10*l
og(16)^12 - 118787807965905866981376*z^3*log(2)^19*log(16)^2 - 1184597979871768704*z^3*log(2)^10*log(16)^4 - 1
117145530368*z^3*log(2)^5*log(16)^8 + 945743622930432*z^3*log(2)^6*log(16)^4 + 1211579596800*z^3*log(2)^4*log(
16)^4 + 32762387644416*z^3*log(2)^5*log(16)^3 - 1955558597926450102272*z^3*log(2)^16*log(16)^5 + 3196403664814
08*z^3*log(2)^11*log(16)^11 + 17690684437536768*z^3*log(2)^8*log(16) - 5829741037388619648*z^3*log(2)^11*log(1
6)^3 + 2059144232643330048*z^3*log(2)^14*log(16)^9 + 7045807186511047950336*z^3*log(2)^17*log(16) - 4929894203
16672*z^3*log(2)^6*log(16)^3 - 49327882371072*z^3*log(2)^10*log(16)^11 + 415379342592000*z^3*log(2)^6*log(16)^
6 - 11048481388744704*z^3*log(2)^10*log(16)^9 - 57496328060317728768*z^3*log(2)^14*log(16)^6 + 88692727873536*
z^3*log(2)^6*log(16) - 1729894154058315904057344*z^3*log(2)^26*log(16)^2 - 422699069998522127351808*z^3*log(2)
^25*log(16)^3 + 484559938019330956984320*z^3*log(2)^24*log(16)^4 - 106519138386566971392000*z^3*log(2)^23*log(
16)^5 - 1996625858798435696640*z^3*log(2)^22*log(16)^6 + 3233877266427795210240*z^3*log(2)^21*log(16)^7 - 2913
77266391336878080*z^3*log(2)^20*log(16)^8 + 5753043215939869939335168*z^3*log(2)^25*log(16)^2 - 20176753051543
96695822336*z^3*log(2)^24*log(16)^3 - 26256238029149124427776*z^3*log(2)^23*log(16)^4 + 1717955802748699520532
48*z^3*log(2)^22*log(16)^5 - 33509183616562715688960*z^3*log(2)^21*log(16)^6 + 351402579231070224384*z^3*log(2
)^20*log(16)^7 + 420804175388756410368*z^3*log(2)^19*log(16)^8 - 27316618724187832320*z^3*log(2)^18*log(16)^9
- 685461416868868062707712*z^3*log(2)^24*log(16)^2 + 1749196552787828272005120*z^3*log(2)^23*log(16)^3 - 68831
9450520887048011776*z^3*log(2)^22*log(16)^4 + 57660066999590914621440*z^3*log(2)^21*log(16)^5 + 19895622495355
375976448*z^3*log(2)^20*log(16)^6 - 4160439303960583471104*z^3*log(2)^19*log(16)^7 + 90237999011994796032*z^3*
log(2)^18*log(16)^8 + 23916469175244029952*z^3*log(2)^17*log(16)^9 - 853644335130869760*z^3*log(2)^16*log(16)^
10 - 2905663632309750564126720*z^3*log(2)^23*log(16)^2 + 770320334764212838465536*z^3*log(2)^22*log(16)^3 + 18
3392532274083841179648*z^3*log(2)^21*log(16)^4 - 112317799097530312556544*z^3*log(2)^20*log(16)^5 + 1213152708
9153650982912*z^3*log(2)^19*log(16)^6 + 1258561218684024520704*z^3*log(2)^18*log(16)^7 - 253973439372129730560
*z^3*log(2)^17*log(16)^8 + 2729092107586240512*z^3*log(2)^16*log(16)^9 + 656714999367991296*z^3*log(2)^15*log(
16)^10 - 8892128490946560*z^3*log(2)^14*log(16)^11 + 390413454899544726700032*z^3*log(2)^22*log(16)^2 - 783279
556261626985316352*z^3*log(2)^21*log(16)^3 + 223567489436036169203712*z^3*log(2)^20*log(16)^4 + 42255157910853
83712768*z^3*log(2)^19*log(16)^5 - 9639662775697944870912*z^3*log(2)^18*log(16)^6 + 924232118964137754624*z^3*
log(2)^17*log(16)^7 + 57378714821836406784*z^3*log(2)^16*log(16)^8 - 7697041033242083328*z^3*log(2)^15*log(16)
^9 + 846496101317067222810624*z^3*log(2)^21*log(16)^2 - 88086564436206409482240*z^3*log(2)^20*log(16)^3 - 9096
3965512844568428544*z^3*log(2)^19*log(16)^4 + 26313150831923055034368*z^3*log(2)^18*log(16)^5 - 38972636582535
1286784*z^3*log(2)^17*log(16)^6 - 201982726066210407972864*z^3*log(2)^20*log(16)^2 + 174653569735051305811968*
z^3*log(2)^19*log(16)^3 + 353640550510828224*z^3*log(2)^9*log(16)^2 - 73830374387712*z^3*log(2)^9*log(16)^10 +
985042015898112*z^3*log(2)^9*log(16)^9 - 57109099227803136*z^3*log(2)^10*log(16) - 150079537152*z^3*log(2)^4*
log(16)^7 - 81023063121985536*z^3*log(2)^13*log(16)^10 - 97907906679129792*z^3*log(2)^9*log(16)^6 - 4329107956
1496960*z^3*log(2)^8*log(16)^2 + 427261668695130415104*z^3*log(2)^14*log(16)^4 - 18289604302425209664*z^3*log(
2)^12*log(16)^4 - 190512327789115200*z^3*log(2)^10*log(16)^7 + 32361543068811264*z^3*log(2)^12*log(16)^10 + 31
71724348581554946048*z^3*log(2)^17*log(16)^2 - 7006452667249536*z^3*log(2)^8*log(16)^7 + 266274151055356015411
200*z^3*log(2)^20*log(16) - 1990944438091776*z^3*log(2)^12*log(16)^11 - 7688747626920161280*z^3*log(2)^12*log(
16)^6 - 833618213425152*z^3*log(2)^6*log(16)^5 - 6184157331456*z^3*log(2)^5*log(16)^2 - 485970843090864282624*
z^3*log(2)^14*log(16)^3 + 25140658176*z^3*log(2)^4*log(16)^8 + 19366127611431704064*z^3*log(2)^12*log(16)^5 -
4105129063560192*z^3*log(2)^7*log(16)^6 + 3407431873058247168*z^3*log(2)^11*log(16) + 253357701920589312*z^3*l
og(2)^11*log(16)^6 - 3516641132544*z^3*log(2)^8*log(16)^10 + 2604106435820544*z^3*log(2)^7*log(16)^2 + 1075953
519740181381120*z^3*log(2)^15*log(16)^2 + 30204630985793863680*z^3*log(2)^15*log(16)^8 - 1587108474859290624*z
^3*log(2)^15*log(16)^7 + 1411278860494761836544*z^3*log(2)^16*log(16) - 37456183296*z^3*log(2)^6*log(16)^10 +
18402702999552*z^3*log(2)^6*log(16)^8 + 1005210086178816*z^3*log(2)^10*log(16)^10 + 40294167895946428416*z^3*l
og(2)^13*log(16)^6 + 25106266550545680960*z^3*log(2)^12*log(16)^2 - 5657073991036991668224*z^3*log(2)^16*log(1
6)^2 - 117552336634835435520*z^3*log(2)^14*log(16)^5 + 63333917178200064*z^3*log(2)^11*log(16)^9 + 13233763609
446528*z^3*log(2)^8*log(16)^3 - 3563082902974362624*z^3*log(2)^11*log(16)^5 - 351851779705930776576*z^3*log(2)
^15*log(16)^6 - 215961687385178112*z^3*log(2)^12*log(16)^9 - 22551418552320*z^3*log(2)^5*log(16)^6 - 173457852
0440832*z^3*log(2)^7*log(16) - 8167634720940096*z^3*log(2)^9*log(16)^8 + 7000774893942369984*z^3*log(2)^11*log
(16)^4 + 176802535197322988544*z^3*log(2)^14*log(16)^2 + 4162802948137739674976256*z^3*log(2)^27*log(16) - 559
1315062210917379866624*z^3*log(2)^26*log(16) - 2719843628733529099075584*z^3*log(2)^25*log(16) + 2526806326546
107098726400*z^3*log(2)^24*log(16) + 1640369439412613069930496*z^3*log(2)^23*log(16) - 10810138494294579405127
68*z^3*log(2)^22*log(16) - 284621627556534996172800*z^3*log(2)^21*log(16) - 999118209024*z^3*log(2)^6*log(16)^
9 - 24179703199940273504256*z^3*log(2)^18*log(16)^4 - 18522557908992*z^3*log(2)^6*log(16)^2 + 1115317495860459
208704*z^3*log(2)^15*log(16)^5 - 293868944955113472*z^3*log(2)^11*log(16)^8 + 189017501781196800*z^3*log(2)^13
*log(16)^9 + 6737091231744*z^3*log(2)^5*log(16)^7 + 63415555480180224*z^3*log(2)^10*log(16)^8 + 12628866191818
0525056*z^3*log(2)^13*log(16)^3 + 168236431312530240*z^3*log(2)^10*log(16)^5 + 36506279534946048*z^3*log(2)^8*
log(16)^4 - 44205975854530633728*z^3*log(2)^13*log(16)^5 - 1361519543625074343936*z^3*log(2)^15*log(16)^4 + 96
0101351424*z^3*log(2)^7*log(16)^10 + 79498838016*z^3*log(2)^5*log(16)^9 - 298658163783693888*z^3*log(2)^9*log(
16)^3 - 54321825089323008*z^3*log(2)^14*log(16)^10 + 6924275407650816*z^3*log(2)^13*log(16)^11 + 1790364045875
9774404608*z^3*log(2)^17*log(16)^4 - 19940131440661860864*z^3*log(2)^12*log(16) + 23130999421086528*z^3*log(2)
^9*log(16)^4 - 1897716252672*z^3*log(2)^5*log(16) + 965557918533888*z^3*log(2)^8*log(16)^8 - 319810830336*z^3*
log(2)^8*log(16)^11 + 5919658740957769629696*z^3*log(2)^16*log(16)^3 + 122907229911607680*z^3*log(2)^9*log(16)
^5 - 1146160155568493297664*z^3*log(2)^16*log(16)^4 - 25354233926377408512*z^3*log(2)^13*log(16)^4 - 146006029
1420224704*z^3*log(2)^10*log(16)^2 - 1811939328*z^3*log(2)^4*log(16)^9 + 37706378695812288*z^3*log(2)^9*log(16
)^7 + 624497936051994624*z^3*log(2)^12*log(16)^7 + 2698233318512640*z^3*log(2)^7*log(16)^3 - 1002422697984*z^3
*log(2)^4*log(16)^5 - 151785837232128*z^3*log(2)^7*log(16)^8 + 53369034601207431168*z^3*log(2)^14*log(16)^7 -
969287210042882383872*z^3*log(2)^15*log(16) + 24580095114533760*z^3*log(2)^8*log(16)^6 + 499716587520*z^3*log(
2)^4*log(16)^6 + 709169616804062016*z^3*log(2)^11*log(16)^2 - 18298973048110300790784*z^3*log(2)^17*log(16)^3
+ 131855527794448899072*z^3*log(2)^14*log(16) + 1912282238033068032*z^3*log(2)^13*log(16)^8 + 8214439814019072
*z^3*log(2)^7*log(16)^5 - 130186767805207041024*z^3*log(2)^13*log(16)^2 + 583987168376211456*z^3*log(2)^11*log
(16)^7 - 18120970968059149811712*z^3*log(2)^18*log(16)^3 - 27965792692224*z^3*log(2)^8*log(16)^9 - 57288129919
56604224*z^3*log(2)^12*log(16)^3 + 50926675856566184312832*z^3*log(2)^18*log(16)^2 - 45684082289468160*z^3*log
(2)^8*log(16)^5 - 120036932536320*z^3*log(2)^6*log(16)^7 - 8154243389629038329856*z^3*log(2)^19*log(16) + 4503
8136803328*z^3*log(2)^5*log(16)^5 + 248459538431661120*z^3*log(2)^10*log(16)^6 + 1134336317349888*z^3*log(2)^7
*log(16)^7 - 14496145139165036544*z^3*log(2)^13*log(16)^7 - 502250688122883932160*z^3*log(2)^16*log(16)^7 - 81
7072275456*z^3*log(2)^4*log(16)^3 - 30742512127194590871552*z^3*log(2)^18*log(16) + 237214531584*z^3*log(2)^4*
log(16)^2 - 8583381440833536*z^3*log(2)^7*log(16)^4 - 86016004088804352*z^3*log(2)^9*log(16) + 146400948574847
336448*z^3*log(2)^15*log(16)^3 - 15984018683345240064*z^3*log(2)^14*log(16)^8 + 1992332731362588288*z^3*log(2)
^10*log(16)^3 + 5395386433536*z^3*log(2)^9*log(16)^11 + 562590534280937472*z^3*log(2)^12*log(16)^8 + 389105012
65660614144*z^3*log(2)^13*log(16) + 1625475968626424020992*z^3*log(2)^16*log(16)^6 - 402934424930947104768*z^3
*log(2)^16 - 127330679560577522688*z^3*log(2)^14 + 9274743813973349376*z^3*log(2)^12 - 66273694284791808*z^3*l
og(2)^9 + 6362753771360072761344*z^3*log(2)^18 + 3795432505344*z^3*log(2)^6 - 41283088009540474503168*z^3*log(
2)^20 + 4827717822283776*z^3*log(2)^8 + 483771582408025202688*z^3*log(2)^15 - 203531768561664*z^3*log(2)^7 + 5
73758098255079424*z^3*log(2)^10 + 618463484713055232*z^3*log(2)^13 + 9244255930442594648064*z^3*log(2)^19 - 26
01876358108584836333568*z^3*log(2)^28 + 1330012553557467885207552*z^3*log(2)^27 + 2447930910924488249966592*z^
3*log(2)^26 + 114496339636730380419072*z^3*log(2)^25 - 1611687492765591413981184*z^3*log(2)^24 + 1589875522365
62213240832*z^3*log(2)^23 + 384555623338319592554496*z^3*log(2)^22 - 80306247101444391960576*z^3*log(2)^21 - 3
130973069338874880*z^3*log(2)^11 - 2473269322933584396288*z^3*log(2)^17 + 51823851031296*z^2*log(2)^10*log(16)
^8 + 107184525989179392*z^2*log(2)^14*log(16)^4 + 254129799168*z^2*log(2)^11*log(16)^11 - 679477248*z^2*log(2)
^8*log(16)^11 - 2205879069286858752*z^2*log(2)^19*log(16) + 15599558086284672*z^2*log(2)^13*log(16)^3 - 364703
4574848*z^2*log(2)^9*log(16)^5 - 752181313536*z^2*log(2)^12*log(16)^12 - 609553663200300367872*z^2*log(2)^22*l
og(16) + 107576554097664*z^2*log(2)^11*log(16)^9 - 3362592458639572992*z^2*log(2)^18*log(16) - 190666942709760
*z^2*log(2)^13*log(16)^9 + 1231672445043984*z^2*log(2)^14*log(16)^2 + 5237545478504256*z^2*log(2)^12*log(16)^5
- 59627343691008*z^2*log(2)^11*log(16)^6 + 46403067932928*z^2*log(2)^10*log(16)^5 + 942090369191903232*z^2*lo
g(2)^17*log(16)^6 + 8748269568*z^2*log(2)^8*log(16)^10 + 148291646879327846400*z^2*log(2)^21*log(16) - 9794256
8435712*z^2*log(2)^13*log(16)^10 - 5327152240618635264*z^2*log(2)^18*log(16)^4 + 604061468850960*z^2*log(2)^12
*log(16)^2 + 8796948706137200394240*z^2*log(2)^26*log(16)^2 - 4454105067465694248960*z^2*log(2)^25*log(16)^3 +
1340951011174215843840*z^2*log(2)^24*log(16)^4 - 202516319931224555520*z^2*log(2)^23*log(16)^5 - 606323488113
8196480*z^2*log(2)^22*log(16)^6 + 7751820858611466240*z^2*log(2)^21*log(16)^7 - 1100787061264220160*z^2*log(2)
^20*log(16)^8 + 48092638598922240*z^2*log(2)^19*log(16)^9 + 680860665590335930368*z^2*log(2)^25*log(16)^2 + 14
51522755906718662656*z^2*log(2)^24*log(16)^3 - 1229356140085741879296*z^2*log(2)^23*log(16)^4 + 43782968193630
9682176*z^2*log(2)^22*log(16)^5 - 69668777483235753984*z^2*log(2)^21*log(16)^6 + 1450883658176004096*z^2*log(2
)^20*log(16)^7 + 937405680690659328*z^2*log(2)^19*log(16)^8 - 109811524800872448*z^2*log(2)^18*log(16)^9 + 450
8684868648960*z^2*log(2)^17*log(16)^10 - 3965446097673299951616*z^2*log(2)^24*log(16)^2 + 22590891777541936250
88*z^2*log(2)^23*log(16)^3 - 484529771466467573760*z^2*log(2)^22*log(16)^4 - 58830522482096603136*z^2*log(2)^2
1*log(16)^5 + 47416820134777454592*z^2*log(2)^20*log(16)^6 - 7956108813382189056*z^2*log(2)^19*log(16)^7 + 328
148764273410048*z^2*log(2)^18*log(16)^8 + 39617980929146880*z^2*log(2)^17*log(16)^9 - 4408491871567872*z^2*log
(2)^16*log(16)^10 + 140896402145280*z^2*log(2)^15*log(16)^11 - 1236642419749693685760*z^2*log(2)^23*log(16)^2
- 274083860468421623808*z^2*log(2)^22*log(16)^3 + 410448007342489337856*z^2*log(2)^21*log(16)^4 - 128548982471
975239680*z^2*log(2)^20*log(16)^5 + 9423999537028005888*z^2*log(2)^19*log(16)^6 + 2475319828848574464*z^2*log(
2)^18*log(16)^7 + 1084221175131405287424*z^2*log(2)^22*log(16)^2 - 660533296388728946688*z^2*log(2)^21*log(16)
^3 + 30685496925487104*z^2*log(2)^15*log(16)^8 - 60419892005664768*z^2*log(2)^17*log(16) - 515240165376*z^2*lo
g(2)^9*log(16)^3 - 11710277001668736*z^2*log(2)^13*log(16) + 1764489941987328*z^2*log(2)^12*log(16) - 88102625
0246258688*z^2*log(2)^16*log(16)^4 + 50242810551533568*z^2*log(2)^14*log(16)^7 - 46852079616*z^2*log(2)^8*log(
16)^9 + 128421199872*z^2*log(2)^11*log(16)^12 + 717565356827099136*z^2*log(2)^15*log(16)^5 - 56688179795081625
6*z^2*log(2)^15*log(16)^4 - 188514791424*z^2*log(2)^8*log(16)^7 - 17162221213440*z^2*log(2)^10*log(16)^9 - 287
968452894720*z^2*log(2)^12*log(16)^9 + 27057760763904*z^2*log(2)^10*log(16)^2 + 737140405174272*z^2*log(2)^15*
log(16)^10 - 1084111863067312128*z^2*log(2)^16*log(16)^5 + 35102182394880*z^2*log(2)^10*log(16)^6 + 3364165902
18498048*z^2*log(2)^16*log(16) - 550234062194197248*z^2*log(2)^16*log(16)^2 + 6300082685952*z^2*log(2)^9*log(1
6)^7 + 214077702708864*z^2*log(2)^11*log(16)^4 + 27087481911043584*z^2*log(2)^13*log(16)^6 + 43827642524102400
*z^2*log(2)^14*log(16) + 2765281794048*z^2*log(2)^10*log(16)^10 + 20639121408*z^2*log(2)^9*log(16)^11 + 119953
291371264*z^2*log(2)^12*log(16)^7 - 189870147610469203968*z^2*log(2)^20*log(16)^2 - 326356460760960*z^2*log(2)
^11*log(16)^8 + 4269861568512*z^2*log(2)^10*log(16) + 630246776555520*z^2*log(2)^12*log(16)^8 + 17413974268440
51456*z^2*log(2)^16*log(16)^3 - 645598789641437184*z^2*log(2)^16*log(16)^7 - 121541476061778048*z^2*log(2)^15*
log(16) - 3065424943104*z^2*log(2)^9*log(16)^6 - 14071187840679936*z^2*log(2)^13*log(16)^7 + 1467670855680*z^2
*log(2)^13*log(16)^12 - 3109902989151600*z^2*log(2)^12*log(16)^6 - 127620956160*z^2*log(2)^10*log(16)^11 + 889
55449344*z^2*log(2)^8*log(16)^3 - 17622647815236747264*z^2*log(2)^19*log(16)^2 - 38838541868236800*z^2*log(2)^
14*log(16)^6 - 38108620752099840*z^2*log(2)^14*log(16)^5 - 27422052947712*z^2*log(2)^10*log(16)^3 + 9655463015
8221312*z^2*log(2)^16*log(16)^8 + 226476561530880*z^2*log(2)^14*log(16)^10 + 173832202876195584*z^2*log(2)^15*
log(16)^3 - 15838442790912*z^2*log(2)^11*log(16)^10 - 7002979294657904640*z^2*log(2)^17*log(16)^5 + 1444839155
979780096*z^2*log(2)^16*log(16)^6 - 11826040582176768*z^2*log(2)^15*log(16)^9 + 11114270123671683072*z^2*log(2
)^17*log(16)^4 + 449840413009152*z^2*log(2)^11*log(16)^7 - 217446653952*z^2*log(2)^8*log(16)^4 - 9732639082717
831495680*z^2*log(2)^27*log(16) - 4298977452401010671616*z^2*log(2)^26*log(16) + 2971287184776470986752*z^2*lo
g(2)^25*log(16) + 3055733316073644097536*z^2*log(2)^24*log(16) - 763199067422441078784*z^2*log(2)^23*log(16) +
14588735278546944*z^2*log(2)^16*log(16)^9 + 286466674579055050752*z^2*log(2)^21*log(16)^2 + 4907535040512*z^2
*log(2)^9*log(16)^4 - 1611233865551520*z^2*log(2)^12*log(16)^4 - 77866104183552*z^2*log(2)^10*log(16)^7 - 3777
17237817016320*z^2*log(2)^15*log(16)^6 + 1772325124897824*z^2*log(2)^13*log(16)^4 - 99170536438873718784*z^2*l
og(2)^19*log(16)^4 + 89270532496838098944*z^2*log(2)^19*log(16)^3 + 9670320193536*z^2*log(2)^13*log(16)^11 - 1
36064214761472*z^2*log(2)^11*log(16) - 1067465392128*z^2*log(2)^9*log(16)^2 - 4254325991424*z^2*log(2)^9*log(1
6)^8 + 88963729874510413824*z^2*log(2)^20*log(16)^3 + 25862800679224704*z^2*log(2)^15*log(16)^2 + 976553279591
328*z^2*log(2)^13*log(16)^2 + 131113893888*z^2*log(2)^8*log(16)^8 - 94102241749330752*z^2*log(2)^14*log(16)^3
- 25628282500026240*z^2*log(2)^13*log(16)^5 + 20620508126263640064*z^2*log(2)^18*log(16)^5 - 45017844238673510
4*z^2*log(2)^17*log(16)^8 - 88190710972416*z^2*log(2)^14*log(16)^11 + 126389930361775718400*z^2*log(2)^20*log(
16)^4 + 971544531038109696*z^2*log(2)^17*log(16)^7 - 21719467066392576*z^2*log(2)^14*log(16)^8 + 1032847884288
*z^2*log(2)^12*log(16)^11 - 10606215168*z^2*log(2)^10*log(16)^12 - 41787745392384*z^2*log(2)^10*log(16)^4 + 33
56488844181504*z^2*log(2)^14*log(16)^9 - 6977354397864099840*z^2*log(2)^17*log(16)^3 + 147940245504*z^2*log(2)
^8*log(16)^5 + 32483947482703724544*z^2*log(2)^20*log(16) - 236740485639168*z^2*log(2)^11*log(16)^2 - 12571751
945972219904*z^2*log(2)^18*log(16)^6 - 498518720128512*z^2*log(2)^11*log(16)^5 - 15235721001943695360*z^2*log(
2)^18*log(16)^3 + 453369892338432*z^2*log(2)^11*log(16)^3 + 3625465213255680*z^2*log(2)^13*log(16)^8 - 3211930
57797660672*z^2*log(2)^17*log(16)^2 - 2950017097048128*z^2*log(2)^12*log(16)^3 + 45334929014784*z^2*log(2)^12*
log(16)^10 + 16588129336187682816*z^2*log(2)^18*log(16)^2 + 47927957945057280*z^2*log(2)^15*log(16)^7 + 784338
37056*z^2*log(2)^8*log(16)^6 - 271695347712*z^2*log(2)^9*log(16)^10 + 26934548471947984896*z^2*log(2)^19*log(1
6)^5 + 1487122219008*z^2*log(2)^9*log(16)^9 + 4544164218667401216*z^2*log(2)^19 - 1703077771003932672*z^2*log(
2)^18 - 5693148758016*z^2*log(2)^11 - 2922920390836224*z^2*log(2)^13 + 22271412623913216*z^2*log(2)^14 - 12105
264788523712512*z^2*log(2)^22 - 29024480644942528512*z^2*log(2)^21 + 135454692631064832*z^2*log(2)^16 + 199974
400819200*z^2*log(2)^12 - 88810354905933312*z^2*log(2)^15 - 2145643710136713216*z^2*log(2)^20 + 46985154192430
91066880*z^2*log(2)^28 + 3999209979903882559488*z^2*log(2)^27 - 463547487608408899584*z^2*log(2)^26 - 22412890
23483430305792*z^2*log(2)^25 + 125601701790914445312*z^2*log(2)^24 + 357340032241143644160*z^2*log(2)^23 + 257
195848687884288*z^2*log(2)^17 + 158855462349963264*z*log(2)^22*log(16)^2 + 1802393954823168*z*log(2)^18*log(16
)^2 - 97916286829824*z*log(2)^17*log(16) + 12662203092516864*z*log(2)^20*log(16) - 821118377521152*z*log(2)^18
*log(16)^3 - 2295746002944*z*log(2)^15*log(16)^9 - 25362587225161728*z*log(2)^20*log(16)^2 + 810995052183552*z
*log(2)^19*log(16)^7 - 137014445346914304*z*log(2)^22*log(16)^3 - 26098358135040*z*log(2)^14*log(16)^6 - 90628
8933141504*z*log(2)^18*log(16) + 24950630925729792*z*log(2)^21*log(16)^2 - 6115295232*z*log(2)^14*log(16)^12 +
156349564416*z*log(2)^12*log(16)^4 + 638976872335104*z*log(2)^17*log(16)^2 + 10863730627706880*z*log(2)^19*lo
g(16)^5 - 48922361856*z*log(2)^15*log(16)^11 - 12289425149952*z*log(2)^14*log(16)^4 + 1904085052784640*z*log(2
)^17*log(16)^4 - 18596420352*z*log(2)^13*log(16)^7 + 516770210304*z*log(2)^12*log(16)^6 - 9876639744*z*log(2)^
12*log(16)^11 - 20088820334592*z*log(2)^16*log(16)^9 + 1186430976*z*log(2)^12*log(16)^12 + 48375949824*z*log(2
)^12*log(16)^10 + 1963902445056*z*log(2)^13*log(16)^4 + 3402698784768*z*log(2)^15*log(16)^8 - 1221782329790300
16*z*log(2)^23*log(16) - 782757789696*z*log(2)^17*log(16)^10 + 220010632704*z*log(2)^13*log(16)^2 - 8733103711
3221120*z*log(2)^22*log(16) - 69581389824*z*log(2)^13*log(16)^10 - 2365054664048640*z*log(2)^18*log(16)^6 + 31
23283230720*z*log(2)^14*log(16)^9 - 941437387008*z*log(2)^13*log(16)^3 + 62352192819953664*z*log(2)^21*log(16)
^4 - 764411904*z*log(2)^13*log(16)^12 - 40631130056448*z*log(2)^16*log(16)^3 + 663753360384*z*log(2)^15*log(16
) + 546148712448*z*log(2)^15*log(16)^10 - 4342427355709440*z*log(2)^20*log(16)^4 + 1525235788800*z*log(2)^14*l
og(16)^3 - 2130811543296*z*log(2)^13*log(16)^5 - 208211387904*z*log(2)^14*log(16) - 1402994358484992*z*log(2)^
17*log(16)^5 + 223611199488*z*log(2)^13*log(16)^9 - 17036408911822848*z*log(2)^19*log(16)^4 + 18524409974784*z
*log(2)^14*log(16)^7 + 335210420736*z*log(2)^12*log(16)^8 + 7718257557504*z*log(2)^17*log(16)^8 + 821555263910
7072*z*log(2)^21*log(16) - 502659767808*z*log(2)^12*log(16)^7 - 1670355875561472*z*log(2)^18*log(16)^4 - 38001
979901952*z*log(2)^15*log(16)^6 - 441269304689664*z*log(2)^16*log(16)^5 - 5572342176546816*z*log(2)^20*log(16)
^5 - 63700992*z*log(2)^12*log(16)^13 + 34832528367943680*z*log(2)^26*log(16)^2 + 79164837199872000*z*log(2)^25
*log(16)^3 - 57790331155906560*z*log(2)^24*log(16)^4 + 18326659811770368*z*log(2)^23*log(16)^5 - 1880164883496
960*z*log(2)^22*log(16)^6 - 606105784811520*z*log(2)^21*log(16)^7 + 166988328468480*z*log(2)^20*log(16)^8 - 20
87354105856*z*log(2)^18*log(16)^10 - 381772427396382720*z*log(2)^25*log(16)^2 + 244787572226654208*z*log(2)^24
*log(16)^3 - 64605928858583040*z*log(2)^23*log(16)^4 - 5149425269735424*z*log(2)^22*log(16)^5 + 78014473159311
36*z*log(2)^21*log(16)^6 - 1458364735291392*z*log(2)^20*log(16)^7 - 69346541961216*z*log(2)^19*log(16)^8 + 365
28696852480*z*log(2)^18*log(16)^9 - 334931582785683456*z*log(2)^24*log(16)^2 + 46176292910923776*z*log(2)^23*l
og(16)^3 + 56389136730292224*z*log(2)^22*log(16)^4 - 31498791932657664*z*log(2)^21*log(16)^5 + 461324584747008
0*z*log(2)^20*log(16)^6 + 66193902821965824*z*log(2)^23*log(16)^2 - 4016146609078272*z*log(2)^19*log(16)^6 + 2
4047453081088*z*log(2)^14*log(16)^5 - 99054694264320*z*log(2)^15*log(16)^4 - 7049501454532608*z*log(2)^19*log(
16)^2 - 42675411456*z*log(2)^12*log(16)^3 - 154343310336*z*log(2)^12*log(16)^9 + 1047580876210176*z*log(2)^18*
log(16)^7 + 98354331648*z*log(2)^14*log(16)^11 + 81195908380416*z*log(2)^15*log(16)^5 + 39940011491328*z*log(2
)^16*log(16) + 1141942802688*z*log(2)^14*log(16)^2 - 9113383065600*z*log(2)^14*log(16)^8 + 70045967308032*z*lo
g(2)^15*log(16)^3 - 267880734130176*z*log(2)^18*log(16)^8 - 64830134003171328*z*log(2)^21*log(16)^3 - 30885094
656*z*log(2)^13*log(16) + 83531912970240*z*log(2)^16*log(16)^8 - 686384640*z*log(2)^12*log(16) + 2170846028759
0400*z*log(2)^20*log(16)^3 - 23110265276928*z*log(2)^15*log(16)^2 + 617671176486912*z*log(2)^17*log(16)^6 + 30
30407679836160*z*log(2)^18*log(16)^5 + 674357704151040*z*log(2)^19*log(16) + 272428745829120*z*log(2)^16*log(1
6)^4 + 2910880530432*z*log(2)^16*log(16)^10 + 7412954112*z*log(2)^12*log(16)^2 + 397549526704128*z*log(2)^16*l
og(16)^6 - 225424398680064*z*log(2)^16*log(16)^7 + 1115409719808*z*log(2)^13*log(16)^6 - 346600650240*z*log(2)
^13*log(16)^8 - 354962566656*z*log(2)^12*log(16)^5 - 227994731135631360*z*log(2)^27*log(16) + 1698877406309253
12*z*log(2)^26*log(16) + 456073574910787584*z*log(2)^25*log(16) + 186318309820465152*z*log(2)^24*log(16) + 112
75075584*z*log(2)^13*log(16)^11 + 15336166912819200*z*log(2)^19*log(16)^3 - 1511822498586624*z*log(2)^17*log(1
6)^3 + 6208783441920*z*log(2)^15*log(16)^7 - 715383373824*z*log(2)^14*log(16)^10 - 195689447424*z*log(2)^16*lo
g(16)^11 + 4486361776128*z*log(2)^17*log(16)^9 - 146916060954624*z*log(2)^17*log(16)^7 - 65071158000192*z*log(
2)^16*log(16)^2 - 11901677573505024*z*log(2)^24 + 43901761536*z*log(2)^15 + 4933112832*z*log(2)^14 - 556404883
6460544*z*log(2)^21 + 192528884070088704*z*log(2)^28 + 124130464729399296*z*log(2)^27 - 149453317028708352*z*l
og(2)^26 - 212729524012449792*z*log(2)^25 - 699594006528*z*log(2)^16 - 2430254759215104*z*log(2)^20 + 16121484
4925952*z*log(2)^18 + 13524738911502336*z*log(2)^22 + 2745538560*z*log(2)^13 + 54965799802109952*z*log(2)^23 +
402187298881536*z*log(2)^19 - 26888249696256*z*log(2)^17 + 133312896*log(2)^17*log(16)^2 - 125829120*log(2)^1
9*log(16)^7 - 121777920*log(2)^16*log(16)^3 - 114814080*log(2)^16*log(16)^5 + 112992768*log(2)^17*log(16)^3 -
112601088*log(2)^17*log(16)^6 + 53324992*log(2)^16*log(16)^6 + 52954944*log(2)^16*log(16)^2 - 34307072*log(2)^
19*log(16)^3 + 23298048*log(2)^17*log(16)^7 - 15728640*log(2)^18*log(16)^8 - 15097344*log(2)^16*log(16)^7 + 23
96160*log(2)^16*log(16)^8 - 1966080*log(2)^17*log(16)^8 - 163840*log(2)^16*log(16)^9 + 4123168604160*log(2)^26
*log(16)^2 - 1374389534720*log(2)^25*log(16)^3 + 257698037760*log(2)^24*log(16)^4 + 3659312136192*log(2)^25*lo
g(16)^2 - 528280977408*log(2)^24*log(16)^3 - 154618822656*log(2)^23*log(16)^4 + 48782180352*log(2)^22*log(16)
- 68516315136*log(2)^21*log(16)^3 - 21170749440*log(2)^20*log(16)^5 - 3939456000*log(2)^19*log(16)^2 + 3896451
072*log(2)^19*log(16)^4 + 1186511978496*log(2)^23*log(16) + 1081427712*log(2)^18*log(16) - 3641427264*log(2)^1
8*log(16)^2 + 433057693696*log(2)^22*log(16)^3 - 76425707520*log(2)^20*log(16)^3 - 3222405120*log(2)^19*log(16
)^5 - 92994048*log(2)^17*log(16) - 11439744*log(2)^16*log(16) - 6597069766656*log(2)^27*log(16) - 865865406873
6*log(2)^26*log(16) + 122906247168*log(2)^21*log(16)^2 + 2573893632*log(2)^18*log(16)^5 - 354670608384*log(2)^
22*log(16)^2 - 16919126016*log(2)^20*log(16) + 1318286524416*log(2)^24*log(16) + 6643777536*log(2)^21*log(16)^
5 + 3675936768*log(2)^19*log(16) - 2013265920*log(2)^21*log(16)^6 + 672028164096*log(2)^23*log(16)^3 - 1298204
196864*log(2)^23*log(16)^2 - 5368709120*log(2)^22*log(16)^6 - 151397597184*log(2)^24*log(16)^2 + 1051721728*lo
g(2)^19*log(16)^6 - 921206784*log(2)^18*log(16)^6 - 224227491840*log(2)^22*log(16)^4 + 5157718272*log(2)^18*lo
g(16)^3 - 109726298112*log(2)^21*log(16) + 4970250240*log(2)^20*log(16)^6 - 3279207530496*log(2)^25*log(16) +
56371445760*log(2)^22*log(16)^5 - 503316480*log(2)^20*log(16)^7 + 60593372160*log(2)^20*log(16)^2 + 8933867520
*log(2)^21*log(16)^4 - 334984128*log(2)^17*log(16)^4 + 276480000*log(2)^17*log(16)^5 + 51784974336*log(2)^20*l
og(16)^4 - 4504239360*log(2)^18*log(16)^4 + 184811520*log(2)^18*log(16)^7 + 152972352*log(2)^16*log(16)^4 - 10
51415543808*log(2)^24 + 45828468736*log(2)^22 + 40612807680*log(2)^21 - 1808463168*log(2)^19 + 559956361216*lo
g(2)^25 - 366295646208*log(2)^23 - 1053684480*log(2)^20 + 174923328*log(2)^18 - 11255232*log(2)^17 + 1906624*l
og(2)^16 + 4398046511104*log(2)^28 + 8246337208320*log(2)^27 + 5862630359040*log(2)^26, z, k)*(root(3989185338
9577611902976*z^9*log(2)^5*log(16)^5 - 86060733699094216704*z^9*log(2)*log(16)^5 + 326184205507809509376*z^9*l
og(2)^3*log(16)^8 - 290285171330431057920*z^9*log(2)^2*log(16)^7 + 2215816992556113199104*z^9*log(2)^3*log(16)
^6 + 123842530044178792278650781696*z^9*log(2)^16*log(16)^2 - 39687253348106798042751959040*z^9*log(2)^15*log(
16)^3 + 5454138023163812483180789760*z^9*log(2)^14*log(16)^4 + 298798124991149884399681536*z^9*log(2)^13*log(1
6)^5 - 211052981826882783179440128*z^9*log(2)^12*log(16)^6 + 27482585573562273629208576*z^9*log(2)^11*log(16)^
7 - 1246561192484064460800000*z^9*log(2)^10*log(16)^8 + 78974202988091481407839272960*z^9*log(2)^15*log(16)^2
- 19800736991040315305911910400*z^9*log(2)^14*log(16)^3 + 35741402510903096220057600*z^9*log(2)^13*log(16)^4 +
1223249500935658468131471360*z^9*log(2)^12*log(16)^5 - 306705910296687194438369280*z^9*log(2)^11*log(16)^6 +
32893259498315505740021760*z^9*log(2)^10*log(16)^7 - 1371217311732470906880000*z^9*log(2)^9*log(16)^8 - 519282
36940559722209418936320*z^9*log(2)^14*log(16)^2 + 22653906138356001533853696000*z^9*log(2)^13*log(16)^3 - 6044
904314510044363436851200*z^9*log(2)^12*log(16)^4 + 1002092592156767649508884480*z^9*log(2)^11*log(16)^5 - 9940
0540176440803291299840*z^9*log(2)^10*log(16)^6 + 5252821880948975028142080*z^9*log(2)^9*log(16)^7 - 1064251618
08327003340800*z^9*log(2)^8*log(16)^8 - 25985456805598117123973971968*z^9*log(2)^13*log(16)^2 + 89045000332599
10636662423552*z^9*log(2)^12*log(16)^3 - 1463726986292979050238443520*z^9*log(2)^11*log(16)^4 + 20687960714495
345893048320*z^9*log(2)^10*log(16)^5 + 32455132194194622209064960*z^9*log(2)^9*log(16)^6 - 4895014799513938934
366208*z^9*log(2)^8*log(16)^7 + 235801852472521541025792*z^9*log(2)^7*log(16)^8 + 1045807767936493392203926732
8*z^9*log(2)^12*log(16)^2 - 4252626679583287373148979200*z^9*log(2)^11*log(16)^3 + 105071583337468181946040320
0*z^9*log(2)^10*log(16)^4 - 159876925083096894274535424*z^9*log(2)^9*log(16)^5 + 14373805337304631496146944*z^
9*log(2)^8*log(16)^6 - 673961781437114615857152*z^9*log(2)^7*log(16)^7 + 11539273312125069557760*z^9*log(2)^6*
log(16)^8 + 1175256299792052575249891328*z^9*log(2)^11*log(16)^2 - 414390373412585697812938752*z^9*log(2)^10*l
og(16)^3 + 64650176991809711068151808*z^9*log(2)^9*log(16)^4 + 1854550914029806128463872*z^9*log(2)^8*log(16)^
5 - 2211484668165338274201600*z^9*log(2)^7*log(16)^6 + 288343697632312141283328*z^9*log(2)^6*log(16)^7 - 95494
28705086377295872*z^9*log(2)^5*log(16)^8 - 354577405862133891072*z^9*log(2)^4*log(16)^9 - 11221712858979502183
51017984*z^9*log(2)^10*log(16)^2 + 399171427934682113755840512*z^9*log(2)^9*log(16)^3 - 7996030938923993854377
9840*z^9*log(2)^8*log(16)^4 + 8199395580102011120517120*z^9*log(2)^7*log(16)^5 + 238933186347363315530858496*z
^9*log(2)^9*log(16)^2 - 80601531071794363376861184*z^9*log(2)^8*log(16)^3 + 15801573355560166081167360*z^9*log
(2)^7*log(16)^4 + 9298394831979139540451328*z^9*log(2)^8*log(16)^2 + 41083204191928713216*z^9*log(2)*log(16)^7
+ 72576741127237926912*z^9*log(2)^2*log(16)^6 + 217433519037860334796800*z^9*log(2)^6*log(16)^4 - 62604813896
100347904*z^9*log(2)*log(16)^6 + 2287301029909015560192*z^9*log(2)^4*log(16)^8 + 860607336990942167040*z^9*log
(2)^2*log(16)^4 - 34781060753740523372544*z^9*log(2)^5*log(16)^7 - 12061675477612716097536*z^9*log(2)^4*log(16
)^6 - 192354918162450272539197308928*z^9*log(2)^17*log(16) - 135253636564688379661548257280*z^9*log(2)^16*log(
16) + 66912756119322790115577692160*z^9*log(2)^15*log(16) + 38739683348011375398255329280*z^9*log(2)^14*log(16
) - 14380633479077761339166294016*z^9*log(2)^13*log(16) - 1654810668631251437947453440*z^9*log(2)^12*log(16) +
1695121451630735519083659264*z^9*log(2)^11*log(16) - 382080505242181519143862272*z^9*log(2)^10*log(16) - 1661
3830070636780816695296*z^9*log(2)^9*log(16) + 28001302559665836968116224*z^9*log(2)^8*log(16) - 63355996504406
50149593088*z^9*log(2)^7*log(16) + 613119287375828443201536*z^9*log(2)^6*log(16) - 22031547826968119476224*z^9
*log(2)^5*log(16) - 36095280241649909760*z^9*log(2)^2*log(16)^8 - 2458276284328756924907520*z^9*log(2)^7*log(1
6)^3 - 16460432045742883193487360*z^9*log(2)^7*log(16)^2 + 3812507577701533835329536*z^9*log(2)^6*log(16)^2 -
377487671839938079358976*z^9*log(2)^5*log(16)^2 + 122973282561668677632000*z^9*log(2)^4*log(16)^3 + 1376971739
1855074672640*z^9*log(2)^4*log(16)^2 - 4589905797285024890880*z^9*log(2)^3*log(16)^3 - 76868148934686397169664
0*z^9*log(2)^5*log(16)^4 - 196276919084962793127936*z^9*log(2)^6*log(16)^6 - 1834819010729760125878272*z^9*log
(2)^6*log(16)^5 + 2038004543189661253632*z^9*log(2)^2*log(16)^5 - 7492712245033376415744*z^9*log(2)^4*log(16)^
7 + 201471172650377737666560*z^9*log(2)^4*log(16)^4 - 22165008797507455549440*z^9*log(2)^3*log(16)^4 + 1127838
816842859675648*z^9*log(2)^3*log(16)^7 + 44356209745678118682624*z^9*log(2)^4*log(16)^5 - 15545798395541757886
464*z^9*log(2)^3*log(16)^5 + 4966619654890161942036480*z^9*log(2)^6*log(16)^3 - 1197214757321908357693440*z^9*
log(2)^5*log(16)^3 + 132638588855041054998528*z^9*log(2)^5*log(16)^6 + 3585863904128925696*z^9*log(16)^6 - 159
3717290723966976*z^9*log(16)^7 + 121587758137205248379968290816*z^9*log(2)^18 + 90125520571493247428497244160*
z^9*log(2)^17 - 37239477867574377424481157120*z^9*log(2)^16 - 23739599107574474469613240320*z^9*log(2)^15 + 85
02961830657655140280958976*z^9*log(2)^14 + 939420088284129196372918272*z^9*log(2)^13 - 10751558906892538914589
90080*z^9*log(2)^12 + 255637045349843010236448768*z^9*log(2)^11 + 11790098290366654212734976*z^9*log(2)^10 - 1
9460207080956855054237696*z^9*log(2)^9 + 4335917636540526772617216*z^9*log(2)^8 - 413098102265755874623488*z^9
*log(2)^7 + 14687698551312079650816*z^9*log(2)^6 - 233436164811607425024*z^7*log(2)^5*log(16)^5 + 673556266932
240384*z^7*log(2)^3*log(16)^7 - 98151710219933303439360*z^7*log(2)^8*log(16)^5 - 368858378993352376320*z^7*log
(2)^5*log(16)^4 - 1211190257092474699776*z^7*log(2)^7*log(16)^7 + 36615732518464782336*z^7*log(2)^6*log(16)^7
+ 3275199983043307634688*z^7*log(2)^7*log(16)^6 - 53175788508856320*z^7*log(2)^2*log(16)^5 - 99323164921805860
53500928*z^7*log(2)^11*log(16) - 6259056483078122766336*z^7*log(2)^7*log(16)^2 + 49394391340528327210429317120
0*z^7*log(2)^21*log(16)^2 - 111697745193015762968012390400*z^7*log(2)^20*log(16)^3 + 4396381616790873973142323
200*z^7*log(2)^19*log(16)^4 + 2869750959700828919357767680*z^7*log(2)^18*log(16)^5 - 5332465968266907445572403
20*z^7*log(2)^17*log(16)^6 + 29548117155177824256000000*z^7*log(2)^16*log(16)^7 + 2893541647502964696285519544
32*z^7*log(2)^20*log(16)^2 - 32531711100654122296651284480*z^7*log(2)^19*log(16)^3 - 1299269951212751008686931
9680*z^7*log(2)^18*log(16)^4 + 4852997890202389306851459072*z^7*log(2)^17*log(16)^5 - 591267752442472403111510
016*z^7*log(2)^16*log(16)^6 + 19910466878907783674068992*z^7*log(2)^15*log(16)^7 + 738702928879445606400000*z^
7*log(2)^14*log(16)^8 - 285637800192325736722920898560*z^7*log(2)^19*log(16)^2 + 98371693751310900807635828736
*z^7*log(2)^18*log(16)^3 - 18368248999056039214432911360*z^7*log(2)^17*log(16)^4 + 149711941598507689145322700
8*z^7*log(2)^16*log(16)^5 + 49221312653329530001293312*z^7*log(2)^15*log(16)^6 - 18180808744995139375595520*z^
7*log(2)^14*log(16)^7 + 1009060813820033903886336*z^7*log(2)^13*log(16)^8 - 5771116631870668800000*z^7*log(2)^
12*log(16)^9 - 124831590623940000968632958976*z^7*log(2)^18*log(16)^2 + 24630628253627355554195177472*z^7*log(
2)^17*log(16)^3 + 937388753107848797481861120*z^7*log(2)^16*log(16)^4 - 1255047485601324419870883840*z^7*log(2
)^15*log(16)^5 + 204809536695529274660093952*z^7*log(2)^14*log(16)^6 - 11717187665417145497419776*z^7*log(2)^1
3*log(16)^7 + 69037790665081337413632*z^7*log(2)^12*log(16)^8 + 144277915796766720000*z^7*log(2)^11*log(16)^9
+ 72750650048106420194682863616*z^7*log(2)^17*log(16)^2 - 25310229592600211136102531072*z^7*log(2)^16*log(16)^
3 + 4981570747192999094035415040*z^7*log(2)^15*log(16)^4 - 495839183287916587621810176*z^7*log(2)^14*log(16)^5
+ 7131518524768016161308672*z^7*log(2)^13*log(16)^6 + 3145327788913513784672256*z^7*log(2)^12*log(16)^7 - 228
036237932676369088512*z^7*log(2)^11*log(16)^8 + 2050189183472055091200*z^7*log(2)^10*log(16)^9 + 1111339773856
6568150550183936*z^7*log(2)^16*log(16)^2 - 1730273245377871585134772224*z^7*log(2)^15*log(16)^3 - 347977740172
590822444761088*z^7*log(2)^14*log(16)^4 + 177676161562494994156093440*z^7*log(2)^13*log(16)^5 - 25932052540748
540682436608*z^7*log(2)^12*log(16)^6 + 1329392070928597228978176*z^7*log(2)^11*log(16)^7 + 4594920680657661198
336*z^7*log(2)^10*log(16)^8 - 325769614762388226048*z^7*log(2)^9*log(16)^9 - 9757349142126044471428644864*z^7*
log(2)^15*log(16)^2 + 2956087659672491455326191616*z^7*log(2)^14*log(16)^3 - 479416112984416385910177792*z^7*l
og(2)^13*log(16)^4 + 32600816475657751926669312*z^7*log(2)^12*log(16)^5 + 1332058076129642781081600*z^7*log(2)
^11*log(16)^6 - 348047925730145546010624*z^7*log(2)^10*log(16)^7 + 15244077027130664288256*z^7*log(2)^9*log(16
)^8 + 109741896929963409408*z^7*log(2)^8*log(16)^9 + 1054325623872774442202431488*z^7*log(2)^14*log(16)^2 - 38
7903928159702219449434112*z^7*log(2)^13*log(16)^3 + 94358641643715969140391936*z^7*log(2)^12*log(16)^4 - 14804
334826554067802652672*z^7*log(2)^11*log(16)^5 - 20050167035881976758272*z^7*log(2)^9*log(16)^7 - 3085423018457
822134272*z^7*log(2)^8*log(16)^8 + 923378661099307008*z^7*log(2)^6*log(16)^10 + 439717063721098183459209216*z^
7*log(2)^13*log(16)^2 - 100163275206331687237582848*z^7*log(2)^12*log(16)^3 + 7724437987936607636815872*z^7*lo
g(2)^11*log(16)^4 + 983985440664791726161920*z^7*log(2)^10*log(16)^5 - 56362394569203379077120*z^7*log(2)^8*lo
g(16)^4 - 25715459326234001080320*z^7*log(2)^7*log(16)^4 + 3861909841379328*z^7*log(2)^2*log(16)^8 + 110310439
8484302980972544*z^7*log(2)^9*log(16)^4 - 467987975245246475796480*z^7*log(2)^9*log(16)^3 - 30229233644077056*
z^7*log(2)^2*log(16)^7 - 1098105262815021170688*z^7*log(2)^6*log(16)^6 - 528327635325136404480*z^7*log(2)^6*lo
g(16)^2 + 12904500695113138176*z^7*log(2)^7*log(16)^9 + 15363997671139118678016*z^7*log(2)^8*log(16)^7 + 23246
9737601699598336*z^7*log(2)^5*log(16)^6 + 193036236732594980388864*z^7*log(2)^8*log(16)^2 - 643318330830338608
9095168*z^7*log(2)^10*log(16)^3 + 34032504645668044800*z^7*log(2)^5*log(16)^2 - 105806342382944256*z^7*log(2)^
3*log(16)^8 + 295492739690166422077440*z^7*log(2)^9*log(16)^5 - 1134893795057860608*z^7*log(2)^5*log(16)^8 + 1
8766310142140689416192*z^7*log(2)^7*log(16)^5 + 331686148607325946773504*z^7*log(2)^8*log(16)^3 + 378724700250
6018737356800*z^7*log(2)^10*log(16)^2 + 33737800838501744640*z^7*log(2)^4*log(16)^5 + 72098540908904448*z^7*lo
g(2)^2*log(16)^6 + 99279094903159652352*z^7*log(2)^6*log(16)^8 - 7858413694841978880*z^7*log(2)^4*log(16)^4 -
11716246718464647168*z^7*log(2)^4*log(16)^6 - 8507061461380497408*z^7*log(2)^6*log(16)^9 - 9597509844631049507
80475473920*z^7*log(2)^22*log(16) - 673964515164969840628325154816*z^7*log(2)^21*log(16) + 4392287202748312782
04772155392*z^7*log(2)^20*log(16) + 251343221001540985426135744512*z^7*log(2)^19*log(16) - 1130411097994591858
43836551168*z^7*log(2)^18*log(16) - 23397168799708306983792672768*z^7*log(2)^17*log(16) + 16900330545976756923
311063040*z^7*log(2)^16*log(16) - 1718703458769011084227510272*z^7*log(2)^15*log(16) - 89859147511582618284353
1264*z^7*log(2)^14*log(16) + 362681734281810942703435776*z^7*log(2)^13*log(16) + 3769363937713880825856*z^7*lo
g(2)^8*log(16)^6 + 109010375740434677760*z^7*log(2)^5*log(16)^3 - 383490952522447284338688*z^7*log(2)^9*log(16
) - 992433976724791296*z^7*log(2)^3*log(16)^6 + 1167398629486350041088*z^7*log(2)^7*log(16) - 3566748890865735
4868785152*z^7*log(2)^12*log(16) - 1025321872492855296*z^7*log(2)^5*log(16)^9 + 1247799857715365541838848*z^7*
log(2)^10*log(16)^6 - 181055630873788315437367296*z^7*log(2)^12*log(16)^2 + 45379975869148682111680512*z^7*log
(2)^11*log(16)^3 + 3412738782852485738397696*z^7*log(2)^10*log(16) - 48352356082211838492672*z^7*log(2)^7*log(
16)^3 - 1237597405618296176640*z^7*log(2)^6*log(16)^5 + 94555012633657344*z^7*log(2)^4*log(16)^9 - 85081261614
17011200*z^7*log(2)^4*log(16)^3 - 27851145844400455680*z^7*log(2)^5*log(16)^7 + 388840485125652480*z^7*log(2)^
4*log(16)^8 - 1530928540315008000*z^7*log(2)^4*log(16)^7 + 10127001790863988752384*z^7*log(2)^8*log(16) - 2368
94163845093517164544*z^7*log(2)^9*log(16)^6 + 5902651046377927802880*z^7*log(2)^6*log(16)^4 + 2044855353392022
159360*z^7*log(2)^6*log(16)^3 - 215808435478151036928*z^7*log(2)^7*log(16)^8 + 1063515770177126400*z^7*log(2)^
3*log(16)^4 - 472261806164754432*z^7*log(2)^3*log(16)^5 - 1567115335638115119267840*z^7*log(2)^9*log(16)^2 - 6
8065009291336089600*z^7*log(2)^6*log(16) - 5748226214355619320692736*z^7*log(2)^10*log(16)^4 + 208275072227374
54708555776*z^7*log(2)^11*log(16)^2 + 54452007433068871680*z^7*log(2)^7 + 25300655133870152849817600*z^7*log(2
)^13 - 2874745128757553906319360*z^7*log(2)^11 + 9225285048457606968901632*z^7*log(2)^12 - 6793323754933683486
720*z^7*log(2)^9 + 304595883082212333060096*z^7*log(2)^10 - 992982028301654556672*z^7*log(2)^8 + 7205200482204
75545955367649280*z^7*log(2)^23 + 552090160147694095632571564032*z^7*log(2)^22 - 28163008836258570357305455411
2*z^7*log(2)^21 - 190718279628806563204285071360*z^7*log(2)^20 + 74129332484801326692616372224*z^7*log(2)^19 +
17874904475116872155529216000*z^7*log(2)^18 - 12107553952535868219429224448*z^7*log(2)^17 + 12506507892509169
10198947840*z^7*log(2)^16 + 719253331991231457971404800*z^7*log(2)^15 - 291026699643141903372779520*z^7*log(2)
^14 - 2314755750369888829440*z^6*log(2)^9*log(16)^7 + 10269228642301440*z^6*log(2)^3*log(16)^7 - 2953369550543
1924510720*z^6*log(2)^8*log(16)^3 + 1189958038774087680*z^6*log(2)^7*log(16)^9 + 431293688860620635504640*z^6*
log(2)^10*log(16)^4 - 453678130239952896*z^6*log(2)^5*log(16)^8 - 20520927023415414975627264*z^6*log(2)^12*log
(16)^4 + 883499937163902720*z^6*log(2)^4*log(16)^3 - 562516217229312*z^6*log(2)^3*log(16)^8 + 2721916430138361
2282323379159040*z^6*log(2)^26*log(16)^2 - 3362185909333931709796460789760*z^6*log(2)^25*log(16)^3 - 440378052
836251376471538401280*z^6*log(2)^24*log(16)^4 + 151116596367261494852991320064*z^6*log(2)^23*log(16)^5 - 10758
141143787410502451200000*z^6*log(2)^22*log(16)^6 + 15387618866833669109579608227840*z^6*log(2)^25*log(16)^2 +
1689217502858754107309681541120*z^6*log(2)^24*log(16)^3 - 1369261778729601489038380892160*z^6*log(2)^23*log(16
)^4 + 185699286562434753157750849536*z^6*log(2)^22*log(16)^5 - 356309634682239035841183744*z^6*log(2)^21*log(1
6)^6 - 1008575732230069734604800000*z^6*log(2)^20*log(16)^7 - 22457535293829652130568540782592*z^6*log(2)^24*l
og(16)^2 + 6166480438489793400721008230400*z^6*log(2)^23*log(16)^3 - 618290812001635677655825121280*z^6*log(2)
^22*log(16)^4 - 58951170862788997582071791616*z^6*log(2)^21*log(16)^5 + 17241440770355885301911519232*z^6*log(
2)^20*log(16)^6 - 792780868562124014188756992*z^6*log(2)^19*log(16)^7 - 31517991632189679206400000*z^6*log(2)^
18*log(16)^8 - 11111526285381122368621397409792*z^6*log(2)^23*log(16)^2 + 215766892500971873148736634880*z^6*l
og(2)^22*log(16)^3 + 627383283599806913124444930048*z^6*log(2)^21*log(16)^4 - 125346044145486124134118195200*z
^6*log(2)^20*log(16)^5 + 5500723295755742545830739968*z^6*log(2)^19*log(16)^6 + 513075082182089349865144320*z^
6*log(2)^18*log(16)^7 - 30058078259786653265559552*z^6*log(2)^17*log(16)^8 - 328312412835309158400000*z^6*log(
2)^16*log(16)^9 + 7641661186553995955973220466688*z^6*log(2)^22*log(16)^2 - 2431538076903499767389689479168*z^
6*log(2)^21*log(16)^3 + 337927714123952701709601472512*z^6*log(2)^20*log(16)^4 + 3626816900865020876657000448*
z^6*log(2)^19*log(16)^5 - 6033556429062205015446257664*z^6*log(2)^18*log(16)^6 + 440080674281603340410290176*z
^6*log(2)^17*log(16)^7 + 5830946644423711364481024*z^6*log(2)^16*log(16)^8 - 320104602514426429440000*z^6*log(
2)^15*log(16)^9 + 2521682029196499519342586626048*z^6*log(2)^21*log(16)^2 - 62673927269462738554645905408*z^6*
log(2)^20*log(16)^3 - 147272121731833107684928782336*z^6*log(2)^19*log(16)^4 + 31961562805852078933071101952*z
^6*log(2)^18*log(16)^5 - 1802403904256641871596486656*z^6*log(2)^17*log(16)^6 - 108389442457409918689345536*z^
6*log(2)^16*log(16)^7 + 10071431410166628630921216*z^6*log(2)^15*log(16)^8 + 17113284519040489881600*z^6*log(2
)^14*log(16)^9 - 1573711118908000777758390091776*z^6*log(2)^20*log(16)^2 + 459669048626336979857965056000*z^6*
log(2)^19*log(16)^3 - 60143520191211720887859412992*z^6*log(2)^18*log(16)^4 - 835177083244657682398838784*z^6*
log(2)^17*log(16)^5 + 1086953945377833050513080320*z^6*log(2)^16*log(16)^6 - 81126835844624429233471488*z^6*lo
g(2)^15*log(16)^7 - 923000999226917391433728*z^6*log(2)^14*log(16)^8 + 72020252441617593532416*z^6*log(2)^13*l
og(16)^9 - 179785402450495369825241530368*z^6*log(2)^19*log(16)^2 - 30068039090131964967329464320*z^6*log(2)^1
8*log(16)^3 + 23449625719834479951083470848*z^6*log(2)^17*log(16)^4 - 4121250483220846303751700480*z^6*log(2)^
16*log(16)^5 + 183807548595177527426678784*z^6*log(2)^15*log(16)^6 + 17376305679592258195685376*z^6*log(2)^14*
log(16)^7 - 1280043172054301486874624*z^6*log(2)^13*log(16)^8 - 9557700150484531150848*z^6*log(2)^12*log(16)^9
+ 192938940346291452238979137536*z^6*log(2)^18*log(16)^2 - 44497052490147171980474843136*z^6*log(2)^17*log(16
)^3 + 3856744516114102414183759872*z^6*log(2)^16*log(16)^4 + 401972629264402942324113408*z^6*log(2)^15*log(16)
^5 - 114270926284443271651393536*z^6*log(2)^14*log(16)^6 + 6180129455730829408862208*z^6*log(2)^13*log(16)^7 +
203456898902253656604672*z^6*log(2)^12*log(16)^8 - 6299475584994043232256*z^6*log(2)^11*log(16)^9 - 677817648
41321005056*z^6*log(2)^10*log(16)^10 - 15372741760716459412297875456*z^6*log(2)^17*log(16)^2 + 853186169157438
0241052762112*z^6*log(2)^16*log(16)^3 - 2213048992248005897949806592*z^6*log(2)^15*log(16)^4 + 251373508538022
605793263616*z^6*log(2)^14*log(16)^5 - 1848588195123441388486656*z^6*log(2)^13*log(16)^6 - 1731119671003139492
806656*z^6*log(2)^12*log(16)^7 + 68143640680814264451072*z^6*log(2)^11*log(16)^8 + 1811278236746784964608*z^6*
log(2)^10*log(16)^9 + 1709693302191685632*z^6*log(2)^9*log(16)^10 - 11015863215552855382375268352*z^6*log(2)^1
6*log(16)^2 + 1447900028777643677640032256*z^6*log(2)^15*log(16)^3 + 93226789449995161410994176*z^6*log(2)^14*
log(16)^4 - 51019420059121061392809984*z^6*log(2)^13*log(16)^5 + 5784564145627679208505344*z^6*log(2)^12*log(1
6)^6 - 136334065946209214791680*z^6*log(2)^11*log(16)^7 - 17794941763487841386496*z^6*log(2)^10*log(16)^8 + 36
48653229954170880*z^6*log(2)^8*log(16)^10 + 3228381923594686450492243968*z^6*log(2)^15*log(16)^2 - 72464147674
8366006567567360*z^6*log(2)^14*log(16)^3 + 82908068489679118496956416*z^6*log(2)^13*log(16)^4 - 28818950094795
5712*z^6*log(2)^7*log(16)^10 - 74274430577261214028529664*z^6*log(2)^14*log(16)^2 - 399724281178968953520*z^6*
log(2)^6*log(16)^4 - 491944398634433016*z^6*log(2)^4*log(16)^7 + 161814929667548527337472*z^6*log(2)^9*log(16)
^2 + 204961729388639161536*z^6*log(2)^6*log(16)^5 - 4125897864342222077952*z^6*log(2)^8*log(16)^6 + 8772529199
9291919360*z^6*log(2)^6*log(16)^3 - 83473317454716665856*z^6*log(2)^7*log(16)^7 - 447514063561820547072*z^6*lo
g(2)^7*log(16) - 2462949565483951167897600*z^6*log(2)^12*log(16)^5 - 43456222173745970675712*z^6*log(2)^10*log
(16)^6 + 1819862218468885964783616*z^6*log(2)^11*log(16)^5 - 16921304824794814944*z^6*log(2)^5*log(16)^6 - 852
8799859198433280*z^6*log(2)^6*log(16)^7 - 96732379502899200*z^6*log(2)^5*log(16) + 35643209532966099323191296*
z^6*log(2)^12*log(16)^2 + 884618973287795751911424*z^6*log(2)^10*log(16)^3 - 2446871157259259756544*z^6*log(2)
^7*log(16)^5 + 171922188275712*z^6*log(2)^2*log(16)^7 + 502886819236945809786273792*z^6*log(2)^14*log(16) - 10
18783545280713404153856*z^6*log(2)^10*log(16)^2 + 425490490287776880*z^6*log(2)^4*log(16)^4 - 3488757654379902
27148800*z^6*log(2)^10*log(16)^5 - 49254962822814528*z^6*log(2)^3*log(16)^6 - 154996914339531802206535680*z^6*
log(2)^13*log(16)^2 - 6804811008899714488320*z^6*log(2)^9*log(16) + 456861058425862225920*z^6*log(2)^8*log(16)
^8 + 67772689496808044249088*z^6*log(2)^9*log(16)^3 + 5159438920934536660992*z^6*log(2)^8*log(16) + 1445385282
7109437440*z^6*log(2)^6*log(16) - 70962833399624687096411801518080*z^6*log(2)^27*log(16) - 6024041272703981680
8800100286464*z^6*log(2)^26*log(16) + 38339495049476810267699982630912*z^6*log(2)^25*log(16) + 339943016364807
79734595267461120*z^6*log(2)^24*log(16) - 11694573104251476175848877326336*z^6*log(2)^23*log(16) - 75227097546
09024209173233008640*z^6*log(2)^22*log(16) + 2717666363233404803119388295168*z^6*log(2)^21*log(16) + 699533694
742374515451497545728*z^6*log(2)^20*log(16) - 407394900425855259027255066624*z^6*log(2)^19*log(16) + 922287255
0385717278758928384*z^6*log(2)^18*log(16) + 30665138708432699678445797376*z^6*log(2)^17*log(16) - 732239892974
8928765796286464*z^6*log(2)^16*log(16) - 381648905787739458332786688*z^6*log(2)^15*log(16) + 39224176485751990
517760*z^6*log(2)^9*log(16)^5 - 7021992494910173771464704*z^6*log(2)^11*log(16)^3 + 11077820355270188520*z^6*l
og(2)^5*log(16)^5 + 50622673245337152*z^6*log(2)^4*log(16)^8 + 377860857433200*z^6*log(2)^2*log(16)^4 + 863456
387448098562048*z^6*log(2)^7*log(16)^6 - 4709884366472984064*z^6*log(2)^6*log(16)^6 + 153845414578809377280*z^
6*log(2)^6*log(16)^2 - 3428501558179921920*z^6*log(2)^7*log(16)^8 - 20960866872766080000*z^6*log(2)^5*log(16)^
3 + 12364927703379980845056*z^6*log(2)^9*log(16)^6 + 89867773389200328*z^6*log(2)^3*log(16)^5 + 34523289531822
52861489152*z^6*log(2)^11*log(16) + 157381389216852738048*z^6*log(2)^9*log(16)^9 + 86928721173973590085730304*
z^6*log(2)^13*log(16)^3 - 3418251093059042661120*z^6*log(2)^8*log(16)^2 - 733874513250816*z^6*log(2)^4*log(16)
^9 - 913808341670584909824*z^6*log(2)^9*log(16)^8 - 52735513006439280*z^6*log(2)^3*log(16)^4 + 173497065311286
48858624*z^6*log(2)^8*log(16)^4 - 34503236222976*z^6*log(2)^2*log(16)^8 - 174443291874146602745856*z^6*log(2)^
9*log(16)^4 - 302539563370824597504*z^6*log(2)^8*log(16)^7 + 21591662529873134160*z^6*log(2)^5*log(16)^4 - 604
5773718931200*z^6*log(2)^3*log(16)^3 - 564419724979741890969600*z^6*log(2)^11*log(16)^2 - 25436296905818112*z^
6*log(2)^5*log(16)^9 - 594004800714056681914368*z^6*log(2)^11*log(16)^6 + 70491051041827074342912*z^6*log(2)^1
0*log(16)^7 + 13562859415850719899549696*z^6*log(2)^12*log(16)^3 + 735335859001098240*z^6*log(2)^6*log(16)^9 +
5649598662527554265088*z^6*log(2)^8*log(16)^5 - 5380463081105164800*z^6*log(2)^5*log(16)^2 - 2323037267943811
560*z^6*log(2)^4*log(16)^5 - 1453317212872357636608*z^6*log(2)^7*log(16)^2 + 36274642313587200*z^6*log(2)^4*lo
g(16)^2 + 1817781967379052808372224*z^6*log(2)^11*log(16)^4 + 5497448279142850560*z^6*log(2)^5*log(16)^7 - 176
425557898752*z^6*log(2)^2*log(16)^6 - 248323306630464*z^6*log(2)^2*log(16)^5 - 5520997424460465451302912*z^6*l
og(2)^12*log(16) + 1427447982544521205248*z^6*log(2)^7*log(16)^4 + 1728484150196149155*z^6*log(2)^4*log(16)^6
- 386536493461700910661632*z^6*log(2)^10*log(16) - 2036008296755822592*z^6*log(2)^6*log(16)^8 - 75919979628975
882240*z^6*log(2)^8*log(16)^9 - 7797294954971136*z^6*log(2)^6*log(16)^10 - 80683436703683078975913984*z^6*log(
2)^13*log(16) + 2320643794712151608064*z^6*log(2)^7*log(16)^3 + 349362663740704896712704*z^6*log(2)^11 - 59488
42856418627563520*z^6*log(2)^9 - 3856256136722973464985600*z^6*log(2)^12 + 10004327821101621269495808*z^6*log(
2)^13 + 469797574464302542848*z^6*log(2)^8 - 553381059242337919624544256*z^6*log(2)^15 - 14517423593606836224*
z^6*log(2)^7 + 69680577189673014984179712*z^6*log(2)^14 + 96732379502899200*z^6*log(2)^6 + 1712992568379543189
5040*z^6*log(2)^10 + 65583335944690396360737464254464*z^6*log(2)^28 + 65008723831221006196966221152256*z^6*log
(2)^27 - 25610173269313601155605416902656*z^6*log(2)^26 - 33138871916363335551960641175552*z^6*log(2)^25 + 711
1736979389873573331531202560*z^6*log(2)^24 + 7222052289998236224315715485696*z^6*log(2)^23 - 19395153256584411
35798995648512*z^6*log(2)^22 - 731332235680894030568629469184*z^6*log(2)^21 + 346608512831748543558149210112*z
^6*log(2)^20 + 3159310817539929192806744064*z^6*log(2)^19 - 31033267763033560578351169536*z^6*log(2)^18 + 6668
344057743077029359648768*z^6*log(2)^17 + 727043797143999255127523328*z^6*log(2)^16 + 132006530580480*z^5*log(2
)^5*log(16)^9 - 3427039353025856913408*z^5*log(2)^11*log(16)^2 - 4353808876968960*z^5*log(2)^5*log(16)^4 - 923
999622463129940656128*z^5*log(2)^14*log(16)^2 - 921176275444992*z^5*log(2)^4*log(16)^5 + 670291072574844764160
*z^5*log(2)^10*log(16)^2 - 3431827243008*z^5*log(2)^4*log(16)^9 - 574107546279393915568128*z^5*log(2)^14*log(1
6)^3 + 131718376908075539227811512320*z^5*log(2)^25*log(16)^2 - 29786065384804203458136637440*z^5*log(2)^24*lo
g(16)^3 + 1172368431144233059504619520*z^5*log(2)^23*log(16)^4 + 765266922586887711828738048*z^5*log(2)^22*log
(16)^5 - 142199092487117531881930752*z^5*log(2)^21*log(16)^6 + 7879497908047419801600000*z^5*log(2)^20*log(16)
^7 - 42516066218836408431582117888*z^5*log(2)^24*log(16)^2 + 23464716125479018389527592960*z^5*log(2)^23*log(1
6)^3 - 6421097399242738965361459200*z^5*log(2)^22*log(16)^4 + 781651235356965194667393024*z^5*log(2)^21*log(16
)^5 + 5144996954038643233652736*z^5*log(2)^20*log(16)^6 - 10573340652850671683371008*z^5*log(2)^19*log(16)^7 +
738702928879445606400000*z^5*log(2)^18*log(16)^8 - 64735826717722595642805583872*z^5*log(2)^23*log(16)^2 + 14
074681907588614871932993536*z^5*log(2)^22*log(16)^3 - 25835297740905880045486080*z^5*log(2)^21*log(16)^4 - 579
232449747762613158150144*z^5*log(2)^20*log(16)^5 + 102986258980355524156981248*z^5*log(2)^19*log(16)^6 - 51775
29431026494018158592*z^5*log(2)^18*log(16)^7 - 250390744772976882745344*z^5*log(2)^17*log(16)^8 + 230844665274
82675200000*z^5*log(2)^16*log(16)^9 + 24594148857342384736636502016*z^5*log(2)^22*log(16)^2 - 1062524605737014
3256572067840*z^5*log(2)^21*log(16)^3 + 2473616569704288913169842176*z^5*log(2)^20*log(16)^4 - 251407554580520
862033641472*z^5*log(2)^19*log(16)^5 - 9612709203047974233440256*z^5*log(2)^18*log(16)^6 + 4502860965536963154
149376*z^5*log(2)^17*log(16)^7 - 288481961300645495439360*z^5*log(2)^16*log(16)^8 - 2031125261531442315264*z^5
*log(2)^15*log(16)^9 + 240463192994611200000*z^5*log(2)^14*log(16)^10 + 8543019434984511296942112768*z^5*log(2
)^21*log(16)^2 - 1173767958014543287031955456*z^5*log(2)^20*log(16)^3 - 332037710583611940623351808*z^5*log(2)
^19*log(16)^4 + 148977458263875157745467392*z^5*log(2)^18*log(16)^5 - 20511977438146408092794880*z^5*log(2)^17
*log(16)^6 + 691652515470128330047488*z^5*log(2)^16*log(16)^7 + 80563133794146733522944*z^5*log(2)^15*log(16)^
8 - 5521910197178773536768*z^5*log(2)^14*log(16)^9 - 6011579824865280000*z^5*log(2)^13*log(16)^10 - 4834833576
693796045496254464*z^5*log(2)^20*log(16)^2 + 1639039986688718169031311360*z^5*log(2)^19*log(16)^3 - 2942109021
50481122842116096*z^5*log(2)^18*log(16)^4 + 17247314316767045942771712*z^5*log(2)^17*log(16)^5 + 3144813717081
002185064448*z^5*log(2)^16*log(16)^6 - 624065665283784896937984*z^5*log(2)^15*log(16)^7 + 29831953896608838451
200*z^5*log(2)^14*log(16)^8 + 654491516376767791104*z^5*log(2)^13*log(16)^9 - 30944607148494028800*z^5*log(2)^
12*log(16)^10 + 86072425483284032721518592*z^5*log(2)^19*log(16)^2 - 164834645243412636556591104*z^5*log(2)^18
*log(16)^3 + 72226701162125784766218240*z^5*log(2)^17*log(16)^4 - 14897200306538161146691584*z^5*log(2)^16*log
(16)^5 + 1368018038522216995356672*z^5*log(2)^15*log(16)^6 - 1731585822729393143808*z^5*log(2)^14*log(16)^7 -
8226602319029263663104*z^5*log(2)^13*log(16)^8 + 359307241723590082560*z^5*log(2)^12*log(16)^9 + 2712499961727
025152*z^5*log(2)^11*log(16)^10 + 338022005655935368436908032*z^5*log(2)^18*log(16)^2 - 7990383053713918566334
4640*z^5*log(2)^17*log(16)^3 + 6762438133884598200827904*z^5*log(2)^16*log(16)^4 + 928883349623182498725888*z^
5*log(2)^15*log(16)^5 - 296025383529340647505920*z^5*log(2)^14*log(16)^6 + 29448334755260836872192*z^5*log(2)^
13*log(16)^7 - 790337515166430658560*z^5*log(2)^12*log(16)^8 - 82188481831802834836783104*z^5*log(2)^17*log(16
)^2 + 24597030448874089258942464*z^5*log(2)^16*log(16)^3 - 4221503210974834021367808*z^5*log(2)^15*log(16)^4 +
390043075233695416713216*z^5*log(2)^14*log(16)^5 - 901736973729792*z^5*log(2)^8*log(16)^11 + 1371353440275512
338415616*z^5*log(2)^16*log(16)^2 - 2114798381067446381445120*z^5*log(2)^15*log(16)^3 + 3935221655932531510345
728*z^5*log(2)^15*log(16)^2 - 609817791879069696*z^5*log(2)^9*log(16)^6 + 12640384748614053593088*z^5*log(2)^1
2*log(16) - 102486477643776*z^5*log(2)^6*log(16)^10 + 675340603702272*z^5*log(2)^4*log(16)^6 + 193542663814923
4703990784*z^5*log(2)^15*log(16) - 129301862829049152*z^5*log(2)^7*log(16)^6 - 130841307943333632*z^5*log(2)^6
*log(16)^5 - 70596231202064498688*z^5*log(2)^9*log(16) - 10254781155398980608*z^5*log(2)^9*log(16)^4 + 1775307
279826944*z^5*log(2)^7*log(16)^10 - 19565133833521556619264*z^5*log(2)^12*log(16)^3 + 15361803611147895570432*
z^5*log(2)^12*log(16)^5 + 582176931606012690432*z^5*log(2)^10*log(16) - 5689064437944680448*z^5*log(2)^10*log(
16)^9 + 1320083250374246400*z^5*log(2)^9*log(16)^9 - 857120247770112*z^5*log(2)^6*log(16)^9 + 1353645640260979
2*z^5*log(2)^6*log(16)^8 + 171147630012916608*z^5*log(2)^6*log(16)^6 + 4656554956851072768*z^5*log(2)^8*log(16
)^5 + 7673022659681280*z^5*log(2)^5*log(16)^7 - 131518295028624015360*z^5*log(2)^10*log(16)^4 - 41558041741709
62944*z^5*log(2)^8*log(16)^6 + 35268071407377408*z^5*log(2)^7*log(16)^7 + 898320235977768960*z^5*log(2)^10*log
(16)^10 - 8382664154733191626752*z^5*log(2)^13*log(16)^6 + 230500278921683533824*z^5*log(2)^10*log(16)^6 - 175
4554213697192460288*z^5*log(2)^11*log(16)^3 + 41669577380045493633024*z^5*log(2)^13*log(16)^2 - 16231062682151
4240*z^5*log(2)^6*log(16)^4 - 12395656625803084800*z^5*log(2)^8*log(16)^4 + 253013643926798598144*z^5*log(2)^1
1*log(16)^8 - 622669294769515776*z^5*log(2)^7*log(16)^5 + 7786920356610048*z^5*log(2)^8*log(16)^10 - 196195165
93450368*z^5*log(2)^5*log(16)^6 - 43093168277621116502016*z^5*log(2)^14*log(16) - 3032859585475364585472*z^5*l
og(2)^11*log(16) + 2788168234537866240*z^5*log(2)^7*log(16)^4 - 288880754165901950976*z^5*log(2)^11*log(16)^5
- 321914703637905408*z^5*log(2)^9*log(16)^8 - 74796561819500544*z^5*log(2)^8*log(16)^9 - 255933595856827986874
793459712*z^5*log(2)^26*log(16) + 31834200295758450669593296896*z^5*log(2)^25*log(16) + 1252392460612002820499
20892928*z^5*log(2)^24*log(16) - 29851542121340579585307181056*z^5*log(2)^23*log(16) - 18785114623831078763778
539520*z^5*log(2)^22*log(16) + 7602603920495871859032588288*z^5*log(2)^21*log(16) + 30564819142873475848549171
2*z^5*log(2)^20*log(16) - 681891513885606238098554880*z^5*log(2)^19*log(16) + 147550177208777713951703040*z^5*
log(2)^18*log(16) + 6160885139430003292766208*z^5*log(2)^17*log(16) - 2342660045859301883904*z^5*log(2)^12*log
(16)^7 + 685216279974747612119040*z^5*log(2)^14*log(16)^4 + 215270574064865315389440*z^5*log(2)^13*log(16)^3 +
252757063028736*z^5*log(2)^7*log(16)^8 + 44760377917440*z^5*log(2)^4*log(16)^8 + 7571604617396674560*z^5*log(
2)^9*log(16)^3 - 86046899433608577024*z^5*log(2)^11*log(16)^7 - 70098962430530448*z^5*log(2)^6*log(16)^7 + 585
9395460680122368*z^5*log(2)^10*log(16)^7 - 1157754347564556091392*z^5*log(2)^11*log(16)^6 + 22721873868096768*
z^5*log(2)^5*log(16)^5 + 47602069615411200*z^5*log(2)^6*log(16)^2 - 53205679798386425856*z^5*log(2)^11*log(16)
^9 + 300965146420595576832*z^5*log(2)^10*log(16)^3 - 11229996732590850048*z^5*log(2)^9*log(16)^7 - 94938864072
508827500544*z^5*log(2)^13*log(16)^5 + 21282102130948669440*z^5*log(2)^8*log(16)^2 + 5272688563140729765888*z^
5*log(2)^12*log(16)^6 - 1520012294627328*z^5*log(2)^5*log(16)^8 + 3632633678079959040*z^5*log(2)^8*log(16)^3 -
1848629684946862080*z^5*log(2)^10*log(16)^8 - 7933678269235200*z^5*log(2)^5*log(16)^3 - 245059700908032*z^5*l
og(2)^4*log(16)^7 - 4135509774434304*z^5*log(2)^7*log(16)^9 + 217049146102702080*z^5*log(2)^6*log(16)^3 - 2174
3181422538013016064*z^5*log(2)^12*log(16)^4 - 25853210317173559394304*z^5*log(2)^13*log(16)^4 - 99423987325359
84021307392*z^5*log(2)^16*log(16) - 243337756076605440*z^5*log(2)^8*log(16)^8 + 50253881914968809472*z^5*log(2
)^9*log(16)^5 - 44467548605235534495744*z^5*log(2)^13*log(16) - 1902965762490163200*z^5*log(2)^7*log(16)^3 - 1
26938852307763200*z^5*log(2)^7*log(16) - 146908610041685409792*z^5*log(2)^9*log(16)^2 + 2397449564669251584*z^
5*log(2)^8*log(16)^7 - 143172319341182976*z^5*log(2)^9*log(16)^10 + 4651891970212823040*z^5*log(2)^8*log(16) +
15087476151010817998848*z^5*log(2)^12*log(16)^2 - 467205498843053064192*z^5*log(2)^10*log(16)^5 + 46186151526
55326117888*z^5*log(2)^11*log(16)^4 + 495854891827200*z^5*log(2)^4*log(16)^4 - 1597071284758609920*z^5*log(2)^
7*log(16)^2 + 17307076362003491586048*z^5*log(2)^15 + 46493366016500922580992*z^5*log(2)^14 + 1269388523077632
00*z^5*log(2)^8 - 15355130027722896310272*z^5*log(2)^13 + 79179226025061777408*z^5*log(2)^10 - 161595892578174
4767467520*z^5*log(2)^16 - 4887713096726740992*z^5*log(2)^9 + 3903431027323806941184*z^5*log(2)^12 - 706071491
755471798272*z^5*log(2)^11 + 192138679525460145588098039808*z^5*log(2)^27 - 1683433926179853995423563776*z^5*l
og(2)^26 - 92860455213066882926430388224*z^5*log(2)^25 + 14896068505356114238969479168*z^5*log(2)^24 + 1488111
1957606974948598874112*z^5*log(2)^23 - 5045551820213143300428791808*z^5*log(2)^22 - 41856413549995599182010777
6*z^5*log(2)^21 + 545538013521011448414732288*z^5*log(2)^20 - 110312939558252592840572928*z^5*log(2)^19 - 9856
275317755459342958592*z^5*log(2)^18 + 9121870740195240384135168*z^5*log(2)^17 - 84338177603476320*z^4*log(2)^7
*log(16)^6 - 37547329959936*z^4*log(2)^4*log(16)^4 + 3001772724452232192*z^4*log(2)^9*log(16) + 37889518334524
78464*z^4*log(2)^11*log(16)^9 + 156536431681864032*z^4*log(2)^7*log(16)^5 - 3145952479150080*z^4*log(2)^10*log
(16)^11 + 108356279848823558592*z^4*log(2)^10*log(16)^3 + 35179437762070272*z^4*log(2)^8*log(16)^8 + 871472418
480447876*z^4*log(2)^8*log(16)^6 + 638895745645299760103424*z^4*log(2)^16*log(16)^3 + 385309127264698944*z^4*l
og(2)^8*log(16)^3 - 8908461547601264640*z^4*log(2)^12*log(16)^9 + 20113683775488*z^4*log(2)^8*log(16)^11 - 376
96138005381120*z^4*log(2)^9*log(16)^9 + 10069107566310290571264*z^4*log(2)^13*log(16)^3 + 622783407379968*z^4*
log(2)^5*log(16)^6 - 223643902056312547584*z^4*log(2)^11*log(16)^3 + 27289595710347213275136*z^4*log(2)^14*log
(16)^4 - 126073172312202785587200*z^4*log(2)^15*log(16) - 19354073461161984*z^4*log(2)^7*log(16) - 35254840363
77266872123392*z^4*log(2)^18*log(16) + 2360784422827949006342062080*z^4*log(2)^26*log(16)^2 - 8339352409959207
70781675520*z^4*log(2)^25*log(16)^3 + 101793307374575982603141120*z^4*log(2)^24*log(16)^4 + 134532796282466524
04367360*z^4*log(2)^23*log(16)^5 - 4768672133950298463928320*z^4*log(2)^22*log(16)^6 + 35230110646647574757376
0*z^4*log(2)^21*log(16)^7 - 606349006378503057312841728*z^4*log(2)^25*log(16)^2 + 661446377990529289059041280*
z^4*log(2)^24*log(16)^3 - 231673347692317261336412160*z^4*log(2)^23*log(16)^4 + 29748361462014336017891328*z^4
*log(2)^22*log(16)^5 + 967260898198874430111744*z^4*log(2)^21*log(16)^6 - 540901266394428544647168*z^4*log(2)^
20*log(16)^7 + 33028228731232101335040*z^4*log(2)^19*log(16)^8 - 894713450439723572741013504*z^4*log(2)^24*log
(16)^2 + 302370321632756208991469568*z^4*log(2)^23*log(16)^3 + 8444233561238982340116480*z^4*log(2)^22*log(16)
^4 - 23724089147667262306516992*z^4*log(2)^21*log(16)^5 + 4136603708791374458388480*z^4*log(2)^20*log(16)^6 -
75642359136223141822464*z^4*log(2)^19*log(16)^7 - 28143145223500723126272*z^4*log(2)^18*log(16)^8 + 1032132147
851003166720*z^4*log(2)^17*log(16)^9 - 99389224410343498976329728*z^4*log(2)^23*log(16)^2 - 189746248219924226
597978112*z^4*log(2)^22*log(16)^3 + 83179369606214249311371264*z^4*log(2)^21*log(16)^4 - 853730848871572830997
7088*z^4*log(2)^20*log(16)^5 - 1278093992374041399263232*z^4*log(2)^19*log(16)^6 + 272342430878548730314752*z^
4*log(2)^18*log(16)^7 - 5721288383380976566272*z^4*log(2)^17*log(16)^8 - 795343232445349625856*z^4*log(2)^16*l
og(16)^9 + 10751376540114616320*z^4*log(2)^15*log(16)^10 + 269622067330630319521923072*z^4*log(2)^22*log(16)^2
- 81985598176980490254286848*z^4*log(2)^21*log(16)^3 - 7401217130169283179970560*z^4*log(2)^20*log(16)^4 + 71
74591531618561469448192*z^4*log(2)^19*log(16)^5 - 910821186891115910922240*z^4*log(2)^18*log(16)^6 - 351298139
83212173524992*z^4*log(2)^17*log(16)^7 + 9988687942096609345536*z^4*log(2)^16*log(16)^8 - 48333903335893499904
*z^4*log(2)^15*log(16)^9 - 10547517188720295936*z^4*log(2)^14*log(16)^10 + 53769757762535700446576640*z^4*log(
2)^21*log(16)^2 + 29796676027834611542261760*z^4*log(2)^20*log(16)^3 - 14139579939082151279984640*z^4*log(2)^1
9*log(16)^4 + 899654428086251915575296*z^4*log(2)^18*log(16)^5 + 344394104779185592467456*z^4*log(2)^17*log(16
)^6 - 43850955944141732708352*z^4*log(2)^16*log(16)^7 - 1060807817785264570368*z^4*log(2)^15*log(16)^8 + 18259
8664595039059968*z^4*log(2)^14*log(16)^9 + 1796435389414637568*z^4*log(2)^13*log(16)^10 - 38042028579225600*z^
4*log(2)^12*log(16)^11 - 59101167662040109698514944*z^4*log(2)^20*log(16)^2 + 15529335800688945238376448*z^4*l
og(2)^19*log(16)^3 + 1463945032400992016007168*z^4*log(2)^18*log(16)^4 - 1024326746989294918828032*z^4*log(2)^
17*log(16)^5 + 79311692238347223171072*z^4*log(2)^16*log(16)^6 + 10544050160345800507392*z^4*log(2)^15*log(16)
^7 - 1093693460735179358208*z^4*log(2)^14*log(16)^8 - 36018252148402814976*z^4*log(2)^13*log(16)^9 + 987987489
060814848*z^4*log(2)^12*log(16)^10 - 2582764822132765935796224*z^4*log(2)^19*log(16)^2 - 505593879819777491337
2160*z^4*log(2)^18*log(16)^3 + 1518644546959613274095616*z^4*log(2)^17*log(16)^4 + 7199270108738964078723072*z
^4*log(2)^18*log(16)^2 + 38741596066864868622336*z^4*log(2)^14*log(16) - 15376494673595990016*z^4*log(2)^11*lo
g(16)^8 - 982144924748022528*z^4*log(2)^8*log(16)^2 + 7709356818432*z^4*log(2)^4*log(16)^7 + 710262926263296*z
^4*log(2)^5*log(16)^4 + 70613314043904*z^4*log(2)^9*log(16)^11 + 3637003806572544*z^4*log(2)^6*log(16)^2 + 319
19689853525088*z^4*log(2)^7*log(16)^7 - 2828981493113548032*z^4*log(2)^9*log(16)^6 - 15148063534823577216*z^4*
log(2)^9*log(16)^3 - 260669523377219328*z^4*log(2)^8*log(16)^7 - 984662895957664333824*z^4*log(2)^14*log(16)^6
- 865310992069726530699264*z^4*log(2)^17*log(16)^2 + 656491216158720*z^4*log(2)^6*log(16) - 8813001725557056*
z^4*log(2)^6*log(16)^3 + 27590261243904*z^4*log(2)^5*log(16)^8 - 268271887044657568896*z^4*log(2)^11*log(16)^2
- 30274126057623402971136*z^4*log(2)^14*log(16)^3 - 25302593899951473024*z^4*log(2)^10*log(16)^2 - 4747200273
43773437952*z^4*log(2)^12*log(16)^4 + 26933010691392*z^4*log(2)^6*log(16)^7 - 135790778802384027648*z^4*log(2)
^11*log(16)^5 - 164122804039680*z^4*log(2)^5*log(16)^2 + 5107376730931200*z^4*log(2)^9*log(16)^10 - 2705010868
224*z^4*log(2)^5*log(16)^3 - 11743547238410765008896*z^4*log(2)^14*log(16)^2 + 4645375632951552*z^4*log(2)^6*l
og(16)^4 + 29411770720220872704*z^4*log(2)^12*log(16)^8 + 3061202024632338036*z^4*log(2)^9*log(16)^4 - 1571575
764252694248*z^4*log(2)^8*log(16)^5 - 1421706041582976*z^4*log(2)^6*log(16)^6 + 101969898457089024*z^4*log(2)^
8*log(16) + 1657400898631680*z^4*log(2)^8*log(16)^9 - 257972305316433887232*z^4*log(2)^12*log(16)^6 + 39540713
154674688*z^4*log(2)^10*log(16)^10 + 731978239587100360704*z^4*log(2)^12*log(16)^5 + 75931582464*z^4*log(2)^4*
log(16)^9 + 1214785005255873108*z^4*log(2)^8*log(16)^4 - 24397741997835310596096*z^4*log(2)^16*log(16) - 27606
56993478005501952*z^4*log(2)^13*log(16) + 307971779476182750720*z^4*log(2)^11*log(16)^4 + 13397694103780595712
*z^4*log(2)^10*log(16)^5 - 67916443185884398320*z^4*log(2)^10*log(16)^4 - 2588358426624*z^4*log(2)^7*log(16)^1
0 - 1751853618759204864*z^4*log(2)^12*log(16)^7 - 77586378584691981680640*z^4*log(2)^15*log(16)^4 - 7472137721
589504*z^4*log(2)^7*log(16)^8 - 2939124160482720549269667840*z^4*log(2)^27*log(16) - 4313655993953958697799516
16*z^4*log(2)^26*log(16) + 682569035582608763403632640*z^4*log(2)^25*log(16) + 771606416403795641471336448*z^4
*log(2)^24*log(16) - 160185128798823414648274944*z^4*log(2)^23*log(16) - 223815816415430039323017216*z^4*log(2
)^22*log(16) + 35968450970925413418663936*z^4*log(2)^21*log(16) + 34182363900727098026754048*z^4*log(2)^20*log
(16) - 7119962261316079938699264*z^4*log(2)^19*log(16) + 2653333254036887961600*z^4*log(2)^14*log(16)^7 - 8972
697913726272012288*z^4*log(2)^14*log(16)^5 - 2036080217709895680*z^4*log(2)^10*log(16)^7 - 3304538515341490677
3504*z^4*log(2)^15*log(16)^3 + 6495045604335157248*z^4*log(2)^11*log(16)^6 + 1507257514576103595835392*z^4*log
(2)^17*log(16) - 1004348561872486662144*z^4*log(2)^13*log(16)^7 + 194860940004864*z^4*log(2)^6*log(16)^8 + 101
7012884891369472*z^4*log(2)^10*log(16)^8 - 1286696337408*z^4*log(2)^5*log(16)^9 - 400585642590304494157824*z^4
*log(2)^16*log(16)^2 - 1196484399200056836096*z^4*log(2)^12*log(16)^3 - 260246007268659230146560*z^4*log(2)^16
*log(16)^4 + 10680885945904896*z^4*log(2)^7*log(16)^2 - 1313236633526941473792*z^4*log(2)^12*log(16) - 2330788
863068539453440*z^4*log(2)^13*log(16)^5 + 17175271421509632*z^4*log(2)^11*log(16)^11 - 8939977413732952178688*
z^4*log(2)^16*log(16)^5 - 41196452589710843314176*z^4*log(2)^15*log(16)^6 - 408425793991999488*z^4*log(2)^11*l
og(16)^10 + 2172299798674245943296*z^4*log(2)^13*log(16)^6 + 149596061565423642476544*z^4*log(2)^15*log(16)^2
- 24418995941376*z^4*log(2)^4*log(16)^6 + 42015459124224*z^4*log(2)^4*log(16)^5 - 867224684003328*z^4*log(2)^8
*log(16)^10 + 10239528852632072448*z^4*log(2)^9*log(16)^2 + 26404392849584947200*z^4*log(2)^11*log(16)^7 + 173
5900687785397248*z^4*log(2)^10*log(16)^6 - 191703466340352*z^4*log(2)^5*log(16)^7 + 4324537477686111264*z^4*lo
g(2)^9*log(16)^5 - 282170879233228800*z^4*log(2)^10*log(16)^9 + 778786766899200*z^4*log(2)^7*log(16)^9 - 12344
61523968*z^4*log(2)^4*log(16)^8 + 106511883573377088*z^4*log(2)^7*log(16)^3 - 2514942940770724478976*z^4*log(2
)^13*log(16)^4 + 13676900336640*z^4*log(2)^4*log(16)^3 + 268791140131931160576*z^4*log(2)^13*log(16)^8 - 18959
1179561554464*z^4*log(2)^7*log(16)^4 + 39540776168890368*z^4*log(2)^9*log(16)^8 + 432569494020119924736*z^4*lo
g(2)^11*log(16) + 1779542949888*z^4*log(2)^6*log(16)^10 + 1219132132403328*z^4*log(2)^6*log(16)^5 - 4478066170
6752*z^4*log(2)^6*log(16)^9 + 568655333443040256*z^4*log(2)^9*log(16)^7 - 1012788741376512*z^4*log(2)^5*log(16
)^5 - 1253074956525956908449792*z^4*log(2)^17*log(16)^3 - 57483640025121051648*z^4*log(2)^10*log(16) + 2381557
000119655758336*z^4*log(2)^12*log(16)^2 - 6429898661448514093056*z^4*log(2)^13*log(16)^2 + 8199100432918857646
0800*z^4*log(2)^15*log(16)^5 + 289406007215446988685312*z^4*log(2)^16 - 51713267777343726944256*z^4*log(2)^15
- 875321621544960*z^4*log(2)^7 - 1535978632011881901981696*z^4*log(2)^18 + 29009470104797184*z^4*log(2)^8 + 83
14945795309571766484992*z^4*log(2)^19 - 3895747549458193870848*z^4*log(2)^14 - 239592797793792000*z^4*log(2)^9
- 818193595631000509440*z^4*log(2)^12 - 460389950293472169689088*z^4*log(2)^17 + 3779300525433496925184*z^4*l
og(2)^13 - 3161632934026874880*z^4*log(2)^10 + 1280936005520287677158522880*z^4*log(2)^28 + 676220891827997332
815740928*z^4*log(2)^27 + 234799512222342048317964288*z^4*log(2)^26 - 558967134058064751737438208*z^4*log(2)^2
5 - 202802304848630857353658368*z^4*log(2)^24 + 154191832350236836311859200*z^4*log(2)^23 + 644038839068336908
28734464*z^4*log(2)^22 - 41013880590133546633396224*z^4*log(2)^21 - 6321598401540173554778112*z^4*log(2)^20 +
86052034038865711104*z^4*log(2)^11 + 3024395698176*z^3*log(2)^7*log(16)^9 - 6675707002355712*z^3*log(2)^11*log
(16)^10 - 53034932404224*z^3*log(2)^5*log(16)^4 - 6515056884969935732736*z^3*log(2)^17*log(16)^5 + 39137889484
8*z^3*log(2)^10*log(16)^12 - 118787807965905866981376*z^3*log(2)^19*log(16)^2 - 1184597979871768704*z^3*log(2)
^10*log(16)^4 - 1117145530368*z^3*log(2)^5*log(16)^8 + 945743622930432*z^3*log(2)^6*log(16)^4 + 1211579596800*
z^3*log(2)^4*log(16)^4 + 32762387644416*z^3*log(2)^5*log(16)^3 - 1955558597926450102272*z^3*log(2)^16*log(16)^
5 + 319640366481408*z^3*log(2)^11*log(16)^11 + 17690684437536768*z^3*log(2)^8*log(16) - 5829741037388619648*z^
3*log(2)^11*log(16)^3 + 2059144232643330048*z^3*log(2)^14*log(16)^9 + 7045807186511047950336*z^3*log(2)^17*log
(16) - 492989420316672*z^3*log(2)^6*log(16)^3 - 49327882371072*z^3*log(2)^10*log(16)^11 + 415379342592000*z^3*
log(2)^6*log(16)^6 - 11048481388744704*z^3*log(2)^10*log(16)^9 - 57496328060317728768*z^3*log(2)^14*log(16)^6
+ 88692727873536*z^3*log(2)^6*log(16) - 1729894154058315904057344*z^3*log(2)^26*log(16)^2 - 422699069998522127
351808*z^3*log(2)^25*log(16)^3 + 484559938019330956984320*z^3*log(2)^24*log(16)^4 - 106519138386566971392000*z
^3*log(2)^23*log(16)^5 - 1996625858798435696640*z^3*log(2)^22*log(16)^6 + 3233877266427795210240*z^3*log(2)^21
*log(16)^7 - 291377266391336878080*z^3*log(2)^20*log(16)^8 + 5753043215939869939335168*z^3*log(2)^25*log(16)^2
- 2017675305154396695822336*z^3*log(2)^24*log(16)^3 - 26256238029149124427776*z^3*log(2)^23*log(16)^4 + 17179
5580274869952053248*z^3*log(2)^22*log(16)^5 - 33509183616562715688960*z^3*log(2)^21*log(16)^6 + 35140257923107
0224384*z^3*log(2)^20*log(16)^7 + 420804175388756410368*z^3*log(2)^19*log(16)^8 - 27316618724187832320*z^3*log
(2)^18*log(16)^9 - 685461416868868062707712*z^3*log(2)^24*log(16)^2 + 1749196552787828272005120*z^3*log(2)^23*
log(16)^3 - 688319450520887048011776*z^3*log(2)^22*log(16)^4 + 57660066999590914621440*z^3*log(2)^21*log(16)^5
+ 19895622495355375976448*z^3*log(2)^20*log(16)^6 - 4160439303960583471104*z^3*log(2)^19*log(16)^7 + 90237999
011994796032*z^3*log(2)^18*log(16)^8 + 23916469175244029952*z^3*log(2)^17*log(16)^9 - 853644335130869760*z^3*l
og(2)^16*log(16)^10 - 2905663632309750564126720*z^3*log(2)^23*log(16)^2 + 770320334764212838465536*z^3*log(2)^
22*log(16)^3 + 183392532274083841179648*z^3*log(2)^21*log(16)^4 - 112317799097530312556544*z^3*log(2)^20*log(1
6)^5 + 12131527089153650982912*z^3*log(2)^19*log(16)^6 + 1258561218684024520704*z^3*log(2)^18*log(16)^7 - 2539
73439372129730560*z^3*log(2)^17*log(16)^8 + 2729092107586240512*z^3*log(2)^16*log(16)^9 + 656714999367991296*z
^3*log(2)^15*log(16)^10 - 8892128490946560*z^3*log(2)^14*log(16)^11 + 390413454899544726700032*z^3*log(2)^22*l
og(16)^2 - 783279556261626985316352*z^3*log(2)^21*log(16)^3 + 223567489436036169203712*z^3*log(2)^20*log(16)^4
+ 4225515791085383712768*z^3*log(2)^19*log(16)^5 - 9639662775697944870912*z^3*log(2)^18*log(16)^6 + 924232118
964137754624*z^3*log(2)^17*log(16)^7 + 57378714821836406784*z^3*log(2)^16*log(16)^8 - 7697041033242083328*z^3*
log(2)^15*log(16)^9 + 846496101317067222810624*z^3*log(2)^21*log(16)^2 - 88086564436206409482240*z^3*log(2)^20
*log(16)^3 - 90963965512844568428544*z^3*log(2)^19*log(16)^4 + 26313150831923055034368*z^3*log(2)^18*log(16)^5
- 389726365825351286784*z^3*log(2)^17*log(16)^6 - 201982726066210407972864*z^3*log(2)^20*log(16)^2 + 17465356
9735051305811968*z^3*log(2)^19*log(16)^3 + 353640550510828224*z^3*log(2)^9*log(16)^2 - 73830374387712*z^3*log(
2)^9*log(16)^10 + 985042015898112*z^3*log(2)^9*log(16)^9 - 57109099227803136*z^3*log(2)^10*log(16) - 150079537
152*z^3*log(2)^4*log(16)^7 - 81023063121985536*z^3*log(2)^13*log(16)^10 - 97907906679129792*z^3*log(2)^9*log(1
6)^6 - 43291079561496960*z^3*log(2)^8*log(16)^2 + 427261668695130415104*z^3*log(2)^14*log(16)^4 - 182896043024
25209664*z^3*log(2)^12*log(16)^4 - 190512327789115200*z^3*log(2)^10*log(16)^7 + 32361543068811264*z^3*log(2)^1
2*log(16)^10 + 3171724348581554946048*z^3*log(2)^17*log(16)^2 - 7006452667249536*z^3*log(2)^8*log(16)^7 + 2662
74151055356015411200*z^3*log(2)^20*log(16) - 1990944438091776*z^3*log(2)^12*log(16)^11 - 7688747626920161280*z
^3*log(2)^12*log(16)^6 - 833618213425152*z^3*log(2)^6*log(16)^5 - 6184157331456*z^3*log(2)^5*log(16)^2 - 48597
0843090864282624*z^3*log(2)^14*log(16)^3 + 25140658176*z^3*log(2)^4*log(16)^8 + 19366127611431704064*z^3*log(2
)^12*log(16)^5 - 4105129063560192*z^3*log(2)^7*log(16)^6 + 3407431873058247168*z^3*log(2)^11*log(16) + 2533577
01920589312*z^3*log(2)^11*log(16)^6 - 3516641132544*z^3*log(2)^8*log(16)^10 + 2604106435820544*z^3*log(2)^7*lo
g(16)^2 + 1075953519740181381120*z^3*log(2)^15*log(16)^2 + 30204630985793863680*z^3*log(2)^15*log(16)^8 - 1587
108474859290624*z^3*log(2)^15*log(16)^7 + 1411278860494761836544*z^3*log(2)^16*log(16) - 37456183296*z^3*log(2
)^6*log(16)^10 + 18402702999552*z^3*log(2)^6*log(16)^8 + 1005210086178816*z^3*log(2)^10*log(16)^10 + 402941678
95946428416*z^3*log(2)^13*log(16)^6 + 25106266550545680960*z^3*log(2)^12*log(16)^2 - 5657073991036991668224*z^
3*log(2)^16*log(16)^2 - 117552336634835435520*z^3*log(2)^14*log(16)^5 + 63333917178200064*z^3*log(2)^11*log(16
)^9 + 13233763609446528*z^3*log(2)^8*log(16)^3 - 3563082902974362624*z^3*log(2)^11*log(16)^5 - 351851779705930
776576*z^3*log(2)^15*log(16)^6 - 215961687385178112*z^3*log(2)^12*log(16)^9 - 22551418552320*z^3*log(2)^5*log(
16)^6 - 1734578520440832*z^3*log(2)^7*log(16) - 8167634720940096*z^3*log(2)^9*log(16)^8 + 7000774893942369984*
z^3*log(2)^11*log(16)^4 + 176802535197322988544*z^3*log(2)^14*log(16)^2 + 4162802948137739674976256*z^3*log(2)
^27*log(16) - 5591315062210917379866624*z^3*log(2)^26*log(16) - 2719843628733529099075584*z^3*log(2)^25*log(16
) + 2526806326546107098726400*z^3*log(2)^24*log(16) + 1640369439412613069930496*z^3*log(2)^23*log(16) - 108101
3849429457940512768*z^3*log(2)^22*log(16) - 284621627556534996172800*z^3*log(2)^21*log(16) - 999118209024*z^3*
log(2)^6*log(16)^9 - 24179703199940273504256*z^3*log(2)^18*log(16)^4 - 18522557908992*z^3*log(2)^6*log(16)^2 +
1115317495860459208704*z^3*log(2)^15*log(16)^5 - 293868944955113472*z^3*log(2)^11*log(16)^8 + 189017501781196
800*z^3*log(2)^13*log(16)^9 + 6737091231744*z^3*log(2)^5*log(16)^7 + 63415555480180224*z^3*log(2)^10*log(16)^8
+ 126288661918180525056*z^3*log(2)^13*log(16)^3 + 168236431312530240*z^3*log(2)^10*log(16)^5 + 36506279534946
048*z^3*log(2)^8*log(16)^4 - 44205975854530633728*z^3*log(2)^13*log(16)^5 - 1361519543625074343936*z^3*log(2)^
15*log(16)^4 + 960101351424*z^3*log(2)^7*log(16)^10 + 79498838016*z^3*log(2)^5*log(16)^9 - 298658163783693888*
z^3*log(2)^9*log(16)^3 - 54321825089323008*z^3*log(2)^14*log(16)^10 + 6924275407650816*z^3*log(2)^13*log(16)^1
1 + 17903640458759774404608*z^3*log(2)^17*log(16)^4 - 19940131440661860864*z^3*log(2)^12*log(16) + 23130999421
086528*z^3*log(2)^9*log(16)^4 - 1897716252672*z^3*log(2)^5*log(16) + 965557918533888*z^3*log(2)^8*log(16)^8 -
319810830336*z^3*log(2)^8*log(16)^11 + 5919658740957769629696*z^3*log(2)^16*log(16)^3 + 122907229911607680*z^3
*log(2)^9*log(16)^5 - 1146160155568493297664*z^3*log(2)^16*log(16)^4 - 25354233926377408512*z^3*log(2)^13*log(
16)^4 - 1460060291420224704*z^3*log(2)^10*log(16)^2 - 1811939328*z^3*log(2)^4*log(16)^9 + 37706378695812288*z^
3*log(2)^9*log(16)^7 + 624497936051994624*z^3*log(2)^12*log(16)^7 + 2698233318512640*z^3*log(2)^7*log(16)^3 -
1002422697984*z^3*log(2)^4*log(16)^5 - 151785837232128*z^3*log(2)^7*log(16)^8 + 53369034601207431168*z^3*log(2
)^14*log(16)^7 - 969287210042882383872*z^3*log(2)^15*log(16) + 24580095114533760*z^3*log(2)^8*log(16)^6 + 4997
16587520*z^3*log(2)^4*log(16)^6 + 709169616804062016*z^3*log(2)^11*log(16)^2 - 18298973048110300790784*z^3*log
(2)^17*log(16)^3 + 131855527794448899072*z^3*log(2)^14*log(16) + 1912282238033068032*z^3*log(2)^13*log(16)^8 +
8214439814019072*z^3*log(2)^7*log(16)^5 - 130186767805207041024*z^3*log(2)^13*log(16)^2 + 583987168376211456*
z^3*log(2)^11*log(16)^7 - 18120970968059149811712*z^3*log(2)^18*log(16)^3 - 27965792692224*z^3*log(2)^8*log(16
)^9 - 5728812991956604224*z^3*log(2)^12*log(16)^3 + 50926675856566184312832*z^3*log(2)^18*log(16)^2 - 45684082
289468160*z^3*log(2)^8*log(16)^5 - 120036932536320*z^3*log(2)^6*log(16)^7 - 8154243389629038329856*z^3*log(2)^
19*log(16) + 45038136803328*z^3*log(2)^5*log(16)^5 + 248459538431661120*z^3*log(2)^10*log(16)^6 + 113433631734
9888*z^3*log(2)^7*log(16)^7 - 14496145139165036544*z^3*log(2)^13*log(16)^7 - 502250688122883932160*z^3*log(2)^
16*log(16)^7 - 817072275456*z^3*log(2)^4*log(16)^3 - 30742512127194590871552*z^3*log(2)^18*log(16) + 237214531
584*z^3*log(2)^4*log(16)^2 - 8583381440833536*z^3*log(2)^7*log(16)^4 - 86016004088804352*z^3*log(2)^9*log(16)
+ 146400948574847336448*z^3*log(2)^15*log(16)^3 - 15984018683345240064*z^3*log(2)^14*log(16)^8 + 1992332731362
588288*z^3*log(2)^10*log(16)^3 + 5395386433536*z^3*log(2)^9*log(16)^11 + 562590534280937472*z^3*log(2)^12*log(
16)^8 + 38910501265660614144*z^3*log(2)^13*log(16) + 1625475968626424020992*z^3*log(2)^16*log(16)^6 - 40293442
4930947104768*z^3*log(2)^16 - 127330679560577522688*z^3*log(2)^14 + 9274743813973349376*z^3*log(2)^12 - 662736
94284791808*z^3*log(2)^9 + 6362753771360072761344*z^3*log(2)^18 + 3795432505344*z^3*log(2)^6 - 412830880095404
74503168*z^3*log(2)^20 + 4827717822283776*z^3*log(2)^8 + 483771582408025202688*z^3*log(2)^15 - 203531768561664
*z^3*log(2)^7 + 573758098255079424*z^3*log(2)^10 + 618463484713055232*z^3*log(2)^13 + 9244255930442594648064*z
^3*log(2)^19 - 2601876358108584836333568*z^3*log(2)^28 + 1330012553557467885207552*z^3*log(2)^27 + 24479309109
24488249966592*z^3*log(2)^26 + 114496339636730380419072*z^3*log(2)^25 - 1611687492765591413981184*z^3*log(2)^2
4 + 158987552236562213240832*z^3*log(2)^23 + 384555623338319592554496*z^3*log(2)^22 - 80306247101444391960576*
z^3*log(2)^21 - 3130973069338874880*z^3*log(2)^11 - 2473269322933584396288*z^3*log(2)^17 + 51823851031296*z^2*
log(2)^10*log(16)^8 + 107184525989179392*z^2*log(2)^14*log(16)^4 + 254129799168*z^2*log(2)^11*log(16)^11 - 679
477248*z^2*log(2)^8*log(16)^11 - 2205879069286858752*z^2*log(2)^19*log(16) + 15599558086284672*z^2*log(2)^13*l
og(16)^3 - 3647034574848*z^2*log(2)^9*log(16)^5 - 752181313536*z^2*log(2)^12*log(16)^12 - 60955366320030036787
2*z^2*log(2)^22*log(16) + 107576554097664*z^2*log(2)^11*log(16)^9 - 3362592458639572992*z^2*log(2)^18*log(16)
- 190666942709760*z^2*log(2)^13*log(16)^9 + 1231672445043984*z^2*log(2)^14*log(16)^2 + 5237545478504256*z^2*lo
g(2)^12*log(16)^5 - 59627343691008*z^2*log(2)^11*log(16)^6 + 46403067932928*z^2*log(2)^10*log(16)^5 + 94209036
9191903232*z^2*log(2)^17*log(16)^6 + 8748269568*z^2*log(2)^8*log(16)^10 + 148291646879327846400*z^2*log(2)^21*
log(16) - 97942568435712*z^2*log(2)^13*log(16)^10 - 5327152240618635264*z^2*log(2)^18*log(16)^4 + 604061468850
960*z^2*log(2)^12*log(16)^2 + 8796948706137200394240*z^2*log(2)^26*log(16)^2 - 4454105067465694248960*z^2*log(
2)^25*log(16)^3 + 1340951011174215843840*z^2*log(2)^24*log(16)^4 - 202516319931224555520*z^2*log(2)^23*log(16)
^5 - 6063234881138196480*z^2*log(2)^22*log(16)^6 + 7751820858611466240*z^2*log(2)^21*log(16)^7 - 1100787061264
220160*z^2*log(2)^20*log(16)^8 + 48092638598922240*z^2*log(2)^19*log(16)^9 + 680860665590335930368*z^2*log(2)^
25*log(16)^2 + 1451522755906718662656*z^2*log(2)^24*log(16)^3 - 1229356140085741879296*z^2*log(2)^23*log(16)^4
+ 437829681936309682176*z^2*log(2)^22*log(16)^5 - 69668777483235753984*z^2*log(2)^21*log(16)^6 + 145088365817
6004096*z^2*log(2)^20*log(16)^7 + 937405680690659328*z^2*log(2)^19*log(16)^8 - 109811524800872448*z^2*log(2)^1
8*log(16)^9 + 4508684868648960*z^2*log(2)^17*log(16)^10 - 3965446097673299951616*z^2*log(2)^24*log(16)^2 + 225
9089177754193625088*z^2*log(2)^23*log(16)^3 - 484529771466467573760*z^2*log(2)^22*log(16)^4 - 5883052248209660
3136*z^2*log(2)^21*log(16)^5 + 47416820134777454592*z^2*log(2)^20*log(16)^6 - 7956108813382189056*z^2*log(2)^1
9*log(16)^7 + 328148764273410048*z^2*log(2)^18*log(16)^8 + 39617980929146880*z^2*log(2)^17*log(16)^9 - 4408491
871567872*z^2*log(2)^16*log(16)^10 + 140896402145280*z^2*log(2)^15*log(16)^11 - 1236642419749693685760*z^2*log
(2)^23*log(16)^2 - 274083860468421623808*z^2*log(2)^22*log(16)^3 + 410448007342489337856*z^2*log(2)^21*log(16)
^4 - 128548982471975239680*z^2*log(2)^20*log(16)^5 + 9423999537028005888*z^2*log(2)^19*log(16)^6 + 24753198288
48574464*z^2*log(2)^18*log(16)^7 + 1084221175131405287424*z^2*log(2)^22*log(16)^2 - 660533296388728946688*z^2*
log(2)^21*log(16)^3 + 30685496925487104*z^2*log(2)^15*log(16)^8 - 60419892005664768*z^2*log(2)^17*log(16) - 51
5240165376*z^2*log(2)^9*log(16)^3 - 11710277001668736*z^2*log(2)^13*log(16) + 1764489941987328*z^2*log(2)^12*l
og(16) - 881026250246258688*z^2*log(2)^16*log(16)^4 + 50242810551533568*z^2*log(2)^14*log(16)^7 - 46852079616*
z^2*log(2)^8*log(16)^9 + 128421199872*z^2*log(2)^11*log(16)^12 + 717565356827099136*z^2*log(2)^15*log(16)^5 -
566881797950816256*z^2*log(2)^15*log(16)^4 - 188514791424*z^2*log(2)^8*log(16)^7 - 17162221213440*z^2*log(2)^1
0*log(16)^9 - 287968452894720*z^2*log(2)^12*log(16)^9 + 27057760763904*z^2*log(2)^10*log(16)^2 + 7371404051742
72*z^2*log(2)^15*log(16)^10 - 1084111863067312128*z^2*log(2)^16*log(16)^5 + 35102182394880*z^2*log(2)^10*log(1
6)^6 + 336416590218498048*z^2*log(2)^16*log(16) - 550234062194197248*z^2*log(2)^16*log(16)^2 + 6300082685952*z
^2*log(2)^9*log(16)^7 + 214077702708864*z^2*log(2)^11*log(16)^4 + 27087481911043584*z^2*log(2)^13*log(16)^6 +
43827642524102400*z^2*log(2)^14*log(16) + 2765281794048*z^2*log(2)^10*log(16)^10 + 20639121408*z^2*log(2)^9*lo
g(16)^11 + 119953291371264*z^2*log(2)^12*log(16)^7 - 189870147610469203968*z^2*log(2)^20*log(16)^2 - 326356460
760960*z^2*log(2)^11*log(16)^8 + 4269861568512*z^2*log(2)^10*log(16) + 630246776555520*z^2*log(2)^12*log(16)^8
+ 1741397426844051456*z^2*log(2)^16*log(16)^3 - 645598789641437184*z^2*log(2)^16*log(16)^7 - 1215414760617780
48*z^2*log(2)^15*log(16) - 3065424943104*z^2*log(2)^9*log(16)^6 - 14071187840679936*z^2*log(2)^13*log(16)^7 +
1467670855680*z^2*log(2)^13*log(16)^12 - 3109902989151600*z^2*log(2)^12*log(16)^6 - 127620956160*z^2*log(2)^10
*log(16)^11 + 88955449344*z^2*log(2)^8*log(16)^3 - 17622647815236747264*z^2*log(2)^19*log(16)^2 - 388385418682
36800*z^2*log(2)^14*log(16)^6 - 38108620752099840*z^2*log(2)^14*log(16)^5 - 27422052947712*z^2*log(2)^10*log(1
6)^3 + 96554630158221312*z^2*log(2)^16*log(16)^8 + 226476561530880*z^2*log(2)^14*log(16)^10 + 1738322028761955
84*z^2*log(2)^15*log(16)^3 - 15838442790912*z^2*log(2)^11*log(16)^10 - 7002979294657904640*z^2*log(2)^17*log(1
6)^5 + 1444839155979780096*z^2*log(2)^16*log(16)^6 - 11826040582176768*z^2*log(2)^15*log(16)^9 + 1111427012367
1683072*z^2*log(2)^17*log(16)^4 + 449840413009152*z^2*log(2)^11*log(16)^7 - 217446653952*z^2*log(2)^8*log(16)^
4 - 9732639082717831495680*z^2*log(2)^27*log(16) - 4298977452401010671616*z^2*log(2)^26*log(16) + 297128718477
6470986752*z^2*log(2)^25*log(16) + 3055733316073644097536*z^2*log(2)^24*log(16) - 763199067422441078784*z^2*lo
g(2)^23*log(16) + 14588735278546944*z^2*log(2)^16*log(16)^9 + 286466674579055050752*z^2*log(2)^21*log(16)^2 +
4907535040512*z^2*log(2)^9*log(16)^4 - 1611233865551520*z^2*log(2)^12*log(16)^4 - 77866104183552*z^2*log(2)^10
*log(16)^7 - 377717237817016320*z^2*log(2)^15*log(16)^6 + 1772325124897824*z^2*log(2)^13*log(16)^4 - 991705364
38873718784*z^2*log(2)^19*log(16)^4 + 89270532496838098944*z^2*log(2)^19*log(16)^3 + 9670320193536*z^2*log(2)^
13*log(16)^11 - 136064214761472*z^2*log(2)^11*log(16) - 1067465392128*z^2*log(2)^9*log(16)^2 - 4254325991424*z
^2*log(2)^9*log(16)^8 + 88963729874510413824*z^2*log(2)^20*log(16)^3 + 25862800679224704*z^2*log(2)^15*log(16)
^2 + 976553279591328*z^2*log(2)^13*log(16)^2 + 131113893888*z^2*log(2)^8*log(16)^8 - 94102241749330752*z^2*log
(2)^14*log(16)^3 - 25628282500026240*z^2*log(2)^13*log(16)^5 + 20620508126263640064*z^2*log(2)^18*log(16)^5 -
450178442386735104*z^2*log(2)^17*log(16)^8 - 88190710972416*z^2*log(2)^14*log(16)^11 + 126389930361775718400*z
^2*log(2)^20*log(16)^4 + 971544531038109696*z^2*log(2)^17*log(16)^7 - 21719467066392576*z^2*log(2)^14*log(16)^
8 + 1032847884288*z^2*log(2)^12*log(16)^11 - 10606215168*z^2*log(2)^10*log(16)^12 - 41787745392384*z^2*log(2)^
10*log(16)^4 + 3356488844181504*z^2*log(2)^14*log(16)^9 - 6977354397864099840*z^2*log(2)^17*log(16)^3 + 147940
245504*z^2*log(2)^8*log(16)^5 + 32483947482703724544*z^2*log(2)^20*log(16) - 236740485639168*z^2*log(2)^11*log
(16)^2 - 12571751945972219904*z^2*log(2)^18*log(16)^6 - 498518720128512*z^2*log(2)^11*log(16)^5 - 152357210019
43695360*z^2*log(2)^18*log(16)^3 + 453369892338432*z^2*log(2)^11*log(16)^3 + 3625465213255680*z^2*log(2)^13*lo
g(16)^8 - 321193057797660672*z^2*log(2)^17*log(16)^2 - 2950017097048128*z^2*log(2)^12*log(16)^3 + 453349290147
84*z^2*log(2)^12*log(16)^10 + 16588129336187682816*z^2*log(2)^18*log(16)^2 + 47927957945057280*z^2*log(2)^15*l
og(16)^7 + 78433837056*z^2*log(2)^8*log(16)^6 - 271695347712*z^2*log(2)^9*log(16)^10 + 26934548471947984896*z^
2*log(2)^19*log(16)^5 + 1487122219008*z^2*log(2)^9*log(16)^9 + 4544164218667401216*z^2*log(2)^19 - 17030777710
03932672*z^2*log(2)^18 - 5693148758016*z^2*log(2)^11 - 2922920390836224*z^2*log(2)^13 + 22271412623913216*z^2*
log(2)^14 - 12105264788523712512*z^2*log(2)^22 - 29024480644942528512*z^2*log(2)^21 + 135454692631064832*z^2*l
og(2)^16 + 199974400819200*z^2*log(2)^12 - 88810354905933312*z^2*log(2)^15 - 2145643710136713216*z^2*log(2)^20
+ 4698515419243091066880*z^2*log(2)^28 + 3999209979903882559488*z^2*log(2)^27 - 463547487608408899584*z^2*log
(2)^26 - 2241289023483430305792*z^2*log(2)^25 + 125601701790914445312*z^2*log(2)^24 + 357340032241143644160*z^
2*log(2)^23 + 257195848687884288*z^2*log(2)^17 + 158855462349963264*z*log(2)^22*log(16)^2 + 1802393954823168*z
*log(2)^18*log(16)^2 - 97916286829824*z*log(2)^17*log(16) + 12662203092516864*z*log(2)^20*log(16) - 8211183775
21152*z*log(2)^18*log(16)^3 - 2295746002944*z*log(2)^15*log(16)^9 - 25362587225161728*z*log(2)^20*log(16)^2 +
810995052183552*z*log(2)^19*log(16)^7 - 137014445346914304*z*log(2)^22*log(16)^3 - 26098358135040*z*log(2)^14*
log(16)^6 - 906288933141504*z*log(2)^18*log(16) + 24950630925729792*z*log(2)^21*log(16)^2 - 6115295232*z*log(2
)^14*log(16)^12 + 156349564416*z*log(2)^12*log(16)^4 + 638976872335104*z*log(2)^17*log(16)^2 + 108637306277068
80*z*log(2)^19*log(16)^5 - 48922361856*z*log(2)^15*log(16)^11 - 12289425149952*z*log(2)^14*log(16)^4 + 1904085
052784640*z*log(2)^17*log(16)^4 - 18596420352*z*log(2)^13*log(16)^7 + 516770210304*z*log(2)^12*log(16)^6 - 987
6639744*z*log(2)^12*log(16)^11 - 20088820334592*z*log(2)^16*log(16)^9 + 1186430976*z*log(2)^12*log(16)^12 + 48
375949824*z*log(2)^12*log(16)^10 + 1963902445056*z*log(2)^13*log(16)^4 + 3402698784768*z*log(2)^15*log(16)^8 -
122178232979030016*z*log(2)^23*log(16) - 782757789696*z*log(2)^17*log(16)^10 + 220010632704*z*log(2)^13*log(1
6)^2 - 87331037113221120*z*log(2)^22*log(16) - 69581389824*z*log(2)^13*log(16)^10 - 2365054664048640*z*log(2)^
18*log(16)^6 + 3123283230720*z*log(2)^14*log(16)^9 - 941437387008*z*log(2)^13*log(16)^3 + 62352192819953664*z*
log(2)^21*log(16)^4 - 764411904*z*log(2)^13*log(16)^12 - 40631130056448*z*log(2)^16*log(16)^3 + 663753360384*z
*log(2)^15*log(16) + 546148712448*z*log(2)^15*log(16)^10 - 4342427355709440*z*log(2)^20*log(16)^4 + 1525235788
800*z*log(2)^14*log(16)^3 - 2130811543296*z*log(2)^13*log(16)^5 - 208211387904*z*log(2)^14*log(16) - 140299435
8484992*z*log(2)^17*log(16)^5 + 223611199488*z*log(2)^13*log(16)^9 - 17036408911822848*z*log(2)^19*log(16)^4 +
18524409974784*z*log(2)^14*log(16)^7 + 335210420736*z*log(2)^12*log(16)^8 + 7718257557504*z*log(2)^17*log(16)
^8 + 8215552639107072*z*log(2)^21*log(16) - 502659767808*z*log(2)^12*log(16)^7 - 1670355875561472*z*log(2)^18*
log(16)^4 - 38001979901952*z*log(2)^15*log(16)^6 - 441269304689664*z*log(2)^16*log(16)^5 - 5572342176546816*z*
log(2)^20*log(16)^5 - 63700992*z*log(2)^12*log(16)^13 + 34832528367943680*z*log(2)^26*log(16)^2 + 791648371998
72000*z*log(2)^25*log(16)^3 - 57790331155906560*z*log(2)^24*log(16)^4 + 18326659811770368*z*log(2)^23*log(16)^
5 - 1880164883496960*z*log(2)^22*log(16)^6 - 606105784811520*z*log(2)^21*log(16)^7 + 166988328468480*z*log(2)^
20*log(16)^8 - 2087354105856*z*log(2)^18*log(16)^10 - 381772427396382720*z*log(2)^25*log(16)^2 + 2447875722266
54208*z*log(2)^24*log(16)^3 - 64605928858583040*z*log(2)^23*log(16)^4 - 5149425269735424*z*log(2)^22*log(16)^5
+ 7801447315931136*z*log(2)^21*log(16)^6 - 1458364735291392*z*log(2)^20*log(16)^7 - 69346541961216*z*log(2)^1
9*log(16)^8 + 36528696852480*z*log(2)^18*log(16)^9 - 334931582785683456*z*log(2)^24*log(16)^2 + 46176292910923
776*z*log(2)^23*log(16)^3 + 56389136730292224*z*log(2)^22*log(16)^4 - 31498791932657664*z*log(2)^21*log(16)^5
+ 4613245847470080*z*log(2)^20*log(16)^6 + 66193902821965824*z*log(2)^23*log(16)^2 - 4016146609078272*z*log(2)
^19*log(16)^6 + 24047453081088*z*log(2)^14*log(16)^5 - 99054694264320*z*log(2)^15*log(16)^4 - 7049501454532608
*z*log(2)^19*log(16)^2 - 42675411456*z*log(2)^12*log(16)^3 - 154343310336*z*log(2)^12*log(16)^9 + 104758087621
0176*z*log(2)^18*log(16)^7 + 98354331648*z*log(2)^14*log(16)^11 + 81195908380416*z*log(2)^15*log(16)^5 + 39940
011491328*z*log(2)^16*log(16) + 1141942802688*z*log(2)^14*log(16)^2 - 9113383065600*z*log(2)^14*log(16)^8 + 70
045967308032*z*log(2)^15*log(16)^3 - 267880734130176*z*log(2)^18*log(16)^8 - 64830134003171328*z*log(2)^21*log
(16)^3 - 30885094656*z*log(2)^13*log(16) + 83531912970240*z*log(2)^16*log(16)^8 - 686384640*z*log(2)^12*log(16
) + 21708460287590400*z*log(2)^20*log(16)^3 - 23110265276928*z*log(2)^15*log(16)^2 + 617671176486912*z*log(2)^
17*log(16)^6 + 3030407679836160*z*log(2)^18*log(16)^5 + 674357704151040*z*log(2)^19*log(16) + 272428745829120*
z*log(2)^16*log(16)^4 + 2910880530432*z*log(2)^16*log(16)^10 + 7412954112*z*log(2)^12*log(16)^2 + 397549526704
128*z*log(2)^16*log(16)^6 - 225424398680064*z*log(2)^16*log(16)^7 + 1115409719808*z*log(2)^13*log(16)^6 - 3466
00650240*z*log(2)^13*log(16)^8 - 354962566656*z*log(2)^12*log(16)^5 - 227994731135631360*z*log(2)^27*log(16) +
169887740630925312*z*log(2)^26*log(16) + 456073574910787584*z*log(2)^25*log(16) + 186318309820465152*z*log(2)
^24*log(16) + 11275075584*z*log(2)^13*log(16)^11 + 15336166912819200*z*log(2)^19*log(16)^3 - 1511822498586624*
z*log(2)^17*log(16)^3 + 6208783441920*z*log(2)^15*log(16)^7 - 715383373824*z*log(2)^14*log(16)^10 - 1956894474
24*z*log(2)^16*log(16)^11 + 4486361776128*z*log(2)^17*log(16)^9 - 146916060954624*z*log(2)^17*log(16)^7 - 6507
1158000192*z*log(2)^16*log(16)^2 - 11901677573505024*z*log(2)^24 + 43901761536*z*log(2)^15 + 4933112832*z*log(
2)^14 - 5564048836460544*z*log(2)^21 + 192528884070088704*z*log(2)^28 + 124130464729399296*z*log(2)^27 - 14945
3317028708352*z*log(2)^26 - 212729524012449792*z*log(2)^25 - 699594006528*z*log(2)^16 - 2430254759215104*z*log
(2)^20 + 161214844925952*z*log(2)^18 + 13524738911502336*z*log(2)^22 + 2745538560*z*log(2)^13 + 54965799802109
952*z*log(2)^23 + 402187298881536*z*log(2)^19 - 26888249696256*z*log(2)^17 + 133312896*log(2)^17*log(16)^2 - 1
25829120*log(2)^19*log(16)^7 - 121777920*log(2)^16*log(16)^3 - 114814080*log(2)^16*log(16)^5 + 112992768*log(2
)^17*log(16)^3 - 112601088*log(2)^17*log(16)^6 + 53324992*log(2)^16*log(16)^6 + 52954944*log(2)^16*log(16)^2 -
34307072*log(2)^19*log(16)^3 + 23298048*log(2)^17*log(16)^7 - 15728640*log(2)^18*log(16)^8 - 15097344*log(2)^
16*log(16)^7 + 2396160*log(2)^16*log(16)^8 - 1966080*log(2)^17*log(16)^8 - 163840*log(2)^16*log(16)^9 + 412316
8604160*log(2)^26*log(16)^2 - 1374389534720*log(2)^25*log(16)^3 + 257698037760*log(2)^24*log(16)^4 + 365931213
6192*log(2)^25*log(16)^2 - 528280977408*log(2)^24*log(16)^3 - 154618822656*log(2)^23*log(16)^4 + 48782180352*l
og(2)^22*log(16) - 68516315136*log(2)^21*log(16)^3 - 21170749440*log(2)^20*log(16)^5 - 3939456000*log(2)^19*lo
g(16)^2 + 3896451072*log(2)^19*log(16)^4 + 1186511978496*log(2)^23*log(16) + 1081427712*log(2)^18*log(16) - 36
41427264*log(2)^18*log(16)^2 + 433057693696*log(2)^22*log(16)^3 - 76425707520*log(2)^20*log(16)^3 - 3222405120
*log(2)^19*log(16)^5 - 92994048*log(2)^17*log(16) - 11439744*log(2)^16*log(16) - 6597069766656*log(2)^27*log(1
6) - 8658654068736*log(2)^26*log(16) + 122906247168*log(2)^21*log(16)^2 + 2573893632*log(2)^18*log(16)^5 - 354
670608384*log(2)^22*log(16)^2 - 16919126016*log(2)^20*log(16) + 1318286524416*log(2)^24*log(16) + 6643777536*l
og(2)^21*log(16)^5 + 3675936768*log(2)^19*log(16) - 2013265920*log(2)^21*log(16)^6 + 672028164096*log(2)^23*lo
g(16)^3 - 1298204196864*log(2)^23*log(16)^2 - 5368709120*log(2)^22*log(16)^6 - 151397597184*log(2)^24*log(16)^
2 + 1051721728*log(2)^19*log(16)^6 - 921206784*log(2)^18*log(16)^6 - 224227491840*log(2)^22*log(16)^4 + 515771
8272*log(2)^18*log(16)^3 - 109726298112*log(2)^21*log(16) + 4970250240*log(2)^20*log(16)^6 - 3279207530496*log
(2)^25*log(16) + 56371445760*log(2)^22*log(16)^5 - 503316480*log(2)^20*log(16)^7 + 60593372160*log(2)^20*log(1
6)^2 + 8933867520*log(2)^21*log(16)^4 - 334984128*log(2)^17*log(16)^4 + 276480000*log(2)^17*log(16)^5 + 517849
74336*log(2)^20*log(16)^4 - 4504239360*log(2)^18*log(16)^4 + 184811520*log(2)^18*log(16)^7 + 152972352*log(2)^
16*log(16)^4 - 1051415543808*log(2)^24 + 45828468736*log(2)^22 + 40612807680*log(2)^21 - 1808463168*log(2)^19
+ 559956361216*log(2)^25 - 366295646208*log(2)^23 - 1053684480*log(2)^20 + 174923328*log(2)^18 - 11255232*log(
2)^17 + 1906624*log(2)^16 + 4398046511104*log(2)^28 + 8246337208320*log(2)^27 + 5862630359040*log(2)^26, z, k)
*(17445784134045245620651793842176*log(2)^20*log(16) - x*(73737785051533881176906394501120*log(2)^20*log(16) -
3242204699179964085229971082051584*log(2)^21*log(16) + 55573127312534311690489688896831488*log(2)^22*log(16)
- 379635935472520229304405223500939264*log(2)^23*log(16) - 1079236599284956062821168436599586816*log(2)^24*log
(16) + 36683925899760371687039474048937492480*log(2)^25*log(16) - 227627434241272668797164364614487506944*log(
2)^26*log(16) + 133065034489654204809984690967032102912*log(2)^27*log(16) + 5119478257772035641012280948528974
397440*log(2)^28*log(16) - 24215332755095829760830866978916500766720*log(2)^29*log(16) + 795646008006691213612
8999775343172648960*log(2)^30*log(16) + 310322987275340597426827314693423966978048*log(2)^31*log(16) - 1084020
406953358363807281779683248058662912*log(2)^32*log(16) - 575055985679885037390802729351264616841216*log(2)^33*
log(16) + 10744908827205806074411591987176165095768064*log(2)^34*log(16) - 10138922250734657066616816248286906
86803968*log(2)^35*log(16) - 71088476440536253318204368453530184176369664*log(2)^36*log(16) - 1291291888103960
79711495379547303254293479424*log(2)^37*log(16) + 609143511807882142036813664118898335544246272*log(2)^38*log(
16) + 1149521563300884030924512602396235033223364608*log(2)^39*log(16) - 3119745841342982181604062891997117507
606413312*log(2)^40*log(16) - 2676692489248450410176159158365824331930402816*log(2)^41*log(16) + 4993565469620
380135478425787901489196428165120*log(2)^42*log(16) - 73737785051533881176906394501120*log(2)^21 + 33214260735
52959181456126299340800*log(2)^22 - 58972805179939896197497656340119552*log(2)^23 + 43038154405963310778312498
8807086080*log(2)^24 + 968327727168228977178221161067053056*log(2)^25 - 42566136216578671785104885033818128384
*log(2)^26 + 305831289819985855068162052938868457472*log(2)^27 - 508660068927634366861512750736072507392*log(2
)^28 - 5224600513705291548556743969204420476928*log(2)^29 + 32422411152982495915101623809313599389696*log(2)^3
0 - 32906154083956820445870230552540155478016*log(2)^31 - 345239514613812909289258492224062003085312*log(2)^32
+ 1461849692179439031294075245605081451593728*log(2)^33 - 322837615329198562300760345530999592976384*log(2)^3
4 - 12416083058289390785750100603692107733925888*log(2)^35 + 19477387338490639816428272578969370395410432*log(
2)^36 + 59520619492022158743997663729830317147553792*log(2)^37 - 53596039494230789074864529855476510941511680*
log(2)^38 - 432287212640483714524961639883995035509719040*log(2)^39 - 1787922468745650448029654804212161376346
43968*log(2)^40 + 2441708241083603519874541886731814316923682816*log(2)^41 + 617311856490328662053555021022993
336577818624*log(2)^42 - 4615016989409714458044740852365588922521092096*log(2)^43 - 28803822285755422334729060
3520*log(2)^17*log(16)^4 + 4608611565720867573556649656320*log(2)^18*log(16)^3 - 27651669394325205441339897937
920*log(2)^19*log(16)^2 + 309458493644512094633418817536*log(2)^17*log(16)^5 + 8022984701504053288428292276224
*log(2)^18*log(16)^4 - 177881114207186787756199687225344*log(2)^19*log(16)^3 + 1166313403209364596819892144963
584*log(2)^20*log(16)^2 - 103363763676460619947346755584*log(2)^17*log(16)^6 - 1162617145072969456134232473600
0*log(2)^18*log(16)^5 - 27805574834231407348422543409152*log(2)^19*log(16)^4 + 2437382246970323240922136499453
952*log(2)^20*log(16)^3 - 18741585198573050485760174453686272*log(2)^21*log(16)^2 + 10099153099104210603504304
128*log(2)^17*log(16)^7 + 4210540385761927001005061308416*log(2)^18*log(16)^6 + 129240522875362175844857413632
000*log(2)^19*log(16)^5 - 1073283837211614695973181949214720*log(2)^20*log(16)^4 - 898592237021535328790015203
3443840*log(2)^21*log(16)^3 + 111766734905098521098841354821173248*log(2)^22*log(16)^2 - 460059514794453393845
419769856*log(2)^18*log(16)^7 - 43935332940365716096890766884864*log(2)^19*log(16)^6 + 34333706770699882227275
6638285824*log(2)^20*log(16)^5 + 5907666550334328205362980204838912*log(2)^21*log(16)^4 - 89097236222242643836
573602652618752*log(2)^22*log(16)^3 + 460899920799481247662785335232823296*log(2)^23*log(16)^2 + 3162590815924
812929065046507520*log(2)^19*log(16)^7 - 413238703529429370969697296580608*log(2)^20*log(16)^6 - 1687157932414
8584891203262355603456*log(2)^21*log(16)^5 + 165741375910691860404634548449574912*log(2)^22*log(16)^4 + 548199
404099687087115158924619153408*log(2)^23*log(16)^3 - 10172925900520207706559712980230995968*log(2)^24*log(16)^
2 + 229432590156357373180740894720*log(2)^19*log(16)^8 + 116910828300352120099511338008576*log(2)^20*log(16)^7
+ 12429389088979509649904661663055872*log(2)^21*log(16)^6 + 87614179187219752819016970981605376*log(2)^22*log
(16)^5 - 2347577221605169518520083333569839104*log(2)^23*log(16)^4 + 6572671237812698340101353056925384704*log
(2)^24*log(16)^3 + 40153066022171310531871756500967882752*log(2)^25*log(16)^2 - 547779379221434826207065957990
4*log(2)^20*log(16)^8 - 2121463700154983322140861993582592*log(2)^21*log(16)^7 - 94945248984626234570965568263
815168*log(2)^22*log(16)^6 + 398401648559491442439655971983720448*log(2)^23*log(16)^5 + 9594414634916381919535
667649529774080*log(2)^24*log(16)^4 - 76402545867249771098957407166738202624*log(2)^25*log(16)^3 + 15162763910
0489047035990207825369366528*log(2)^26*log(16)^2 - 64472132968724115020280886198272*log(2)^21*log(16)^8 + 8981
729866745821576012979459063808*log(2)^22*log(16)^7 + 202655277123088764096048399938224128*log(2)^23*log(16)^6
- 5007670694688065699318450252641468416*log(2)^24*log(16)^5 + 16370347100618670275462781955177709568*log(2)^25
*log(16)^4 + 203123793209554123771252268403806699520*log(2)^26*log(16)^3 - 17680747987949257541316091186263820
86144*log(2)^27*log(16)^2 + 2247040205753297473299799867392*log(2)^21*log(16)^9 + 2659018761174806612858018885
271552*log(2)^22*log(16)^8 + 20984193201756029277239263994314752*log(2)^23*log(16)^7 + 65958611240280084756987
7429219491840*log(2)^24*log(16)^6 + 14724373786471709409824792382177017856*log(2)^25*log(16)^5 - 2652871446735
90313316394359633171447808*log(2)^26*log(16)^4 + 703154016496491987327252400893824335872*log(2)^27*log(16)^3 +
4315780803203620846168528077257674063872*log(2)^28*log(16)^2 - 34057546596636877163457077575680*log(2)^22*log
(16)^9 - 16721339277185469093843024419487744*log(2)^23*log(16)^8 + 214215551144807963072264950234742784*log(2)
^24*log(16)^7 - 6904100862980647209207227482682425344*log(2)^25*log(16)^6 + 4398533141293937803302116339566510
08*log(2)^26*log(16)^5 + 846659111070642078553588068144660873216*log(2)^27*log(16)^4 - 57284580858100783728307
83639767325081600*log(2)^28*log(16)^3 + 11023797265309885587734109425187013263360*log(2)^29*log(16)^2 - 339652
097293951372700123909849088*log(2)^23*log(16)^9 - 139405554066247107071439567216181248*log(2)^24*log(16)^8 - 3
654180284757859264911565619453755392*log(2)^25*log(16)^7 + 69119617265978667879360478399288049664*log(2)^26*lo
g(16)^6 - 476155323613758570545703186236102934528*log(2)^27*log(16)^5 + 11566561000942018770854268712854937927
68*log(2)^28*log(16)^4 + 10057633579250085574973221431788527681536*log(2)^29*log(16)^3 - 976425397617799451844
54788636404189495296*log(2)^30*log(16)^2 + 10791926705641604020811312626925568*log(2)^24*log(16)^9 + 173370754
9798189352179956975044395008*log(2)^25*log(16)^8 - 9367188597659836676339083628576243712*log(2)^26*log(16)^7 -
206112509949313618415443469070325776384*log(2)^27*log(16)^6 + 3956604653204738227414821572760494407680*log(2)
^28*log(16)^5 - 28780192985505196766961500047869543972864*log(2)^29*log(16)^4 + 720495266198013570195545026016
77429800960*log(2)^30*log(16)^3 + 153780502080808468578676825174829848068096*log(2)^31*log(16)^2 - 53555615995
726773888139920534405120*log(2)^25*log(16)^9 - 1381482252840812571940854300395175936*log(2)^26*log(16)^8 + 176
480426792577483562425440302062895104*log(2)^27*log(16)^7 - 1843928445540646374740472505080389566464*log(2)^28*
log(16)^6 + 6745565854163800686348564191420350464*log(2)^29*log(16)^5 + 83213765732570575070033665234094335721
472*log(2)^30*log(16)^4 - 455889478258405009425456229999110990594048*log(2)^31*log(16)^3 + 9535130240187866073
52548506179908975722496*log(2)^32*log(16)^2 - 135746083667793532588624595008880640*log(2)^26*log(16)^9 - 39029
406968314747943708983795994591232*log(2)^27*log(16)^8 - 52661983403678307881020635271724531712*log(2)^28*log(1
6)^7 + 9641043286521299955130622686621171974144*log(2)^29*log(16)^6 - 1011848737508162153798511349955755801313
28*log(2)^30*log(16)^5 + 452785778337862848495983196322757659852800*log(2)^31*log(16)^4 - 63886903500340079903
2181189257828711268352*log(2)^32*log(16)^3 - 2375579104565385054417960707743009883553792*log(2)^33*log(16)^2 +
1006964086536304108326726309689425920*log(2)^27*log(16)^9 + 102390666246784720235931037071864496128*log(2)^28
*log(16)^8 - 3491374901189861370071106910754539831296*log(2)^29*log(16)^7 + 2189725987491496148040856803492672
7790592*log(2)^30*log(16)^6 + 140304402967274545178516567889706947182592*log(2)^31*log(16)^5 - 217855232779831
3860349526071962913839513600*log(2)^32*log(16)^4 + 9444408788053451784007360973841994893754368*log(2)^33*log(1
6)^3 - 15330564247434107940352412270913917798055936*log(2)^34*log(16)^2 + 379863515358240726431523863189967077
376*log(2)^29*log(16)^8 + 3974005252227194507109686201234478858240*log(2)^30*log(16)^7 - 150683197687085893087
786806702893822902272*log(2)^31*log(16)^6 + 1243678081773341856504193629838674084495360*log(2)^32*log(16)^5 -
4047339079009661130354320282773361963040768*log(2)^33*log(16)^4 + 1253444735231205197173163556063628549423104*
log(2)^34*log(16)^3 + 27149925752324544328488898222962894188838912*log(2)^35*log(16)^2 - 141579158012285238902
8360374543911485440*log(2)^30*log(16)^8 + 36205635193378137049183695635038479581184*log(2)^31*log(16)^7 - 1929
92012997965068096860439991351796301824*log(2)^32*log(16)^6 - 1606586623480758486560041378432929748746240*log(2
)^33*log(16)^5 + 22717028036468949643373621426859401312993280*log(2)^34*log(16)^4 - 10260415115128980984463357
4663650078768496640*log(2)^35*log(16)^3 + 203528216797056080949344214448989011699564544*log(2)^36*log(16)^2 -
2485759988892614341224838565694799872000*log(2)^31*log(16)^8 - 29894225777854998644470067928587732779008*log(2
)^32*log(16)^7 + 1077242113761382021551759204192185172885504*log(2)^33*log(16)^6 - 858017999132011609747697106
4743990669606912*log(2)^34*log(16)^5 + 23772538231056067363783173456575072254820352*log(2)^35*log(16)^4 + 2399
3965072391374827181765039189019326414848*log(2)^36*log(16)^3 - 287453500715801580805781068804556390311919616*l
og(2)^37*log(16)^2 + 6376409284208016712468566793361817600000*log(2)^32*log(16)^8 - 19303411393335201720198893
8971927445241856*log(2)^33*log(16)^7 + 1386771861320098056114799930420197228281856*log(2)^34*log(16)^6 + 43272
15956718801002058959298497026619080704*log(2)^35*log(16)^5 - 101866321684883522442745438135534113754447872*log
(2)^36*log(16)^4 + 526375458242612250697573010461098949730107392*log(2)^37*log(16)^3 - 12122528188961852734739
04593118319223576199168*log(2)^38*log(16)^2 + 11089407450796550804293159640629248000000*log(2)^33*log(16)^8 +
14563497016982094240262120692845578813440*log(2)^34*log(16)^7 - 2886701810573316244084735948718917803835392*lo
g(2)^35*log(16)^6 + 27014043533423141900037650101824364222611456*log(2)^36*log(16)^5 - 78816850967181020931536
945455997232233840640*log(2)^37*log(16)^4 - 132598946469598550387106422475867754447503360*log(2)^38*log(16)^3
+ 1368556740125146402148743275155760090647101440*log(2)^39*log(16)^2 + 283888830740391700589904886800108748800
000*log(2)^35*log(16)^7 - 3817373618093439888156285839432758314663936*log(2)^36*log(16)^6 + 761130937432095303
7511869131411299651026944*log(2)^37*log(16)^5 + 128032499997529103085884272403392405186805760*log(2)^38*log(16
)^4 - 923735192126124715821549330735130173631365120*log(2)^39*log(16)^3 + 247643358342271879064092851166491280
3100098560*log(2)^40*log(16)^2 + 757036881974377868239746364800289996800000*log(2)^37*log(16)^6 - 106338851107
67133089360610057367529503850496*log(2)^38*log(16)^5 + 30988850541491973409673073595280990845009920*log(2)^39*
log(16)^4 + 236592800131666048396053084709937671191920640*log(2)^40*log(16)^3 - 191537840945386786493108768578
4121880671682560*log(2)^41*log(16)^2) - 1073654985489930141876188306472960*log(2)^21*log(16) + 279335145780468
26044309422370455552*log(2)^22*log(16) - 402620584473606564141241921525776384*log(2)^23*log(16) + 349021771406
1308458319412680561000448*log(2)^24*log(16) - 18021401922045613486205432894368776192*log(2)^25*log(16) + 45604
652871624280327908895502698020864*log(2)^26*log(16) + 53733037090018444346105890758734118912*log(2)^27*log(16)
- 1120854599204942241019928671696938074112*log(2)^28*log(16) + 6270487816104483527534903280982378414080*log(2
)^29*log(16) - 16051430206939968600588156319966848614400*log(2)^30*log(16) - 365753136371245888697986823106941
14689024*log(2)^31*log(16) + 445641363057407241505603358417773469368320*log(2)^32*log(16) - 141469916312551989
4528386280983772495085568*log(2)^33*log(16) - 283734878980317502409733075409640104132608*log(2)^34*log(16) + 1
9828025436298902783848697015786497768423424*log(2)^35*log(16) - 50771207321274165319413345087528390962970624*l
og(2)^36*log(16) - 79068339565669011727338524498066844571140096*log(2)^37*log(16) + 38689444845672984572965138
4129568366982594560*log(2)^38*log(16) + 63224086605466562541616065605569179140751360*log(2)^39*log(16) - 84643
9425084419533365551778060071572076494848*log(2)^40*log(16) - 17445784134045245620651793842176*log(2)^21 + 1097
675199672270001188576121847808*log(2)^22 - 29435911088874769056727320011735040*log(2)^23 + 4422818136809704651
44051325017784320*log(2)^24 - 4058185484616972108587305432290164736*log(2)^25 + 226367383621797214437743629891
97524992*log(2)^26 - 64195644479331298481588538892162695168*log(2)^27 - 52987241322403817977363376353056915456
*log(2)^28 + 1419563513167673168765702829560045764608*log(2)^29 - 7034382102252053142699257537149362241536*log
(2)^30 + 13695144687326590745263079403637023178752*log(2)^31 + 51391424593340502459474439357810530582528*log(2
)^32 - 439150788976647460705111400561469177200640*log(2)^33 + 1095958904682541697663482157197019119091712*log(
2)^34 + 984603037828184811612283408535644004155392*log(2)^35 - 15666974277156520679227380720189396958052352*lo
g(2)^36 + 35702600658620931114014603953117333033058304*log(2)^37 + 5602112103269038399028804506396524391327334
4*log(2)^38 - 285106509424309847903411154032962719254052864*log(2)^39 - 16953265623785891832049257632465246257
938432*log(2)^40 + 648986764135741095662541682363910942229528576*log(2)^41 - root(39891853389577611902976*z^9*
log(2)^5*log(16)^5 - 86060733699094216704*z^9*log(2)*log(16)^5 + 326184205507809509376*z^9*log(2)^3*log(16)^8
- 290285171330431057920*z^9*log(2)^2*log(16)^7 + 2215816992556113199104*z^9*log(2)^3*log(16)^6 + 1238425300441
78792278650781696*z^9*log(2)^16*log(16)^2 - 39687253348106798042751959040*z^9*log(2)^15*log(16)^3 + 5454138023
163812483180789760*z^9*log(2)^14*log(16)^4 + 298798124991149884399681536*z^9*log(2)^13*log(16)^5 - 21105298182
6882783179440128*z^9*log(2)^12*log(16)^6 + 27482585573562273629208576*z^9*log(2)^11*log(16)^7 - 12465611924840
64460800000*z^9*log(2)^10*log(16)^8 + 78974202988091481407839272960*z^9*log(2)^15*log(16)^2 - 1980073699104031
5305911910400*z^9*log(2)^14*log(16)^3 + 35741402510903096220057600*z^9*log(2)^13*log(16)^4 + 12232495009356584
68131471360*z^9*log(2)^12*log(16)^5 - 306705910296687194438369280*z^9*log(2)^11*log(16)^6 + 328932594983155057
40021760*z^9*log(2)^10*log(16)^7 - 1371217311732470906880000*z^9*log(2)^9*log(16)^8 - 519282369405597222094189
36320*z^9*log(2)^14*log(16)^2 + 22653906138356001533853696000*z^9*log(2)^13*log(16)^3 - 6044904314510044363436
851200*z^9*log(2)^12*log(16)^4 + 1002092592156767649508884480*z^9*log(2)^11*log(16)^5 - 9940054017644080329129
9840*z^9*log(2)^10*log(16)^6 + 5252821880948975028142080*z^9*log(2)^9*log(16)^7 - 106425161808327003340800*z^9
*log(2)^8*log(16)^8 - 25985456805598117123973971968*z^9*log(2)^13*log(16)^2 + 8904500033259910636662423552*z^9
*log(2)^12*log(16)^3 - 1463726986292979050238443520*z^9*log(2)^11*log(16)^4 + 20687960714495345893048320*z^9*l
og(2)^10*log(16)^5 + 32455132194194622209064960*z^9*log(2)^9*log(16)^6 - 4895014799513938934366208*z^9*log(2)^
8*log(16)^7 + 235801852472521541025792*z^9*log(2)^7*log(16)^8 + 10458077679364933922039267328*z^9*log(2)^12*lo
g(16)^2 - 4252626679583287373148979200*z^9*log(2)^11*log(16)^3 + 1050715833374681819460403200*z^9*log(2)^10*lo
g(16)^4 - 159876925083096894274535424*z^9*log(2)^9*log(16)^5 + 14373805337304631496146944*z^9*log(2)^8*log(16)
^6 - 673961781437114615857152*z^9*log(2)^7*log(16)^7 + 11539273312125069557760*z^9*log(2)^6*log(16)^8 + 117525
6299792052575249891328*z^9*log(2)^11*log(16)^2 - 414390373412585697812938752*z^9*log(2)^10*log(16)^3 + 6465017
6991809711068151808*z^9*log(2)^9*log(16)^4 + 1854550914029806128463872*z^9*log(2)^8*log(16)^5 - 22114846681653
38274201600*z^9*log(2)^7*log(16)^6 + 288343697632312141283328*z^9*log(2)^6*log(16)^7 - 9549428705086377295872*
z^9*log(2)^5*log(16)^8 - 354577405862133891072*z^9*log(2)^4*log(16)^9 - 1122171285897950218351017984*z^9*log(2
)^10*log(16)^2 + 399171427934682113755840512*z^9*log(2)^9*log(16)^3 - 79960309389239938543779840*z^9*log(2)^8*
log(16)^4 + 8199395580102011120517120*z^9*log(2)^7*log(16)^5 + 238933186347363315530858496*z^9*log(2)^9*log(16
)^2 - 80601531071794363376861184*z^9*log(2)^8*log(16)^3 + 15801573355560166081167360*z^9*log(2)^7*log(16)^4 +
9298394831979139540451328*z^9*log(2)^8*log(16)^2 + 41083204191928713216*z^9*log(2)*log(16)^7 + 725767411272379
26912*z^9*log(2)^2*log(16)^6 + 217433519037860334796800*z^9*log(2)^6*log(16)^4 - 62604813896100347904*z^9*log(
2)*log(16)^6 + 2287301029909015560192*z^9*log(2)^4*log(16)^8 + 860607336990942167040*z^9*log(2)^2*log(16)^4 -
34781060753740523372544*z^9*log(2)^5*log(16)^7 - 12061675477612716097536*z^9*log(2)^4*log(16)^6 - 192354918162
450272539197308928*z^9*log(2)^17*log(16) - 135253636564688379661548257280*z^9*log(2)^16*log(16) + 669127561193
22790115577692160*z^9*log(2)^15*log(16) + 38739683348011375398255329280*z^9*log(2)^14*log(16) - 14380633479077
761339166294016*z^9*log(2)^13*log(16) - 1654810668631251437947453440*z^9*log(2)^12*log(16) + 16951214516307355
19083659264*z^9*log(2)^11*log(16) - 382080505242181519143862272*z^9*log(2)^10*log(16) - 1661383007063678081669
5296*z^9*log(2)^9*log(16) + 28001302559665836968116224*z^9*log(2)^8*log(16) - 6335599650440650149593088*z^9*lo
g(2)^7*log(16) + 613119287375828443201536*z^9*log(2)^6*log(16) - 22031547826968119476224*z^9*log(2)^5*log(16)
- 36095280241649909760*z^9*log(2)^2*log(16)^8 - 2458276284328756924907520*z^9*log(2)^7*log(16)^3 - 16460432045
742883193487360*z^9*log(2)^7*log(16)^2 + 3812507577701533835329536*z^9*log(2)^6*log(16)^2 - 377487671839938079
358976*z^9*log(2)^5*log(16)^2 + 122973282561668677632000*z^9*log(2)^4*log(16)^3 + 13769717391855074672640*z^9*
log(2)^4*log(16)^2 - 4589905797285024890880*z^9*log(2)^3*log(16)^3 - 768681489346863971696640*z^9*log(2)^5*log
(16)^4 - 196276919084962793127936*z^9*log(2)^6*log(16)^6 - 1834819010729760125878272*z^9*log(2)^6*log(16)^5 +
2038004543189661253632*z^9*log(2)^2*log(16)^5 - 7492712245033376415744*z^9*log(2)^4*log(16)^7 + 20147117265037
7737666560*z^9*log(2)^4*log(16)^4 - 22165008797507455549440*z^9*log(2)^3*log(16)^4 + 1127838816842859675648*z^
9*log(2)^3*log(16)^7 + 44356209745678118682624*z^9*log(2)^4*log(16)^5 - 15545798395541757886464*z^9*log(2)^3*l
og(16)^5 + 4966619654890161942036480*z^9*log(2)^6*log(16)^3 - 1197214757321908357693440*z^9*log(2)^5*log(16)^3
+ 132638588855041054998528*z^9*log(2)^5*log(16)^6 + 3585863904128925696*z^9*log(16)^6 - 1593717290723966976*z
^9*log(16)^7 + 121587758137205248379968290816*z^9*log(2)^18 + 90125520571493247428497244160*z^9*log(2)^17 - 37
239477867574377424481157120*z^9*log(2)^16 - 23739599107574474469613240320*z^9*log(2)^15 + 85029618306576551402
80958976*z^9*log(2)^14 + 939420088284129196372918272*z^9*log(2)^13 - 1075155890689253891458990080*z^9*log(2)^1
2 + 255637045349843010236448768*z^9*log(2)^11 + 11790098290366654212734976*z^9*log(2)^10 - 1946020708095685505
4237696*z^9*log(2)^9 + 4335917636540526772617216*z^9*log(2)^8 - 413098102265755874623488*z^9*log(2)^7 + 146876
98551312079650816*z^9*log(2)^6 - 233436164811607425024*z^7*log(2)^5*log(16)^5 + 673556266932240384*z^7*log(2)^
3*log(16)^7 - 98151710219933303439360*z^7*log(2)^8*log(16)^5 - 368858378993352376320*z^7*log(2)^5*log(16)^4 -
1211190257092474699776*z^7*log(2)^7*log(16)^7 + 36615732518464782336*z^7*log(2)^6*log(16)^7 + 3275199983043307
634688*z^7*log(2)^7*log(16)^6 - 53175788508856320*z^7*log(2)^2*log(16)^5 - 9932316492180586053500928*z^7*log(2
)^11*log(16) - 6259056483078122766336*z^7*log(2)^7*log(16)^2 + 493943913405283272104293171200*z^7*log(2)^21*lo
g(16)^2 - 111697745193015762968012390400*z^7*log(2)^20*log(16)^3 + 4396381616790873973142323200*z^7*log(2)^19*
log(16)^4 + 2869750959700828919357767680*z^7*log(2)^18*log(16)^5 - 533246596826690744557240320*z^7*log(2)^17*l
og(16)^6 + 29548117155177824256000000*z^7*log(2)^16*log(16)^7 + 289354164750296469628551954432*z^7*log(2)^20*l
og(16)^2 - 32531711100654122296651284480*z^7*log(2)^19*log(16)^3 - 12992699512127510086869319680*z^7*log(2)^18
*log(16)^4 + 4852997890202389306851459072*z^7*log(2)^17*log(16)^5 - 591267752442472403111510016*z^7*log(2)^16*
log(16)^6 + 19910466878907783674068992*z^7*log(2)^15*log(16)^7 + 738702928879445606400000*z^7*log(2)^14*log(16
)^8 - 285637800192325736722920898560*z^7*log(2)^19*log(16)^2 + 98371693751310900807635828736*z^7*log(2)^18*log
(16)^3 - 18368248999056039214432911360*z^7*log(2)^17*log(16)^4 + 1497119415985076891453227008*z^7*log(2)^16*lo
g(16)^5 + 49221312653329530001293312*z^7*log(2)^15*log(16)^6 - 18180808744995139375595520*z^7*log(2)^14*log(16
)^7 + 1009060813820033903886336*z^7*log(2)^13*log(16)^8 - 5771116631870668800000*z^7*log(2)^12*log(16)^9 - 124
831590623940000968632958976*z^7*log(2)^18*log(16)^2 + 24630628253627355554195177472*z^7*log(2)^17*log(16)^3 +
937388753107848797481861120*z^7*log(2)^16*log(16)^4 - 1255047485601324419870883840*z^7*log(2)^15*log(16)^5 + 2
04809536695529274660093952*z^7*log(2)^14*log(16)^6 - 11717187665417145497419776*z^7*log(2)^13*log(16)^7 + 6903
7790665081337413632*z^7*log(2)^12*log(16)^8 + 144277915796766720000*z^7*log(2)^11*log(16)^9 + 7275065004810642
0194682863616*z^7*log(2)^17*log(16)^2 - 25310229592600211136102531072*z^7*log(2)^16*log(16)^3 + 49815707471929
99094035415040*z^7*log(2)^15*log(16)^4 - 495839183287916587621810176*z^7*log(2)^14*log(16)^5 + 713151852476801
6161308672*z^7*log(2)^13*log(16)^6 + 3145327788913513784672256*z^7*log(2)^12*log(16)^7 - 228036237932676369088
512*z^7*log(2)^11*log(16)^8 + 2050189183472055091200*z^7*log(2)^10*log(16)^9 + 11113397738566568150550183936*z
^7*log(2)^16*log(16)^2 - 1730273245377871585134772224*z^7*log(2)^15*log(16)^3 - 347977740172590822444761088*z^
7*log(2)^14*log(16)^4 + 177676161562494994156093440*z^7*log(2)^13*log(16)^5 - 25932052540748540682436608*z^7*l
og(2)^12*log(16)^6 + 1329392070928597228978176*z^7*log(2)^11*log(16)^7 + 4594920680657661198336*z^7*log(2)^10*
log(16)^8 - 325769614762388226048*z^7*log(2)^9*log(16)^9 - 9757349142126044471428644864*z^7*log(2)^15*log(16)^
2 + 2956087659672491455326191616*z^7*log(2)^14*log(16)^3 - 479416112984416385910177792*z^7*log(2)^13*log(16)^4
+ 32600816475657751926669312*z^7*log(2)^12*log(16)^5 + 1332058076129642781081600*z^7*log(2)^11*log(16)^6 - 34
8047925730145546010624*z^7*log(2)^10*log(16)^7 + 15244077027130664288256*z^7*log(2)^9*log(16)^8 + 109741896929
963409408*z^7*log(2)^8*log(16)^9 + 1054325623872774442202431488*z^7*log(2)^14*log(16)^2 - 38790392815970221944
9434112*z^7*log(2)^13*log(16)^3 + 94358641643715969140391936*z^7*log(2)^12*log(16)^4 - 14804334826554067802652
672*z^7*log(2)^11*log(16)^5 - 20050167035881976758272*z^7*log(2)^9*log(16)^7 - 3085423018457822134272*z^7*log(
2)^8*log(16)^8 + 923378661099307008*z^7*log(2)^6*log(16)^10 + 439717063721098183459209216*z^7*log(2)^13*log(16
)^2 - 100163275206331687237582848*z^7*log(2)^12*log(16)^3 + 7724437987936607636815872*z^7*log(2)^11*log(16)^4
+ 983985440664791726161920*z^7*log(2)^10*log(16)^5 - 56362394569203379077120*z^7*log(2)^8*log(16)^4 - 25715459
326234001080320*z^7*log(2)^7*log(16)^4 + 3861909841379328*z^7*log(2)^2*log(16)^8 + 1103104398484302980972544*z
^7*log(2)^9*log(16)^4 - 467987975245246475796480*z^7*log(2)^9*log(16)^3 - 30229233644077056*z^7*log(2)^2*log(1
6)^7 - 1098105262815021170688*z^7*log(2)^6*log(16)^6 - 528327635325136404480*z^7*log(2)^6*log(16)^2 + 12904500
695113138176*z^7*log(2)^7*log(16)^9 + 15363997671139118678016*z^7*log(2)^8*log(16)^7 + 232469737601699598336*z
^7*log(2)^5*log(16)^6 + 193036236732594980388864*z^7*log(2)^8*log(16)^2 - 6433183308303386089095168*z^7*log(2)
^10*log(16)^3 + 34032504645668044800*z^7*log(2)^5*log(16)^2 - 105806342382944256*z^7*log(2)^3*log(16)^8 + 2954
92739690166422077440*z^7*log(2)^9*log(16)^5 - 1134893795057860608*z^7*log(2)^5*log(16)^8 + 1876631014214068941
6192*z^7*log(2)^7*log(16)^5 + 331686148607325946773504*z^7*log(2)^8*log(16)^3 + 3787247002506018737356800*z^7*
log(2)^10*log(16)^2 + 33737800838501744640*z^7*log(2)^4*log(16)^5 + 72098540908904448*z^7*log(2)^2*log(16)^6 +
99279094903159652352*z^7*log(2)^6*log(16)^8 - 7858413694841978880*z^7*log(2)^4*log(16)^4 - 117162467184646471
68*z^7*log(2)^4*log(16)^6 - 8507061461380497408*z^7*log(2)^6*log(16)^9 - 959750984463104950780475473920*z^7*lo
g(2)^22*log(16) - 673964515164969840628325154816*z^7*log(2)^21*log(16) + 439228720274831278204772155392*z^7*lo
g(2)^20*log(16) + 251343221001540985426135744512*z^7*log(2)^19*log(16) - 113041109799459185843836551168*z^7*lo
g(2)^18*log(16) - 23397168799708306983792672768*z^7*log(2)^17*log(16) + 16900330545976756923311063040*z^7*log(
2)^16*log(16) - 1718703458769011084227510272*z^7*log(2)^15*log(16) - 898591475115826182843531264*z^7*log(2)^14
*log(16) + 362681734281810942703435776*z^7*log(2)^13*log(16) + 3769363937713880825856*z^7*log(2)^8*log(16)^6 +
109010375740434677760*z^7*log(2)^5*log(16)^3 - 383490952522447284338688*z^7*log(2)^9*log(16) - 99243397672479
1296*z^7*log(2)^3*log(16)^6 + 1167398629486350041088*z^7*log(2)^7*log(16) - 35667488908657354868785152*z^7*log
(2)^12*log(16) - 1025321872492855296*z^7*log(2)^5*log(16)^9 + 1247799857715365541838848*z^7*log(2)^10*log(16)^
6 - 181055630873788315437367296*z^7*log(2)^12*log(16)^2 + 45379975869148682111680512*z^7*log(2)^11*log(16)^3 +
3412738782852485738397696*z^7*log(2)^10*log(16) - 48352356082211838492672*z^7*log(2)^7*log(16)^3 - 1237597405
618296176640*z^7*log(2)^6*log(16)^5 + 94555012633657344*z^7*log(2)^4*log(16)^9 - 8508126161417011200*z^7*log(2
)^4*log(16)^3 - 27851145844400455680*z^7*log(2)^5*log(16)^7 + 388840485125652480*z^7*log(2)^4*log(16)^8 - 1530
928540315008000*z^7*log(2)^4*log(16)^7 + 10127001790863988752384*z^7*log(2)^8*log(16) - 2368941638450935171645
44*z^7*log(2)^9*log(16)^6 + 5902651046377927802880*z^7*log(2)^6*log(16)^4 + 2044855353392022159360*z^7*log(2)^
6*log(16)^3 - 215808435478151036928*z^7*log(2)^7*log(16)^8 + 1063515770177126400*z^7*log(2)^3*log(16)^4 - 4722
61806164754432*z^7*log(2)^3*log(16)^5 - 1567115335638115119267840*z^7*log(2)^9*log(16)^2 - 6806500929133608960
0*z^7*log(2)^6*log(16) - 5748226214355619320692736*z^7*log(2)^10*log(16)^4 + 20827507222737454708555776*z^7*lo
g(2)^11*log(16)^2 + 54452007433068871680*z^7*log(2)^7 + 25300655133870152849817600*z^7*log(2)^13 - 28747451287
57553906319360*z^7*log(2)^11 + 9225285048457606968901632*z^7*log(2)^12 - 6793323754933683486720*z^7*log(2)^9 +
304595883082212333060096*z^7*log(2)^10 - 992982028301654556672*z^7*log(2)^8 + 720520048220475545955367649280*
z^7*log(2)^23 + 552090160147694095632571564032*z^7*log(2)^22 - 281630088362585703573054554112*z^7*log(2)^21 -
190718279628806563204285071360*z^7*log(2)^20 + 74129332484801326692616372224*z^7*log(2)^19 + 17874904475116872
155529216000*z^7*log(2)^18 - 12107553952535868219429224448*z^7*log(2)^17 + 1250650789250916910198947840*z^7*lo
g(2)^16 + 719253331991231457971404800*z^7*log(2)^15 - 291026699643141903372779520*z^7*log(2)^14 - 231475575036
9888829440*z^6*log(2)^9*log(16)^7 + 10269228642301440*z^6*log(2)^3*log(16)^7 - 29533695505431924510720*z^6*log
(2)^8*log(16)^3 + 1189958038774087680*z^6*log(2)^7*log(16)^9 + 431293688860620635504640*z^6*log(2)^10*log(16)^
4 - 453678130239952896*z^6*log(2)^5*log(16)^8 - 20520927023415414975627264*z^6*log(2)^12*log(16)^4 + 883499937
163902720*z^6*log(2)^4*log(16)^3 - 562516217229312*z^6*log(2)^3*log(16)^8 + 27219164301383612282323379159040*z
^6*log(2)^26*log(16)^2 - 3362185909333931709796460789760*z^6*log(2)^25*log(16)^3 - 440378052836251376471538401
280*z^6*log(2)^24*log(16)^4 + 151116596367261494852991320064*z^6*log(2)^23*log(16)^5 - 10758141143787410502451
200000*z^6*log(2)^22*log(16)^6 + 15387618866833669109579608227840*z^6*log(2)^25*log(16)^2 + 168921750285875410
7309681541120*z^6*log(2)^24*log(16)^3 - 1369261778729601489038380892160*z^6*log(2)^23*log(16)^4 + 185699286562
434753157750849536*z^6*log(2)^22*log(16)^5 - 356309634682239035841183744*z^6*log(2)^21*log(16)^6 - 10085757322
30069734604800000*z^6*log(2)^20*log(16)^7 - 22457535293829652130568540782592*z^6*log(2)^24*log(16)^2 + 6166480
438489793400721008230400*z^6*log(2)^23*log(16)^3 - 618290812001635677655825121280*z^6*log(2)^22*log(16)^4 - 58
951170862788997582071791616*z^6*log(2)^21*log(16)^5 + 17241440770355885301911519232*z^6*log(2)^20*log(16)^6 -
792780868562124014188756992*z^6*log(2)^19*log(16)^7 - 31517991632189679206400000*z^6*log(2)^18*log(16)^8 - 111
11526285381122368621397409792*z^6*log(2)^23*log(16)^2 + 215766892500971873148736634880*z^6*log(2)^22*log(16)^3
+ 627383283599806913124444930048*z^6*log(2)^21*log(16)^4 - 125346044145486124134118195200*z^6*log(2)^20*log(1
6)^5 + 5500723295755742545830739968*z^6*log(2)^19*log(16)^6 + 513075082182089349865144320*z^6*log(2)^18*log(16
)^7 - 30058078259786653265559552*z^6*log(2)^17*log(16)^8 - 328312412835309158400000*z^6*log(2)^16*log(16)^9 +
7641661186553995955973220466688*z^6*log(2)^22*log(16)^2 - 2431538076903499767389689479168*z^6*log(2)^21*log(16
)^3 + 337927714123952701709601472512*z^6*log(2)^20*log(16)^4 + 3626816900865020876657000448*z^6*log(2)^19*log(
16)^5 - 6033556429062205015446257664*z^6*log(2)^18*log(16)^6 + 440080674281603340410290176*z^6*log(2)^17*log(1
6)^7 + 5830946644423711364481024*z^6*log(2)^16*log(16)^8 - 320104602514426429440000*z^6*log(2)^15*log(16)^9 +
2521682029196499519342586626048*z^6*log(2)^21*log(16)^2 - 62673927269462738554645905408*z^6*log(2)^20*log(16)^
3 - 147272121731833107684928782336*z^6*log(2)^19*log(16)^4 + 31961562805852078933071101952*z^6*log(2)^18*log(1
6)^5 - 1802403904256641871596486656*z^6*log(2)^17*log(16)^6 - 108389442457409918689345536*z^6*log(2)^16*log(16
)^7 + 10071431410166628630921216*z^6*log(2)^15*log(16)^8 + 17113284519040489881600*z^6*log(2)^14*log(16)^9 - 1
573711118908000777758390091776*z^6*log(2)^20*log(16)^2 + 459669048626336979857965056000*z^6*log(2)^19*log(16)^
3 - 60143520191211720887859412992*z^6*log(2)^18*log(16)^4 - 835177083244657682398838784*z^6*log(2)^17*log(16)^
5 + 1086953945377833050513080320*z^6*log(2)^16*log(16)^6 - 81126835844624429233471488*z^6*log(2)^15*log(16)^7
- 923000999226917391433728*z^6*log(2)^14*log(16)^8 + 72020252441617593532416*z^6*log(2)^13*log(16)^9 - 1797854
02450495369825241530368*z^6*log(2)^19*log(16)^2 - 30068039090131964967329464320*z^6*log(2)^18*log(16)^3 + 2344
9625719834479951083470848*z^6*log(2)^17*log(16)^4 - 4121250483220846303751700480*z^6*log(2)^16*log(16)^5 + 183
807548595177527426678784*z^6*log(2)^15*log(16)^6 + 17376305679592258195685376*z^6*log(2)^14*log(16)^7 - 128004
3172054301486874624*z^6*log(2)^13*log(16)^8 - 9557700150484531150848*z^6*log(2)^12*log(16)^9 + 192938940346291
452238979137536*z^6*log(2)^18*log(16)^2 - 44497052490147171980474843136*z^6*log(2)^17*log(16)^3 + 385674451611
4102414183759872*z^6*log(2)^16*log(16)^4 + 401972629264402942324113408*z^6*log(2)^15*log(16)^5 - 1142709262844
43271651393536*z^6*log(2)^14*log(16)^6 + 6180129455730829408862208*z^6*log(2)^13*log(16)^7 + 20345689890225365
6604672*z^6*log(2)^12*log(16)^8 - 6299475584994043232256*z^6*log(2)^11*log(16)^9 - 67781764841321005056*z^6*lo
g(2)^10*log(16)^10 - 15372741760716459412297875456*z^6*log(2)^17*log(16)^2 + 8531861691574380241052762112*z^6*
log(2)^16*log(16)^3 - 2213048992248005897949806592*z^6*log(2)^15*log(16)^4 + 251373508538022605793263616*z^6*l
og(2)^14*log(16)^5 - 1848588195123441388486656*z^6*log(2)^13*log(16)^6 - 1731119671003139492806656*z^6*log(2)^
12*log(16)^7 + 68143640680814264451072*z^6*log(2)^11*log(16)^8 + 1811278236746784964608*z^6*log(2)^10*log(16)^
9 + 1709693302191685632*z^6*log(2)^9*log(16)^10 - 11015863215552855382375268352*z^6*log(2)^16*log(16)^2 + 1447
900028777643677640032256*z^6*log(2)^15*log(16)^3 + 93226789449995161410994176*z^6*log(2)^14*log(16)^4 - 510194
20059121061392809984*z^6*log(2)^13*log(16)^5 + 5784564145627679208505344*z^6*log(2)^12*log(16)^6 - 13633406594
6209214791680*z^6*log(2)^11*log(16)^7 - 17794941763487841386496*z^6*log(2)^10*log(16)^8 + 3648653229954170880*
z^6*log(2)^8*log(16)^10 + 3228381923594686450492243968*z^6*log(2)^15*log(16)^2 - 724641476748366006567567360*z
^6*log(2)^14*log(16)^3 + 82908068489679118496956416*z^6*log(2)^13*log(16)^4 - 288189500947955712*z^6*log(2)^7*
log(16)^10 - 74274430577261214028529664*z^6*log(2)^14*log(16)^2 - 399724281178968953520*z^6*log(2)^6*log(16)^4
- 491944398634433016*z^6*log(2)^4*log(16)^7 + 161814929667548527337472*z^6*log(2)^9*log(16)^2 + 2049617293886
39161536*z^6*log(2)^6*log(16)^5 - 4125897864342222077952*z^6*log(2)^8*log(16)^6 + 87725291999291919360*z^6*log
(2)^6*log(16)^3 - 83473317454716665856*z^6*log(2)^7*log(16)^7 - 447514063561820547072*z^6*log(2)^7*log(16) - 2
462949565483951167897600*z^6*log(2)^12*log(16)^5 - 43456222173745970675712*z^6*log(2)^10*log(16)^6 + 181986221
8468885964783616*z^6*log(2)^11*log(16)^5 - 16921304824794814944*z^6*log(2)^5*log(16)^6 - 8528799859198433280*z
^6*log(2)^6*log(16)^7 - 96732379502899200*z^6*log(2)^5*log(16) + 35643209532966099323191296*z^6*log(2)^12*log(
16)^2 + 884618973287795751911424*z^6*log(2)^10*log(16)^3 - 2446871157259259756544*z^6*log(2)^7*log(16)^5 + 171
922188275712*z^6*log(2)^2*log(16)^7 + 502886819236945809786273792*z^6*log(2)^14*log(16) - 10187835452807134041
53856*z^6*log(2)^10*log(16)^2 + 425490490287776880*z^6*log(2)^4*log(16)^4 - 348875765437990227148800*z^6*log(2
)^10*log(16)^5 - 49254962822814528*z^6*log(2)^3*log(16)^6 - 154996914339531802206535680*z^6*log(2)^13*log(16)^
2 - 6804811008899714488320*z^6*log(2)^9*log(16) + 456861058425862225920*z^6*log(2)^8*log(16)^8 + 6777268949680
8044249088*z^6*log(2)^9*log(16)^3 + 5159438920934536660992*z^6*log(2)^8*log(16) + 14453852827109437440*z^6*log
(2)^6*log(16) - 70962833399624687096411801518080*z^6*log(2)^27*log(16) - 60240412727039816808800100286464*z^6*
log(2)^26*log(16) + 38339495049476810267699982630912*z^6*log(2)^25*log(16) + 33994301636480779734595267461120*
z^6*log(2)^24*log(16) - 11694573104251476175848877326336*z^6*log(2)^23*log(16) - 75227097546090242091732330086
40*z^6*log(2)^22*log(16) + 2717666363233404803119388295168*z^6*log(2)^21*log(16) + 699533694742374515451497545
728*z^6*log(2)^20*log(16) - 407394900425855259027255066624*z^6*log(2)^19*log(16) + 922287255038571727875892838
4*z^6*log(2)^18*log(16) + 30665138708432699678445797376*z^6*log(2)^17*log(16) - 7322398929748928765796286464*z
^6*log(2)^16*log(16) - 381648905787739458332786688*z^6*log(2)^15*log(16) + 39224176485751990517760*z^6*log(2)^
9*log(16)^5 - 7021992494910173771464704*z^6*log(2)^11*log(16)^3 + 11077820355270188520*z^6*log(2)^5*log(16)^5
+ 50622673245337152*z^6*log(2)^4*log(16)^8 + 377860857433200*z^6*log(2)^2*log(16)^4 + 863456387448098562048*z^
6*log(2)^7*log(16)^6 - 4709884366472984064*z^6*log(2)^6*log(16)^6 + 153845414578809377280*z^6*log(2)^6*log(16)
^2 - 3428501558179921920*z^6*log(2)^7*log(16)^8 - 20960866872766080000*z^6*log(2)^5*log(16)^3 + 12364927703379
980845056*z^6*log(2)^9*log(16)^6 + 89867773389200328*z^6*log(2)^3*log(16)^5 + 3452328953182252861489152*z^6*lo
g(2)^11*log(16) + 157381389216852738048*z^6*log(2)^9*log(16)^9 + 86928721173973590085730304*z^6*log(2)^13*log(
16)^3 - 3418251093059042661120*z^6*log(2)^8*log(16)^2 - 733874513250816*z^6*log(2)^4*log(16)^9 - 9138083416705
84909824*z^6*log(2)^9*log(16)^8 - 52735513006439280*z^6*log(2)^3*log(16)^4 + 17349706531128648858624*z^6*log(2
)^8*log(16)^4 - 34503236222976*z^6*log(2)^2*log(16)^8 - 174443291874146602745856*z^6*log(2)^9*log(16)^4 - 3025
39563370824597504*z^6*log(2)^8*log(16)^7 + 21591662529873134160*z^6*log(2)^5*log(16)^4 - 6045773718931200*z^6*
log(2)^3*log(16)^3 - 564419724979741890969600*z^6*log(2)^11*log(16)^2 - 25436296905818112*z^6*log(2)^5*log(16)
^9 - 594004800714056681914368*z^6*log(2)^11*log(16)^6 + 70491051041827074342912*z^6*log(2)^10*log(16)^7 + 1356
2859415850719899549696*z^6*log(2)^12*log(16)^3 + 735335859001098240*z^6*log(2)^6*log(16)^9 + 56495986625275542
65088*z^6*log(2)^8*log(16)^5 - 5380463081105164800*z^6*log(2)^5*log(16)^2 - 2323037267943811560*z^6*log(2)^4*l
og(16)^5 - 1453317212872357636608*z^6*log(2)^7*log(16)^2 + 36274642313587200*z^6*log(2)^4*log(16)^2 + 18177819
67379052808372224*z^6*log(2)^11*log(16)^4 + 5497448279142850560*z^6*log(2)^5*log(16)^7 - 176425557898752*z^6*l
og(2)^2*log(16)^6 - 248323306630464*z^6*log(2)^2*log(16)^5 - 5520997424460465451302912*z^6*log(2)^12*log(16) +
1427447982544521205248*z^6*log(2)^7*log(16)^4 + 1728484150196149155*z^6*log(2)^4*log(16)^6 - 3865364934617009
10661632*z^6*log(2)^10*log(16) - 2036008296755822592*z^6*log(2)^6*log(16)^8 - 75919979628975882240*z^6*log(2)^
8*log(16)^9 - 7797294954971136*z^6*log(2)^6*log(16)^10 - 80683436703683078975913984*z^6*log(2)^13*log(16) + 23
20643794712151608064*z^6*log(2)^7*log(16)^3 + 349362663740704896712704*z^6*log(2)^11 - 5948842856418627563520*
z^6*log(2)^9 - 3856256136722973464985600*z^6*log(2)^12 + 10004327821101621269495808*z^6*log(2)^13 + 4697975744
64302542848*z^6*log(2)^8 - 553381059242337919624544256*z^6*log(2)^15 - 14517423593606836224*z^6*log(2)^7 + 696
80577189673014984179712*z^6*log(2)^14 + 96732379502899200*z^6*log(2)^6 + 17129925683795431895040*z^6*log(2)^10
+ 65583335944690396360737464254464*z^6*log(2)^28 + 65008723831221006196966221152256*z^6*log(2)^27 - 256101732
69313601155605416902656*z^6*log(2)^26 - 33138871916363335551960641175552*z^6*log(2)^25 + 711173697938987357333
1531202560*z^6*log(2)^24 + 7222052289998236224315715485696*z^6*log(2)^23 - 1939515325658441135798995648512*z^6
*log(2)^22 - 731332235680894030568629469184*z^6*log(2)^21 + 346608512831748543558149210112*z^6*log(2)^20 + 315
9310817539929192806744064*z^6*log(2)^19 - 31033267763033560578351169536*z^6*log(2)^18 + 6668344057743077029359
648768*z^6*log(2)^17 + 727043797143999255127523328*z^6*log(2)^16 + 132006530580480*z^5*log(2)^5*log(16)^9 - 34
27039353025856913408*z^5*log(2)^11*log(16)^2 - 4353808876968960*z^5*log(2)^5*log(16)^4 - 923999622463129940656
128*z^5*log(2)^14*log(16)^2 - 921176275444992*z^5*log(2)^4*log(16)^5 + 670291072574844764160*z^5*log(2)^10*log
(16)^2 - 3431827243008*z^5*log(2)^4*log(16)^9 - 574107546279393915568128*z^5*log(2)^14*log(16)^3 + 13171837690
8075539227811512320*z^5*log(2)^25*log(16)^2 - 29786065384804203458136637440*z^5*log(2)^24*log(16)^3 + 11723684
31144233059504619520*z^5*log(2)^23*log(16)^4 + 765266922586887711828738048*z^5*log(2)^22*log(16)^5 - 142199092
487117531881930752*z^5*log(2)^21*log(16)^6 + 7879497908047419801600000*z^5*log(2)^20*log(16)^7 - 4251606621883
6408431582117888*z^5*log(2)^24*log(16)^2 + 23464716125479018389527592960*z^5*log(2)^23*log(16)^3 - 64210973992
42738965361459200*z^5*log(2)^22*log(16)^4 + 781651235356965194667393024*z^5*log(2)^21*log(16)^5 + 514499695403
8643233652736*z^5*log(2)^20*log(16)^6 - 10573340652850671683371008*z^5*log(2)^19*log(16)^7 + 73870292887944560
6400000*z^5*log(2)^18*log(16)^8 - 64735826717722595642805583872*z^5*log(2)^23*log(16)^2 + 14074681907588614871
932993536*z^5*log(2)^22*log(16)^3 - 25835297740905880045486080*z^5*log(2)^21*log(16)^4 - 579232449747762613158
150144*z^5*log(2)^20*log(16)^5 + 102986258980355524156981248*z^5*log(2)^19*log(16)^6 - 51775294310264940181585
92*z^5*log(2)^18*log(16)^7 - 250390744772976882745344*z^5*log(2)^17*log(16)^8 + 23084466527482675200000*z^5*lo
g(2)^16*log(16)^9 + 24594148857342384736636502016*z^5*log(2)^22*log(16)^2 - 10625246057370143256572067840*z^5*
log(2)^21*log(16)^3 + 2473616569704288913169842176*z^5*log(2)^20*log(16)^4 - 251407554580520862033641472*z^5*l
og(2)^19*log(16)^5 - 9612709203047974233440256*z^5*log(2)^18*log(16)^6 + 4502860965536963154149376*z^5*log(2)^
17*log(16)^7 - 288481961300645495439360*z^5*log(2)^16*log(16)^8 - 2031125261531442315264*z^5*log(2)^15*log(16)
^9 + 240463192994611200000*z^5*log(2)^14*log(16)^10 + 8543019434984511296942112768*z^5*log(2)^21*log(16)^2 - 1
173767958014543287031955456*z^5*log(2)^20*log(16)^3 - 332037710583611940623351808*z^5*log(2)^19*log(16)^4 + 14
8977458263875157745467392*z^5*log(2)^18*log(16)^5 - 20511977438146408092794880*z^5*log(2)^17*log(16)^6 + 69165
2515470128330047488*z^5*log(2)^16*log(16)^7 + 80563133794146733522944*z^5*log(2)^15*log(16)^8 - 55219101971787
73536768*z^5*log(2)^14*log(16)^9 - 6011579824865280000*z^5*log(2)^13*log(16)^10 - 4834833576693796045496254464
*z^5*log(2)^20*log(16)^2 + 1639039986688718169031311360*z^5*log(2)^19*log(16)^3 - 294210902150481122842116096*
z^5*log(2)^18*log(16)^4 + 17247314316767045942771712*z^5*log(2)^17*log(16)^5 + 3144813717081002185064448*z^5*l
og(2)^16*log(16)^6 - 624065665283784896937984*z^5*log(2)^15*log(16)^7 + 29831953896608838451200*z^5*log(2)^14*
log(16)^8 + 654491516376767791104*z^5*log(2)^13*log(16)^9 - 30944607148494028800*z^5*log(2)^12*log(16)^10 + 86
072425483284032721518592*z^5*log(2)^19*log(16)^2 - 164834645243412636556591104*z^5*log(2)^18*log(16)^3 + 72226
701162125784766218240*z^5*log(2)^17*log(16)^4 - 14897200306538161146691584*z^5*log(2)^16*log(16)^5 + 136801803
8522216995356672*z^5*log(2)^15*log(16)^6 - 1731585822729393143808*z^5*log(2)^14*log(16)^7 - 822660231902926366
3104*z^5*log(2)^13*log(16)^8 + 359307241723590082560*z^5*log(2)^12*log(16)^9 + 2712499961727025152*z^5*log(2)^
11*log(16)^10 + 338022005655935368436908032*z^5*log(2)^18*log(16)^2 - 79903830537139185663344640*z^5*log(2)^17
*log(16)^3 + 6762438133884598200827904*z^5*log(2)^16*log(16)^4 + 928883349623182498725888*z^5*log(2)^15*log(16
)^5 - 296025383529340647505920*z^5*log(2)^14*log(16)^6 + 29448334755260836872192*z^5*log(2)^13*log(16)^7 - 790
337515166430658560*z^5*log(2)^12*log(16)^8 - 82188481831802834836783104*z^5*log(2)^17*log(16)^2 + 245970304488
74089258942464*z^5*log(2)^16*log(16)^3 - 4221503210974834021367808*z^5*log(2)^15*log(16)^4 + 39004307523369541
6713216*z^5*log(2)^14*log(16)^5 - 901736973729792*z^5*log(2)^8*log(16)^11 + 1371353440275512338415616*z^5*log(
2)^16*log(16)^2 - 2114798381067446381445120*z^5*log(2)^15*log(16)^3 + 3935221655932531510345728*z^5*log(2)^15*
log(16)^2 - 609817791879069696*z^5*log(2)^9*log(16)^6 + 12640384748614053593088*z^5*log(2)^12*log(16) - 102486
477643776*z^5*log(2)^6*log(16)^10 + 675340603702272*z^5*log(2)^4*log(16)^6 + 1935426638149234703990784*z^5*log
(2)^15*log(16) - 129301862829049152*z^5*log(2)^7*log(16)^6 - 130841307943333632*z^5*log(2)^6*log(16)^5 - 70596
231202064498688*z^5*log(2)^9*log(16) - 10254781155398980608*z^5*log(2)^9*log(16)^4 + 1775307279826944*z^5*log(
2)^7*log(16)^10 - 19565133833521556619264*z^5*log(2)^12*log(16)^3 + 15361803611147895570432*z^5*log(2)^12*log(
16)^5 + 582176931606012690432*z^5*log(2)^10*log(16) - 5689064437944680448*z^5*log(2)^10*log(16)^9 + 1320083250
374246400*z^5*log(2)^9*log(16)^9 - 857120247770112*z^5*log(2)^6*log(16)^9 + 13536456402609792*z^5*log(2)^6*log
(16)^8 + 171147630012916608*z^5*log(2)^6*log(16)^6 + 4656554956851072768*z^5*log(2)^8*log(16)^5 + 767302265968
1280*z^5*log(2)^5*log(16)^7 - 131518295028624015360*z^5*log(2)^10*log(16)^4 - 4155804174170962944*z^5*log(2)^8
*log(16)^6 + 35268071407377408*z^5*log(2)^7*log(16)^7 + 898320235977768960*z^5*log(2)^10*log(16)^10 - 83826641
54733191626752*z^5*log(2)^13*log(16)^6 + 230500278921683533824*z^5*log(2)^10*log(16)^6 - 175455421369719246028
8*z^5*log(2)^11*log(16)^3 + 41669577380045493633024*z^5*log(2)^13*log(16)^2 - 162310626821514240*z^5*log(2)^6*
log(16)^4 - 12395656625803084800*z^5*log(2)^8*log(16)^4 + 253013643926798598144*z^5*log(2)^11*log(16)^8 - 6226
69294769515776*z^5*log(2)^7*log(16)^5 + 7786920356610048*z^5*log(2)^8*log(16)^10 - 19619516593450368*z^5*log(2
)^5*log(16)^6 - 43093168277621116502016*z^5*log(2)^14*log(16) - 3032859585475364585472*z^5*log(2)^11*log(16) +
2788168234537866240*z^5*log(2)^7*log(16)^4 - 288880754165901950976*z^5*log(2)^11*log(16)^5 - 3219147036379054
08*z^5*log(2)^9*log(16)^8 - 74796561819500544*z^5*log(2)^8*log(16)^9 - 255933595856827986874793459712*z^5*log(
2)^26*log(16) + 31834200295758450669593296896*z^5*log(2)^25*log(16) + 125239246061200282049920892928*z^5*log(2
)^24*log(16) - 29851542121340579585307181056*z^5*log(2)^23*log(16) - 18785114623831078763778539520*z^5*log(2)^
22*log(16) + 7602603920495871859032588288*z^5*log(2)^21*log(16) + 305648191428734758485491712*z^5*log(2)^20*lo
g(16) - 681891513885606238098554880*z^5*log(2)^19*log(16) + 147550177208777713951703040*z^5*log(2)^18*log(16)
+ 6160885139430003292766208*z^5*log(2)^17*log(16) - 2342660045859301883904*z^5*log(2)^12*log(16)^7 + 685216279
974747612119040*z^5*log(2)^14*log(16)^4 + 215270574064865315389440*z^5*log(2)^13*log(16)^3 + 252757063028736*z
^5*log(2)^7*log(16)^8 + 44760377917440*z^5*log(2)^4*log(16)^8 + 7571604617396674560*z^5*log(2)^9*log(16)^3 - 8
6046899433608577024*z^5*log(2)^11*log(16)^7 - 70098962430530448*z^5*log(2)^6*log(16)^7 + 5859395460680122368*z
^5*log(2)^10*log(16)^7 - 1157754347564556091392*z^5*log(2)^11*log(16)^6 + 22721873868096768*z^5*log(2)^5*log(1
6)^5 + 47602069615411200*z^5*log(2)^6*log(16)^2 - 53205679798386425856*z^5*log(2)^11*log(16)^9 + 3009651464205
95576832*z^5*log(2)^10*log(16)^3 - 11229996732590850048*z^5*log(2)^9*log(16)^7 - 94938864072508827500544*z^5*l
og(2)^13*log(16)^5 + 21282102130948669440*z^5*log(2)^8*log(16)^2 + 5272688563140729765888*z^5*log(2)^12*log(16
)^6 - 1520012294627328*z^5*log(2)^5*log(16)^8 + 3632633678079959040*z^5*log(2)^8*log(16)^3 - 18486296849468620
80*z^5*log(2)^10*log(16)^8 - 7933678269235200*z^5*log(2)^5*log(16)^3 - 245059700908032*z^5*log(2)^4*log(16)^7
- 4135509774434304*z^5*log(2)^7*log(16)^9 + 217049146102702080*z^5*log(2)^6*log(16)^3 - 2174318142253801301606
4*z^5*log(2)^12*log(16)^4 - 25853210317173559394304*z^5*log(2)^13*log(16)^4 - 9942398732535984021307392*z^5*lo
g(2)^16*log(16) - 243337756076605440*z^5*log(2)^8*log(16)^8 + 50253881914968809472*z^5*log(2)^9*log(16)^5 - 44
467548605235534495744*z^5*log(2)^13*log(16) - 1902965762490163200*z^5*log(2)^7*log(16)^3 - 126938852307763200*
z^5*log(2)^7*log(16) - 146908610041685409792*z^5*log(2)^9*log(16)^2 + 2397449564669251584*z^5*log(2)^8*log(16)
^7 - 143172319341182976*z^5*log(2)^9*log(16)^10 + 4651891970212823040*z^5*log(2)^8*log(16) + 15087476151010817
998848*z^5*log(2)^12*log(16)^2 - 467205498843053064192*z^5*log(2)^10*log(16)^5 + 4618615152655326117888*z^5*lo
g(2)^11*log(16)^4 + 495854891827200*z^5*log(2)^4*log(16)^4 - 1597071284758609920*z^5*log(2)^7*log(16)^2 + 1730
7076362003491586048*z^5*log(2)^15 + 46493366016500922580992*z^5*log(2)^14 + 126938852307763200*z^5*log(2)^8 -
15355130027722896310272*z^5*log(2)^13 + 79179226025061777408*z^5*log(2)^10 - 1615958925781744767467520*z^5*log
(2)^16 - 4887713096726740992*z^5*log(2)^9 + 3903431027323806941184*z^5*log(2)^12 - 706071491755471798272*z^5*l
og(2)^11 + 192138679525460145588098039808*z^5*log(2)^27 - 1683433926179853995423563776*z^5*log(2)^26 - 9286045
5213066882926430388224*z^5*log(2)^25 + 14896068505356114238969479168*z^5*log(2)^24 + 1488111195760697494859887
4112*z^5*log(2)^23 - 5045551820213143300428791808*z^5*log(2)^22 - 418564135499955991820107776*z^5*log(2)^21 +
545538013521011448414732288*z^5*log(2)^20 - 110312939558252592840572928*z^5*log(2)^19 - 9856275317755459342958
592*z^5*log(2)^18 + 9121870740195240384135168*z^5*log(2)^17 - 84338177603476320*z^4*log(2)^7*log(16)^6 - 37547
329959936*z^4*log(2)^4*log(16)^4 + 3001772724452232192*z^4*log(2)^9*log(16) + 3788951833452478464*z^4*log(2)^1
1*log(16)^9 + 156536431681864032*z^4*log(2)^7*log(16)^5 - 3145952479150080*z^4*log(2)^10*log(16)^11 + 10835627
9848823558592*z^4*log(2)^10*log(16)^3 + 35179437762070272*z^4*log(2)^8*log(16)^8 + 871472418480447876*z^4*log(
2)^8*log(16)^6 + 638895745645299760103424*z^4*log(2)^16*log(16)^3 + 385309127264698944*z^4*log(2)^8*log(16)^3
- 8908461547601264640*z^4*log(2)^12*log(16)^9 + 20113683775488*z^4*log(2)^8*log(16)^11 - 37696138005381120*z^4
*log(2)^9*log(16)^9 + 10069107566310290571264*z^4*log(2)^13*log(16)^3 + 622783407379968*z^4*log(2)^5*log(16)^6
- 223643902056312547584*z^4*log(2)^11*log(16)^3 + 27289595710347213275136*z^4*log(2)^14*log(16)^4 - 126073172
312202785587200*z^4*log(2)^15*log(16) - 19354073461161984*z^4*log(2)^7*log(16) - 3525484036377266872123392*z^4
*log(2)^18*log(16) + 2360784422827949006342062080*z^4*log(2)^26*log(16)^2 - 833935240995920770781675520*z^4*lo
g(2)^25*log(16)^3 + 101793307374575982603141120*z^4*log(2)^24*log(16)^4 + 13453279628246652404367360*z^4*log(2
)^23*log(16)^5 - 4768672133950298463928320*z^4*log(2)^22*log(16)^6 + 352301106466475747573760*z^4*log(2)^21*lo
g(16)^7 - 606349006378503057312841728*z^4*log(2)^25*log(16)^2 + 661446377990529289059041280*z^4*log(2)^24*log(
16)^3 - 231673347692317261336412160*z^4*log(2)^23*log(16)^4 + 29748361462014336017891328*z^4*log(2)^22*log(16)
^5 + 967260898198874430111744*z^4*log(2)^21*log(16)^6 - 540901266394428544647168*z^4*log(2)^20*log(16)^7 + 330
28228731232101335040*z^4*log(2)^19*log(16)^8 - 894713450439723572741013504*z^4*log(2)^24*log(16)^2 + 302370321
632756208991469568*z^4*log(2)^23*log(16)^3 + 8444233561238982340116480*z^4*log(2)^22*log(16)^4 - 2372408914766
7262306516992*z^4*log(2)^21*log(16)^5 + 4136603708791374458388480*z^4*log(2)^20*log(16)^6 - 756423591362231418
22464*z^4*log(2)^19*log(16)^7 - 28143145223500723126272*z^4*log(2)^18*log(16)^8 + 1032132147851003166720*z^4*l
og(2)^17*log(16)^9 - 99389224410343498976329728*z^4*log(2)^23*log(16)^2 - 189746248219924226597978112*z^4*log(
2)^22*log(16)^3 + 83179369606214249311371264*z^4*log(2)^21*log(16)^4 - 8537308488715728309977088*z^4*log(2)^20
*log(16)^5 - 1278093992374041399263232*z^4*log(2)^19*log(16)^6 + 272342430878548730314752*z^4*log(2)^18*log(16
)^7 - 5721288383380976566272*z^4*log(2)^17*log(16)^8 - 795343232445349625856*z^4*log(2)^16*log(16)^9 + 1075137
6540114616320*z^4*log(2)^15*log(16)^10 + 269622067330630319521923072*z^4*log(2)^22*log(16)^2 - 819855981769804
90254286848*z^4*log(2)^21*log(16)^3 - 7401217130169283179970560*z^4*log(2)^20*log(16)^4 + 71745915316185614694
48192*z^4*log(2)^19*log(16)^5 - 910821186891115910922240*z^4*log(2)^18*log(16)^6 - 35129813983212173524992*z^4
*log(2)^17*log(16)^7 + 9988687942096609345536*z^4*log(2)^16*log(16)^8 - 48333903335893499904*z^4*log(2)^15*log
(16)^9 - 10547517188720295936*z^4*log(2)^14*log(16)^10 + 53769757762535700446576640*z^4*log(2)^21*log(16)^2 +
29796676027834611542261760*z^4*log(2)^20*log(16)^3 - 14139579939082151279984640*z^4*log(2)^19*log(16)^4 + 8996
54428086251915575296*z^4*log(2)^18*log(16)^5 + 344394104779185592467456*z^4*log(2)^17*log(16)^6 - 438509559441
41732708352*z^4*log(2)^16*log(16)^7 - 1060807817785264570368*z^4*log(2)^15*log(16)^8 + 182598664595039059968*z
^4*log(2)^14*log(16)^9 + 1796435389414637568*z^4*log(2)^13*log(16)^10 - 38042028579225600*z^4*log(2)^12*log(16
)^11 - 59101167662040109698514944*z^4*log(2)^20*log(16)^2 + 15529335800688945238376448*z^4*log(2)^19*log(16)^3
+ 1463945032400992016007168*z^4*log(2)^18*log(16)^4 - 1024326746989294918828032*z^4*log(2)^17*log(16)^5 + 793
11692238347223171072*z^4*log(2)^16*log(16)^6 + 10544050160345800507392*z^4*log(2)^15*log(16)^7 - 1093693460735
179358208*z^4*log(2)^14*log(16)^8 - 36018252148402814976*z^4*log(2)^13*log(16)^9 + 987987489060814848*z^4*log(
2)^12*log(16)^10 - 2582764822132765935796224*z^4*log(2)^19*log(16)^2 - 5055938798197774913372160*z^4*log(2)^18
*log(16)^3 + 1518644546959613274095616*z^4*log(2)^17*log(16)^4 + 7199270108738964078723072*z^4*log(2)^18*log(1
6)^2 + 38741596066864868622336*z^4*log(2)^14*log(16) - 15376494673595990016*z^4*log(2)^11*log(16)^8 - 98214492
4748022528*z^4*log(2)^8*log(16)^2 + 7709356818432*z^4*log(2)^4*log(16)^7 + 710262926263296*z^4*log(2)^5*log(16
)^4 + 70613314043904*z^4*log(2)^9*log(16)^11 + 3637003806572544*z^4*log(2)^6*log(16)^2 + 31919689853525088*z^4
*log(2)^7*log(16)^7 - 2828981493113548032*z^4*log(2)^9*log(16)^6 - 15148063534823577216*z^4*log(2)^9*log(16)^3
- 260669523377219328*z^4*log(2)^8*log(16)^7 - 984662895957664333824*z^4*log(2)^14*log(16)^6 - 865310992069726
530699264*z^4*log(2)^17*log(16)^2 + 656491216158720*z^4*log(2)^6*log(16) - 8813001725557056*z^4*log(2)^6*log(1
6)^3 + 27590261243904*z^4*log(2)^5*log(16)^8 - 268271887044657568896*z^4*log(2)^11*log(16)^2 - 302741260576234
02971136*z^4*log(2)^14*log(16)^3 - 25302593899951473024*z^4*log(2)^10*log(16)^2 - 474720027343773437952*z^4*lo
g(2)^12*log(16)^4 + 26933010691392*z^4*log(2)^6*log(16)^7 - 135790778802384027648*z^4*log(2)^11*log(16)^5 - 16
4122804039680*z^4*log(2)^5*log(16)^2 + 5107376730931200*z^4*log(2)^9*log(16)^10 - 2705010868224*z^4*log(2)^5*l
og(16)^3 - 11743547238410765008896*z^4*log(2)^14*log(16)^2 + 4645375632951552*z^4*log(2)^6*log(16)^4 + 2941177
0720220872704*z^4*log(2)^12*log(16)^8 + 3061202024632338036*z^4*log(2)^9*log(16)^4 - 1571575764252694248*z^4*l
og(2)^8*log(16)^5 - 1421706041582976*z^4*log(2)^6*log(16)^6 + 101969898457089024*z^4*log(2)^8*log(16) + 165740
0898631680*z^4*log(2)^8*log(16)^9 - 257972305316433887232*z^4*log(2)^12*log(16)^6 + 39540713154674688*z^4*log(
2)^10*log(16)^10 + 731978239587100360704*z^4*log(2)^12*log(16)^5 + 75931582464*z^4*log(2)^4*log(16)^9 + 121478
5005255873108*z^4*log(2)^8*log(16)^4 - 24397741997835310596096*z^4*log(2)^16*log(16) - 2760656993478005501952*
z^4*log(2)^13*log(16) + 307971779476182750720*z^4*log(2)^11*log(16)^4 + 13397694103780595712*z^4*log(2)^10*log
(16)^5 - 67916443185884398320*z^4*log(2)^10*log(16)^4 - 2588358426624*z^4*log(2)^7*log(16)^10 - 17518536187592
04864*z^4*log(2)^12*log(16)^7 - 77586378584691981680640*z^4*log(2)^15*log(16)^4 - 7472137721589504*z^4*log(2)^
7*log(16)^8 - 2939124160482720549269667840*z^4*log(2)^27*log(16) - 431365599395395869779951616*z^4*log(2)^26*l
og(16) + 682569035582608763403632640*z^4*log(2)^25*log(16) + 771606416403795641471336448*z^4*log(2)^24*log(16)
- 160185128798823414648274944*z^4*log(2)^23*log(16) - 223815816415430039323017216*z^4*log(2)^22*log(16) + 359
68450970925413418663936*z^4*log(2)^21*log(16) + 34182363900727098026754048*z^4*log(2)^20*log(16) - 71199622613
16079938699264*z^4*log(2)^19*log(16) + 2653333254036887961600*z^4*log(2)^14*log(16)^7 - 8972697913726272012288
*z^4*log(2)^14*log(16)^5 - 2036080217709895680*z^4*log(2)^10*log(16)^7 - 33045385153414906773504*z^4*log(2)^15
*log(16)^3 + 6495045604335157248*z^4*log(2)^11*log(16)^6 + 1507257514576103595835392*z^4*log(2)^17*log(16) - 1
004348561872486662144*z^4*log(2)^13*log(16)^7 + 194860940004864*z^4*log(2)^6*log(16)^8 + 1017012884891369472*z
^4*log(2)^10*log(16)^8 - 1286696337408*z^4*log(2)^5*log(16)^9 - 400585642590304494157824*z^4*log(2)^16*log(16)
^2 - 1196484399200056836096*z^4*log(2)^12*log(16)^3 - 260246007268659230146560*z^4*log(2)^16*log(16)^4 + 10680
885945904896*z^4*log(2)^7*log(16)^2 - 1313236633526941473792*z^4*log(2)^12*log(16) - 2330788863068539453440*z^
4*log(2)^13*log(16)^5 + 17175271421509632*z^4*log(2)^11*log(16)^11 - 8939977413732952178688*z^4*log(2)^16*log(
16)^5 - 41196452589710843314176*z^4*log(2)^15*log(16)^6 - 408425793991999488*z^4*log(2)^11*log(16)^10 + 217229
9798674245943296*z^4*log(2)^13*log(16)^6 + 149596061565423642476544*z^4*log(2)^15*log(16)^2 - 24418995941376*z
^4*log(2)^4*log(16)^6 + 42015459124224*z^4*log(2)^4*log(16)^5 - 867224684003328*z^4*log(2)^8*log(16)^10 + 1023
9528852632072448*z^4*log(2)^9*log(16)^2 + 26404392849584947200*z^4*log(2)^11*log(16)^7 + 1735900687785397248*z
^4*log(2)^10*log(16)^6 - 191703466340352*z^4*log(2)^5*log(16)^7 + 4324537477686111264*z^4*log(2)^9*log(16)^5 -
282170879233228800*z^4*log(2)^10*log(16)^9 + 778786766899200*z^4*log(2)^7*log(16)^9 - 1234461523968*z^4*log(2
)^4*log(16)^8 + 106511883573377088*z^4*log(2)^7*log(16)^3 - 2514942940770724478976*z^4*log(2)^13*log(16)^4 + 1
3676900336640*z^4*log(2)^4*log(16)^3 + 268791140131931160576*z^4*log(2)^13*log(16)^8 - 189591179561554464*z^4*
log(2)^7*log(16)^4 + 39540776168890368*z^4*log(2)^9*log(16)^8 + 432569494020119924736*z^4*log(2)^11*log(16) +
1779542949888*z^4*log(2)^6*log(16)^10 + 1219132132403328*z^4*log(2)^6*log(16)^5 - 44780661706752*z^4*log(2)^6*
log(16)^9 + 568655333443040256*z^4*log(2)^9*log(16)^7 - 1012788741376512*z^4*log(2)^5*log(16)^5 - 125307495652
5956908449792*z^4*log(2)^17*log(16)^3 - 57483640025121051648*z^4*log(2)^10*log(16) + 2381557000119655758336*z^
4*log(2)^12*log(16)^2 - 6429898661448514093056*z^4*log(2)^13*log(16)^2 + 81991004329188576460800*z^4*log(2)^15
*log(16)^5 + 289406007215446988685312*z^4*log(2)^16 - 51713267777343726944256*z^4*log(2)^15 - 875321621544960*
z^4*log(2)^7 - 1535978632011881901981696*z^4*log(2)^18 + 29009470104797184*z^4*log(2)^8 + 83149457953095717664
84992*z^4*log(2)^19 - 3895747549458193870848*z^4*log(2)^14 - 239592797793792000*z^4*log(2)^9 - 818193595631000
509440*z^4*log(2)^12 - 460389950293472169689088*z^4*log(2)^17 + 3779300525433496925184*z^4*log(2)^13 - 3161632
934026874880*z^4*log(2)^10 + 1280936005520287677158522880*z^4*log(2)^28 + 676220891827997332815740928*z^4*log(
2)^27 + 234799512222342048317964288*z^4*log(2)^26 - 558967134058064751737438208*z^4*log(2)^25 - 20280230484863
0857353658368*z^4*log(2)^24 + 154191832350236836311859200*z^4*log(2)^23 + 64403883906833690828734464*z^4*log(2
)^22 - 41013880590133546633396224*z^4*log(2)^21 - 6321598401540173554778112*z^4*log(2)^20 + 860520340388657111
04*z^4*log(2)^11 + 3024395698176*z^3*log(2)^7*log(16)^9 - 6675707002355712*z^3*log(2)^11*log(16)^10 - 53034932
404224*z^3*log(2)^5*log(16)^4 - 6515056884969935732736*z^3*log(2)^17*log(16)^5 + 391378894848*z^3*log(2)^10*lo
g(16)^12 - 118787807965905866981376*z^3*log(2)^19*log(16)^2 - 1184597979871768704*z^3*log(2)^10*log(16)^4 - 11
17145530368*z^3*log(2)^5*log(16)^8 + 945743622930432*z^3*log(2)^6*log(16)^4 + 1211579596800*z^3*log(2)^4*log(1
6)^4 + 32762387644416*z^3*log(2)^5*log(16)^3 - 1955558597926450102272*z^3*log(2)^16*log(16)^5 + 31964036648140
8*z^3*log(2)^11*log(16)^11 + 17690684437536768*z^3*log(2)^8*log(16) - 5829741037388619648*z^3*log(2)^11*log(16
)^3 + 2059144232643330048*z^3*log(2)^14*log(16)^9 + 7045807186511047950336*z^3*log(2)^17*log(16) - 49298942031
6672*z^3*log(2)^6*log(16)^3 - 49327882371072*z^3*log(2)^10*log(16)^11 + 415379342592000*z^3*log(2)^6*log(16)^6
- 11048481388744704*z^3*log(2)^10*log(16)^9 - 57496328060317728768*z^3*log(2)^14*log(16)^6 + 88692727873536*z
^3*log(2)^6*log(16) - 1729894154058315904057344*z^3*log(2)^26*log(16)^2 - 422699069998522127351808*z^3*log(2)^
25*log(16)^3 + 484559938019330956984320*z^3*log(2)^24*log(16)^4 - 106519138386566971392000*z^3*log(2)^23*log(1
6)^5 - 1996625858798435696640*z^3*log(2)^22*log(16)^6 + 3233877266427795210240*z^3*log(2)^21*log(16)^7 - 29137
7266391336878080*z^3*log(2)^20*log(16)^8 + 5753043215939869939335168*z^3*log(2)^25*log(16)^2 - 201767530515439
6695822336*z^3*log(2)^24*log(16)^3 - 26256238029149124427776*z^3*log(2)^23*log(16)^4 + 17179558027486995205324
8*z^3*log(2)^22*log(16)^5 - 33509183616562715688960*z^3*log(2)^21*log(16)^6 + 351402579231070224384*z^3*log(2)
^20*log(16)^7 + 420804175388756410368*z^3*log(2)^19*log(16)^8 - 27316618724187832320*z^3*log(2)^18*log(16)^9 -
685461416868868062707712*z^3*log(2)^24*log(16)^2 + 1749196552787828272005120*z^3*log(2)^23*log(16)^3 - 688319
450520887048011776*z^3*log(2)^22*log(16)^4 + 57660066999590914621440*z^3*log(2)^21*log(16)^5 + 198956224953553
75976448*z^3*log(2)^20*log(16)^6 - 4160439303960583471104*z^3*log(2)^19*log(16)^7 + 90237999011994796032*z^3*l
og(2)^18*log(16)^8 + 23916469175244029952*z^3*log(2)^17*log(16)^9 - 853644335130869760*z^3*log(2)^16*log(16)^1
0 - 2905663632309750564126720*z^3*log(2)^23*log(16)^2 + 770320334764212838465536*z^3*log(2)^22*log(16)^3 + 183
392532274083841179648*z^3*log(2)^21*log(16)^4 - 112317799097530312556544*z^3*log(2)^20*log(16)^5 + 12131527089
153650982912*z^3*log(2)^19*log(16)^6 + 1258561218684024520704*z^3*log(2)^18*log(16)^7 - 253973439372129730560*
z^3*log(2)^17*log(16)^8 + 2729092107586240512*z^3*log(2)^16*log(16)^9 + 656714999367991296*z^3*log(2)^15*log(1
6)^10 - 8892128490946560*z^3*log(2)^14*log(16)^11 + 390413454899544726700032*z^3*log(2)^22*log(16)^2 - 7832795
56261626985316352*z^3*log(2)^21*log(16)^3 + 223567489436036169203712*z^3*log(2)^20*log(16)^4 + 422551579108538
3712768*z^3*log(2)^19*log(16)^5 - 9639662775697944870912*z^3*log(2)^18*log(16)^6 + 924232118964137754624*z^3*l
og(2)^17*log(16)^7 + 57378714821836406784*z^3*log(2)^16*log(16)^8 - 7697041033242083328*z^3*log(2)^15*log(16)^
9 + 846496101317067222810624*z^3*log(2)^21*log(16)^2 - 88086564436206409482240*z^3*log(2)^20*log(16)^3 - 90963
965512844568428544*z^3*log(2)^19*log(16)^4 + 26313150831923055034368*z^3*log(2)^18*log(16)^5 - 389726365825351
286784*z^3*log(2)^17*log(16)^6 - 201982726066210407972864*z^3*log(2)^20*log(16)^2 + 174653569735051305811968*z
^3*log(2)^19*log(16)^3 + 353640550510828224*z^3*log(2)^9*log(16)^2 - 73830374387712*z^3*log(2)^9*log(16)^10 +
985042015898112*z^3*log(2)^9*log(16)^9 - 57109099227803136*z^3*log(2)^10*log(16) - 150079537152*z^3*log(2)^4*l
og(16)^7 - 81023063121985536*z^3*log(2)^13*log(16)^10 - 97907906679129792*z^3*log(2)^9*log(16)^6 - 43291079561
496960*z^3*log(2)^8*log(16)^2 + 427261668695130415104*z^3*log(2)^14*log(16)^4 - 18289604302425209664*z^3*log(2
)^12*log(16)^4 - 190512327789115200*z^3*log(2)^10*log(16)^7 + 32361543068811264*z^3*log(2)^12*log(16)^10 + 317
1724348581554946048*z^3*log(2)^17*log(16)^2 - 7006452667249536*z^3*log(2)^8*log(16)^7 + 2662741510553560154112
00*z^3*log(2)^20*log(16) - 1990944438091776*z^3*log(2)^12*log(16)^11 - 7688747626920161280*z^3*log(2)^12*log(1
6)^6 - 833618213425152*z^3*log(2)^6*log(16)^5 - 6184157331456*z^3*log(2)^5*log(16)^2 - 485970843090864282624*z
^3*log(2)^14*log(16)^3 + 25140658176*z^3*log(2)^4*log(16)^8 + 19366127611431704064*z^3*log(2)^12*log(16)^5 - 4
105129063560192*z^3*log(2)^7*log(16)^6 + 3407431873058247168*z^3*log(2)^11*log(16) + 253357701920589312*z^3*lo
g(2)^11*log(16)^6 - 3516641132544*z^3*log(2)^8*log(16)^10 + 2604106435820544*z^3*log(2)^7*log(16)^2 + 10759535
19740181381120*z^3*log(2)^15*log(16)^2 + 30204630985793863680*z^3*log(2)^15*log(16)^8 - 1587108474859290624*z^
3*log(2)^15*log(16)^7 + 1411278860494761836544*z^3*log(2)^16*log(16) - 37456183296*z^3*log(2)^6*log(16)^10 + 1
8402702999552*z^3*log(2)^6*log(16)^8 + 1005210086178816*z^3*log(2)^10*log(16)^10 + 40294167895946428416*z^3*lo
g(2)^13*log(16)^6 + 25106266550545680960*z^3*log(2)^12*log(16)^2 - 5657073991036991668224*z^3*log(2)^16*log(16
)^2 - 117552336634835435520*z^3*log(2)^14*log(16)^5 + 63333917178200064*z^3*log(2)^11*log(16)^9 + 132337636094
46528*z^3*log(2)^8*log(16)^3 - 3563082902974362624*z^3*log(2)^11*log(16)^5 - 351851779705930776576*z^3*log(2)^
15*log(16)^6 - 215961687385178112*z^3*log(2)^12*log(16)^9 - 22551418552320*z^3*log(2)^5*log(16)^6 - 1734578520
440832*z^3*log(2)^7*log(16) - 8167634720940096*z^3*log(2)^9*log(16)^8 + 7000774893942369984*z^3*log(2)^11*log(
16)^4 + 176802535197322988544*z^3*log(2)^14*log(16)^2 + 4162802948137739674976256*z^3*log(2)^27*log(16) - 5591
315062210917379866624*z^3*log(2)^26*log(16) - 2719843628733529099075584*z^3*log(2)^25*log(16) + 25268063265461
07098726400*z^3*log(2)^24*log(16) + 1640369439412613069930496*z^3*log(2)^23*log(16) - 108101384942945794051276
8*z^3*log(2)^22*log(16) - 284621627556534996172800*z^3*log(2)^21*log(16) - 999118209024*z^3*log(2)^6*log(16)^9
- 24179703199940273504256*z^3*log(2)^18*log(16)^4 - 18522557908992*z^3*log(2)^6*log(16)^2 + 11153174958604592
08704*z^3*log(2)^15*log(16)^5 - 293868944955113472*z^3*log(2)^11*log(16)^8 + 189017501781196800*z^3*log(2)^13*
log(16)^9 + 6737091231744*z^3*log(2)^5*log(16)^7 + 63415555480180224*z^3*log(2)^10*log(16)^8 + 126288661918180
525056*z^3*log(2)^13*log(16)^3 + 168236431312530240*z^3*log(2)^10*log(16)^5 + 36506279534946048*z^3*log(2)^8*l
og(16)^4 - 44205975854530633728*z^3*log(2)^13*log(16)^5 - 1361519543625074343936*z^3*log(2)^15*log(16)^4 + 960
101351424*z^3*log(2)^7*log(16)^10 + 79498838016*z^3*log(2)^5*log(16)^9 - 298658163783693888*z^3*log(2)^9*log(1
6)^3 - 54321825089323008*z^3*log(2)^14*log(16)^10 + 6924275407650816*z^3*log(2)^13*log(16)^11 + 17903640458759
774404608*z^3*log(2)^17*log(16)^4 - 19940131440661860864*z^3*log(2)^12*log(16) + 23130999421086528*z^3*log(2)^
9*log(16)^4 - 1897716252672*z^3*log(2)^5*log(16) + 965557918533888*z^3*log(2)^8*log(16)^8 - 319810830336*z^3*l
og(2)^8*log(16)^11 + 5919658740957769629696*z^3*log(2)^16*log(16)^3 + 122907229911607680*z^3*log(2)^9*log(16)^
5 - 1146160155568493297664*z^3*log(2)^16*log(16)^4 - 25354233926377408512*z^3*log(2)^13*log(16)^4 - 1460060291
420224704*z^3*log(2)^10*log(16)^2 - 1811939328*z^3*log(2)^4*log(16)^9 + 37706378695812288*z^3*log(2)^9*log(16)
^7 + 624497936051994624*z^3*log(2)^12*log(16)^7 + 2698233318512640*z^3*log(2)^7*log(16)^3 - 1002422697984*z^3*
log(2)^4*log(16)^5 - 151785837232128*z^3*log(2)^7*log(16)^8 + 53369034601207431168*z^3*log(2)^14*log(16)^7 - 9
69287210042882383872*z^3*log(2)^15*log(16) + 24580095114533760*z^3*log(2)^8*log(16)^6 + 499716587520*z^3*log(2
)^4*log(16)^6 + 709169616804062016*z^3*log(2)^11*log(16)^2 - 18298973048110300790784*z^3*log(2)^17*log(16)^3 +
131855527794448899072*z^3*log(2)^14*log(16) + 1912282238033068032*z^3*log(2)^13*log(16)^8 + 8214439814019072*
z^3*log(2)^7*log(16)^5 - 130186767805207041024*z^3*log(2)^13*log(16)^2 + 583987168376211456*z^3*log(2)^11*log(
16)^7 - 18120970968059149811712*z^3*log(2)^18*log(16)^3 - 27965792692224*z^3*log(2)^8*log(16)^9 - 572881299195
6604224*z^3*log(2)^12*log(16)^3 + 50926675856566184312832*z^3*log(2)^18*log(16)^2 - 45684082289468160*z^3*log(
2)^8*log(16)^5 - 120036932536320*z^3*log(2)^6*log(16)^7 - 8154243389629038329856*z^3*log(2)^19*log(16) + 45038
136803328*z^3*log(2)^5*log(16)^5 + 248459538431661120*z^3*log(2)^10*log(16)^6 + 1134336317349888*z^3*log(2)^7*
log(16)^7 - 14496145139165036544*z^3*log(2)^13*log(16)^7 - 502250688122883932160*z^3*log(2)^16*log(16)^7 - 817
072275456*z^3*log(2)^4*log(16)^3 - 30742512127194590871552*z^3*log(2)^18*log(16) + 237214531584*z^3*log(2)^4*l
og(16)^2 - 8583381440833536*z^3*log(2)^7*log(16)^4 - 86016004088804352*z^3*log(2)^9*log(16) + 1464009485748473
36448*z^3*log(2)^15*log(16)^3 - 15984018683345240064*z^3*log(2)^14*log(16)^8 + 1992332731362588288*z^3*log(2)^
10*log(16)^3 + 5395386433536*z^3*log(2)^9*log(16)^11 + 562590534280937472*z^3*log(2)^12*log(16)^8 + 3891050126
5660614144*z^3*log(2)^13*log(16) + 1625475968626424020992*z^3*log(2)^16*log(16)^6 - 402934424930947104768*z^3*
log(2)^16 - 127330679560577522688*z^3*log(2)^14 + 9274743813973349376*z^3*log(2)^12 - 66273694284791808*z^3*lo
g(2)^9 + 6362753771360072761344*z^3*log(2)^18 + 3795432505344*z^3*log(2)^6 - 41283088009540474503168*z^3*log(2
)^20 + 4827717822283776*z^3*log(2)^8 + 483771582408025202688*z^3*log(2)^15 - 203531768561664*z^3*log(2)^7 + 57
3758098255079424*z^3*log(2)^10 + 618463484713055232*z^3*log(2)^13 + 9244255930442594648064*z^3*log(2)^19 - 260
1876358108584836333568*z^3*log(2)^28 + 1330012553557467885207552*z^3*log(2)^27 + 2447930910924488249966592*z^3
*log(2)^26 + 114496339636730380419072*z^3*log(2)^25 - 1611687492765591413981184*z^3*log(2)^24 + 15898755223656
2213240832*z^3*log(2)^23 + 384555623338319592554496*z^3*log(2)^22 - 80306247101444391960576*z^3*log(2)^21 - 31
30973069338874880*z^3*log(2)^11 - 2473269322933584396288*z^3*log(2)^17 + 51823851031296*z^2*log(2)^10*log(16)^
8 + 107184525989179392*z^2*log(2)^14*log(16)^4 + 254129799168*z^2*log(2)^11*log(16)^11 - 679477248*z^2*log(2)^
8*log(16)^11 - 2205879069286858752*z^2*log(2)^19*log(16) + 15599558086284672*z^2*log(2)^13*log(16)^3 - 3647034
574848*z^2*log(2)^9*log(16)^5 - 752181313536*z^2*log(2)^12*log(16)^12 - 609553663200300367872*z^2*log(2)^22*lo
g(16) + 107576554097664*z^2*log(2)^11*log(16)^9 - 3362592458639572992*z^2*log(2)^18*log(16) - 190666942709760*
z^2*log(2)^13*log(16)^9 + 1231672445043984*z^2*log(2)^14*log(16)^2 + 5237545478504256*z^2*log(2)^12*log(16)^5
- 59627343691008*z^2*log(2)^11*log(16)^6 + 46403067932928*z^2*log(2)^10*log(16)^5 + 942090369191903232*z^2*log
(2)^17*log(16)^6 + 8748269568*z^2*log(2)^8*log(16)^10 + 148291646879327846400*z^2*log(2)^21*log(16) - 97942568
435712*z^2*log(2)^13*log(16)^10 - 5327152240618635264*z^2*log(2)^18*log(16)^4 + 604061468850960*z^2*log(2)^12*
log(16)^2 + 8796948706137200394240*z^2*log(2)^26*log(16)^2 - 4454105067465694248960*z^2*log(2)^25*log(16)^3 +
1340951011174215843840*z^2*log(2)^24*log(16)^4 - 202516319931224555520*z^2*log(2)^23*log(16)^5 - 6063234881138
196480*z^2*log(2)^22*log(16)^6 + 7751820858611466240*z^2*log(2)^21*log(16)^7 - 1100787061264220160*z^2*log(2)^
20*log(16)^8 + 48092638598922240*z^2*log(2)^19*log(16)^9 + 680860665590335930368*z^2*log(2)^25*log(16)^2 + 145
1522755906718662656*z^2*log(2)^24*log(16)^3 - 1229356140085741879296*z^2*log(2)^23*log(16)^4 + 437829681936309
682176*z^2*log(2)^22*log(16)^5 - 69668777483235753984*z^2*log(2)^21*log(16)^6 + 1450883658176004096*z^2*log(2)
^20*log(16)^7 + 937405680690659328*z^2*log(2)^19*log(16)^8 - 109811524800872448*z^2*log(2)^18*log(16)^9 + 4508
684868648960*z^2*log(2)^17*log(16)^10 - 3965446097673299951616*z^2*log(2)^24*log(16)^2 + 225908917775419362508
8*z^2*log(2)^23*log(16)^3 - 484529771466467573760*z^2*log(2)^22*log(16)^4 - 58830522482096603136*z^2*log(2)^21
*log(16)^5 + 47416820134777454592*z^2*log(2)^20*log(16)^6 - 7956108813382189056*z^2*log(2)^19*log(16)^7 + 3281
48764273410048*z^2*log(2)^18*log(16)^8 + 39617980929146880*z^2*log(2)^17*log(16)^9 - 4408491871567872*z^2*log(
2)^16*log(16)^10 + 140896402145280*z^2*log(2)^15*log(16)^11 - 1236642419749693685760*z^2*log(2)^23*log(16)^2 -
274083860468421623808*z^2*log(2)^22*log(16)^3 + 410448007342489337856*z^2*log(2)^21*log(16)^4 - 1285489824719
75239680*z^2*log(2)^20*log(16)^5 + 9423999537028005888*z^2*log(2)^19*log(16)^6 + 2475319828848574464*z^2*log(2
)^18*log(16)^7 + 1084221175131405287424*z^2*log(2)^22*log(16)^2 - 660533296388728946688*z^2*log(2)^21*log(16)^
3 + 30685496925487104*z^2*log(2)^15*log(16)^8 - 60419892005664768*z^2*log(2)^17*log(16) - 515240165376*z^2*log
(2)^9*log(16)^3 - 11710277001668736*z^2*log(2)^13*log(16) + 1764489941987328*z^2*log(2)^12*log(16) - 881026250
246258688*z^2*log(2)^16*log(16)^4 + 50242810551533568*z^2*log(2)^14*log(16)^7 - 46852079616*z^2*log(2)^8*log(1
6)^9 + 128421199872*z^2*log(2)^11*log(16)^12 + 717565356827099136*z^2*log(2)^15*log(16)^5 - 566881797950816256
*z^2*log(2)^15*log(16)^4 - 188514791424*z^2*log(2)^8*log(16)^7 - 17162221213440*z^2*log(2)^10*log(16)^9 - 2879
68452894720*z^2*log(2)^12*log(16)^9 + 27057760763904*z^2*log(2)^10*log(16)^2 + 737140405174272*z^2*log(2)^15*l
og(16)^10 - 1084111863067312128*z^2*log(2)^16*log(16)^5 + 35102182394880*z^2*log(2)^10*log(16)^6 + 33641659021
8498048*z^2*log(2)^16*log(16) - 550234062194197248*z^2*log(2)^16*log(16)^2 + 6300082685952*z^2*log(2)^9*log(16
)^7 + 214077702708864*z^2*log(2)^11*log(16)^4 + 27087481911043584*z^2*log(2)^13*log(16)^6 + 43827642524102400*
z^2*log(2)^14*log(16) + 2765281794048*z^2*log(2)^10*log(16)^10 + 20639121408*z^2*log(2)^9*log(16)^11 + 1199532
91371264*z^2*log(2)^12*log(16)^7 - 189870147610469203968*z^2*log(2)^20*log(16)^2 - 326356460760960*z^2*log(2)^
11*log(16)^8 + 4269861568512*z^2*log(2)^10*log(16) + 630246776555520*z^2*log(2)^12*log(16)^8 + 174139742684405
1456*z^2*log(2)^16*log(16)^3 - 645598789641437184*z^2*log(2)^16*log(16)^7 - 121541476061778048*z^2*log(2)^15*l
og(16) - 3065424943104*z^2*log(2)^9*log(16)^6 - 14071187840679936*z^2*log(2)^13*log(16)^7 + 1467670855680*z^2*
log(2)^13*log(16)^12 - 3109902989151600*z^2*log(2)^12*log(16)^6 - 127620956160*z^2*log(2)^10*log(16)^11 + 8895
5449344*z^2*log(2)^8*log(16)^3 - 17622647815236747264*z^2*log(2)^19*log(16)^2 - 38838541868236800*z^2*log(2)^1
4*log(16)^6 - 38108620752099840*z^2*log(2)^14*log(16)^5 - 27422052947712*z^2*log(2)^10*log(16)^3 + 96554630158
221312*z^2*log(2)^16*log(16)^8 + 226476561530880*z^2*log(2)^14*log(16)^10 + 173832202876195584*z^2*log(2)^15*l
og(16)^3 - 15838442790912*z^2*log(2)^11*log(16)^10 - 7002979294657904640*z^2*log(2)^17*log(16)^5 + 14448391559
79780096*z^2*log(2)^16*log(16)^6 - 11826040582176768*z^2*log(2)^15*log(16)^9 + 11114270123671683072*z^2*log(2)
^17*log(16)^4 + 449840413009152*z^2*log(2)^11*log(16)^7 - 217446653952*z^2*log(2)^8*log(16)^4 - 97326390827178
31495680*z^2*log(2)^27*log(16) - 4298977452401010671616*z^2*log(2)^26*log(16) + 2971287184776470986752*z^2*log
(2)^25*log(16) + 3055733316073644097536*z^2*log(2)^24*log(16) - 763199067422441078784*z^2*log(2)^23*log(16) +
14588735278546944*z^2*log(2)^16*log(16)^9 + 286466674579055050752*z^2*log(2)^21*log(16)^2 + 4907535040512*z^2*
log(2)^9*log(16)^4 - 1611233865551520*z^2*log(2)^12*log(16)^4 - 77866104183552*z^2*log(2)^10*log(16)^7 - 37771
7237817016320*z^2*log(2)^15*log(16)^6 + 1772325124897824*z^2*log(2)^13*log(16)^4 - 99170536438873718784*z^2*lo
g(2)^19*log(16)^4 + 89270532496838098944*z^2*log(2)^19*log(16)^3 + 9670320193536*z^2*log(2)^13*log(16)^11 - 13
6064214761472*z^2*log(2)^11*log(16) - 1067465392128*z^2*log(2)^9*log(16)^2 - 4254325991424*z^2*log(2)^9*log(16
)^8 + 88963729874510413824*z^2*log(2)^20*log(16)^3 + 25862800679224704*z^2*log(2)^15*log(16)^2 + 9765532795913
28*z^2*log(2)^13*log(16)^2 + 131113893888*z^2*log(2)^8*log(16)^8 - 94102241749330752*z^2*log(2)^14*log(16)^3 -
25628282500026240*z^2*log(2)^13*log(16)^5 + 20620508126263640064*z^2*log(2)^18*log(16)^5 - 450178442386735104
*z^2*log(2)^17*log(16)^8 - 88190710972416*z^2*log(2)^14*log(16)^11 + 126389930361775718400*z^2*log(2)^20*log(1
6)^4 + 971544531038109696*z^2*log(2)^17*log(16)^7 - 21719467066392576*z^2*log(2)^14*log(16)^8 + 1032847884288*
z^2*log(2)^12*log(16)^11 - 10606215168*z^2*log(2)^10*log(16)^12 - 41787745392384*z^2*log(2)^10*log(16)^4 + 335
6488844181504*z^2*log(2)^14*log(16)^9 - 6977354397864099840*z^2*log(2)^17*log(16)^3 + 147940245504*z^2*log(2)^
8*log(16)^5 + 32483947482703724544*z^2*log(2)^20*log(16) - 236740485639168*z^2*log(2)^11*log(16)^2 - 125717519
45972219904*z^2*log(2)^18*log(16)^6 - 498518720128512*z^2*log(2)^11*log(16)^5 - 15235721001943695360*z^2*log(2
)^18*log(16)^3 + 453369892338432*z^2*log(2)^11*log(16)^3 + 3625465213255680*z^2*log(2)^13*log(16)^8 - 32119305
7797660672*z^2*log(2)^17*log(16)^2 - 2950017097048128*z^2*log(2)^12*log(16)^3 + 45334929014784*z^2*log(2)^12*l
og(16)^10 + 16588129336187682816*z^2*log(2)^18*log(16)^2 + 47927957945057280*z^2*log(2)^15*log(16)^7 + 7843383
7056*z^2*log(2)^8*log(16)^6 - 271695347712*z^2*log(2)^9*log(16)^10 + 26934548471947984896*z^2*log(2)^19*log(16
)^5 + 1487122219008*z^2*log(2)^9*log(16)^9 + 4544164218667401216*z^2*log(2)^19 - 1703077771003932672*z^2*log(2
)^18 - 5693148758016*z^2*log(2)^11 - 2922920390836224*z^2*log(2)^13 + 22271412623913216*z^2*log(2)^14 - 121052
64788523712512*z^2*log(2)^22 - 29024480644942528512*z^2*log(2)^21 + 135454692631064832*z^2*log(2)^16 + 1999744
00819200*z^2*log(2)^12 - 88810354905933312*z^2*log(2)^15 - 2145643710136713216*z^2*log(2)^20 + 469851541924309
1066880*z^2*log(2)^28 + 3999209979903882559488*z^2*log(2)^27 - 463547487608408899584*z^2*log(2)^26 - 224128902
3483430305792*z^2*log(2)^25 + 125601701790914445312*z^2*log(2)^24 + 357340032241143644160*z^2*log(2)^23 + 2571
95848687884288*z^2*log(2)^17 + 158855462349963264*z*log(2)^22*log(16)^2 + 1802393954823168*z*log(2)^18*log(16)
^2 - 97916286829824*z*log(2)^17*log(16) + 12662203092516864*z*log(2)^20*log(16) - 821118377521152*z*log(2)^18*
log(16)^3 - 2295746002944*z*log(2)^15*log(16)^9 - 25362587225161728*z*log(2)^20*log(16)^2 + 810995052183552*z*
log(2)^19*log(16)^7 - 137014445346914304*z*log(2)^22*log(16)^3 - 26098358135040*z*log(2)^14*log(16)^6 - 906288
933141504*z*log(2)^18*log(16) + 24950630925729792*z*log(2)^21*log(16)^2 - 6115295232*z*log(2)^14*log(16)^12 +
156349564416*z*log(2)^12*log(16)^4 + 638976872335104*z*log(2)^17*log(16)^2 + 10863730627706880*z*log(2)^19*log
(16)^5 - 48922361856*z*log(2)^15*log(16)^11 - 12289425149952*z*log(2)^14*log(16)^4 + 1904085052784640*z*log(2)
^17*log(16)^4 - 18596420352*z*log(2)^13*log(16)^7 + 516770210304*z*log(2)^12*log(16)^6 - 9876639744*z*log(2)^1
2*log(16)^11 - 20088820334592*z*log(2)^16*log(16)^9 + 1186430976*z*log(2)^12*log(16)^12 + 48375949824*z*log(2)
^12*log(16)^10 + 1963902445056*z*log(2)^13*log(16)^4 + 3402698784768*z*log(2)^15*log(16)^8 - 12217823297903001
6*z*log(2)^23*log(16) - 782757789696*z*log(2)^17*log(16)^10 + 220010632704*z*log(2)^13*log(16)^2 - 87331037113
221120*z*log(2)^22*log(16) - 69581389824*z*log(2)^13*log(16)^10 - 2365054664048640*z*log(2)^18*log(16)^6 + 312
3283230720*z*log(2)^14*log(16)^9 - 941437387008*z*log(2)^13*log(16)^3 + 62352192819953664*z*log(2)^21*log(16)^
4 - 764411904*z*log(2)^13*log(16)^12 - 40631130056448*z*log(2)^16*log(16)^3 + 663753360384*z*log(2)^15*log(16)
+ 546148712448*z*log(2)^15*log(16)^10 - 4342427355709440*z*log(2)^20*log(16)^4 + 1525235788800*z*log(2)^14*lo
g(16)^3 - 2130811543296*z*log(2)^13*log(16)^5 - 208211387904*z*log(2)^14*log(16) - 1402994358484992*z*log(2)^1
7*log(16)^5 + 223611199488*z*log(2)^13*log(16)^9 - 17036408911822848*z*log(2)^19*log(16)^4 + 18524409974784*z*
log(2)^14*log(16)^7 + 335210420736*z*log(2)^12*log(16)^8 + 7718257557504*z*log(2)^17*log(16)^8 + 8215552639107
072*z*log(2)^21*log(16) - 502659767808*z*log(2)^12*log(16)^7 - 1670355875561472*z*log(2)^18*log(16)^4 - 380019
79901952*z*log(2)^15*log(16)^6 - 441269304689664*z*log(2)^16*log(16)^5 - 5572342176546816*z*log(2)^20*log(16)^
5 - 63700992*z*log(2)^12*log(16)^13 + 34832528367943680*z*log(2)^26*log(16)^2 + 79164837199872000*z*log(2)^25*
log(16)^3 - 57790331155906560*z*log(2)^24*log(16)^4 + 18326659811770368*z*log(2)^23*log(16)^5 - 18801648834969
60*z*log(2)^22*log(16)^6 - 606105784811520*z*log(2)^21*log(16)^7 + 166988328468480*z*log(2)^20*log(16)^8 - 208
7354105856*z*log(2)^18*log(16)^10 - 381772427396382720*z*log(2)^25*log(16)^2 + 244787572226654208*z*log(2)^24*
log(16)^3 - 64605928858583040*z*log(2)^23*log(16)^4 - 5149425269735424*z*log(2)^22*log(16)^5 + 780144731593113
6*z*log(2)^21*log(16)^6 - 1458364735291392*z*log(2)^20*log(16)^7 - 69346541961216*z*log(2)^19*log(16)^8 + 3652
8696852480*z*log(2)^18*log(16)^9 - 334931582785683456*z*log(2)^24*log(16)^2 + 46176292910923776*z*log(2)^23*lo
g(16)^3 + 56389136730292224*z*log(2)^22*log(16)^4 - 31498791932657664*z*log(2)^21*log(16)^5 + 4613245847470080
*z*log(2)^20*log(16)^6 + 66193902821965824*z*log(2)^23*log(16)^2 - 4016146609078272*z*log(2)^19*log(16)^6 + 24
047453081088*z*log(2)^14*log(16)^5 - 99054694264320*z*log(2)^15*log(16)^4 - 7049501454532608*z*log(2)^19*log(1
6)^2 - 42675411456*z*log(2)^12*log(16)^3 - 154343310336*z*log(2)^12*log(16)^9 + 1047580876210176*z*log(2)^18*l
og(16)^7 + 98354331648*z*log(2)^14*log(16)^11 + 81195908380416*z*log(2)^15*log(16)^5 + 39940011491328*z*log(2)
^16*log(16) + 1141942802688*z*log(2)^14*log(16)^2 - 9113383065600*z*log(2)^14*log(16)^8 + 70045967308032*z*log
(2)^15*log(16)^3 - 267880734130176*z*log(2)^18*log(16)^8 - 64830134003171328*z*log(2)^21*log(16)^3 - 308850946
56*z*log(2)^13*log(16) + 83531912970240*z*log(2)^16*log(16)^8 - 686384640*z*log(2)^12*log(16) + 21708460287590
400*z*log(2)^20*log(16)^3 - 23110265276928*z*log(2)^15*log(16)^2 + 617671176486912*z*log(2)^17*log(16)^6 + 303
0407679836160*z*log(2)^18*log(16)^5 + 674357704151040*z*log(2)^19*log(16) + 272428745829120*z*log(2)^16*log(16
)^4 + 2910880530432*z*log(2)^16*log(16)^10 + 7412954112*z*log(2)^12*log(16)^2 + 397549526704128*z*log(2)^16*lo
g(16)^6 - 225424398680064*z*log(2)^16*log(16)^7 + 1115409719808*z*log(2)^13*log(16)^6 - 346600650240*z*log(2)^
13*log(16)^8 - 354962566656*z*log(2)^12*log(16)^5 - 227994731135631360*z*log(2)^27*log(16) + 16988774063092531
2*z*log(2)^26*log(16) + 456073574910787584*z*log(2)^25*log(16) + 186318309820465152*z*log(2)^24*log(16) + 1127
5075584*z*log(2)^13*log(16)^11 + 15336166912819200*z*log(2)^19*log(16)^3 - 1511822498586624*z*log(2)^17*log(16
)^3 + 6208783441920*z*log(2)^15*log(16)^7 - 715383373824*z*log(2)^14*log(16)^10 - 195689447424*z*log(2)^16*log
(16)^11 + 4486361776128*z*log(2)^17*log(16)^9 - 146916060954624*z*log(2)^17*log(16)^7 - 65071158000192*z*log(2
)^16*log(16)^2 - 11901677573505024*z*log(2)^24 + 43901761536*z*log(2)^15 + 4933112832*z*log(2)^14 - 5564048836
460544*z*log(2)^21 + 192528884070088704*z*log(2)^28 + 124130464729399296*z*log(2)^27 - 149453317028708352*z*lo
g(2)^26 - 212729524012449792*z*log(2)^25 - 699594006528*z*log(2)^16 - 2430254759215104*z*log(2)^20 + 161214844
925952*z*log(2)^18 + 13524738911502336*z*log(2)^22 + 2745538560*z*log(2)^13 + 54965799802109952*z*log(2)^23 +
402187298881536*z*log(2)^19 - 26888249696256*z*log(2)^17 + 133312896*log(2)^17*log(16)^2 - 125829120*log(2)^19
*log(16)^7 - 121777920*log(2)^16*log(16)^3 - 114814080*log(2)^16*log(16)^5 + 112992768*log(2)^17*log(16)^3 - 1
12601088*log(2)^17*log(16)^6 + 53324992*log(2)^16*log(16)^6 + 52954944*log(2)^16*log(16)^2 - 34307072*log(2)^1
9*log(16)^3 + 23298048*log(2)^17*log(16)^7 - 15728640*log(2)^18*log(16)^8 - 15097344*log(2)^16*log(16)^7 + 239
6160*log(2)^16*log(16)^8 - 1966080*log(2)^17*log(16)^8 - 163840*log(2)^16*log(16)^9 + 4123168604160*log(2)^26*
log(16)^2 - 1374389534720*log(2)^25*log(16)^3 + 257698037760*log(2)^24*log(16)^4 + 3659312136192*log(2)^25*log
(16)^2 - 528280977408*log(2)^24*log(16)^3 - 154618822656*log(2)^23*log(16)^4 + 48782180352*log(2)^22*log(16) -
68516315136*log(2)^21*log(16)^3 - 21170749440*log(2)^20*log(16)^5 - 3939456000*log(2)^19*log(16)^2 + 38964510
72*log(2)^19*log(16)^4 + 1186511978496*log(2)^23*log(16) + 1081427712*log(2)^18*log(16) - 3641427264*log(2)^18
*log(16)^2 + 433057693696*log(2)^22*log(16)^3 - 76425707520*log(2)^20*log(16)^3 - 3222405120*log(2)^19*log(16)
^5 - 92994048*log(2)^17*log(16) - 11439744*log(2)^16*log(16) - 6597069766656*log(2)^27*log(16) - 8658654068736
*log(2)^26*log(16) + 122906247168*log(2)^21*log(16)^2 + 2573893632*log(2)^18*log(16)^5 - 354670608384*log(2)^2
2*log(16)^2 - 16919126016*log(2)^20*log(16) + 1318286524416*log(2)^24*log(16) + 6643777536*log(2)^21*log(16)^5
+ 3675936768*log(2)^19*log(16) - 2013265920*log(2)^21*log(16)^6 + 672028164096*log(2)^23*log(16)^3 - 12982041
96864*log(2)^23*log(16)^2 - 5368709120*log(2)^22*log(16)^6 - 151397597184*log(2)^24*log(16)^2 + 1051721728*log
(2)^19*log(16)^6 - 921206784*log(2)^18*log(16)^6 - 224227491840*log(2)^22*log(16)^4 + 5157718272*log(2)^18*log
(16)^3 - 109726298112*log(2)^21*log(16) + 4970250240*log(2)^20*log(16)^6 - 3279207530496*log(2)^25*log(16) + 5
6371445760*log(2)^22*log(16)^5 - 503316480*log(2)^20*log(16)^7 + 60593372160*log(2)^20*log(16)^2 + 8933867520*
log(2)^21*log(16)^4 - 334984128*log(2)^17*log(16)^4 + 276480000*log(2)^17*log(16)^5 + 51784974336*log(2)^20*lo
g(16)^4 - 4504239360*log(2)^18*log(16)^4 + 184811520*log(2)^18*log(16)^7 + 152972352*log(2)^16*log(16)^4 - 105
1415543808*log(2)^24 + 45828468736*log(2)^22 + 40612807680*log(2)^21 - 1808463168*log(2)^19 + 559956361216*log
(2)^25 - 366295646208*log(2)^23 - 1053684480*log(2)^20 + 174923328*log(2)^18 - 11255232*log(2)^17 + 1906624*lo
g(2)^16 + 4398046511104*log(2)^28 + 8246337208320*log(2)^27 + 5862630359040*log(2)^26, z, k)*(5376073699271270
3507228805562368*log(2)^18*log(16) - 1039643632900486473051630521548800*log(2)^19*log(16) - 409448669181799210
18576025501564928*log(2)^20*log(16) + 1630325441808839285460681640881684480*log(2)^21*log(16) - 20692341266247
001380659418556759277568*log(2)^22*log(16) + 67215043352665782910392100139927863296*log(2)^23*log(16) + 987700
872568125348779641660944181886976*log(2)^24*log(16) - 11376073725087520430086657473485016662016*log(2)^25*log(
16) + 31270321087767347468486899662311934394368*log(2)^26*log(16) + 191505172879874555079508828198587831681024
*log(2)^27*log(16) - 1648014567023401522671129692758101567995904*log(2)^28*log(16) + 2718597383239100476203840
580102341173182464*log(2)^29*log(16) + 18780143583754277949789721522961518933573632*log(2)^30*log(16) - 104335
493574619889710213808743247468619104256*log(2)^31*log(16) + 50789380159901942592930808783953550116913152*log(2
)^32*log(16) + 1170389327582500290943398450729088427155783680*log(2)^33*log(16) - 2863801495187750572083107035
587952388232708096*log(2)^34*log(16) - 6713200469245836747609027771527457926012731392*log(2)^35*log(16) + 2739
6845183103378387723122215592058189772750848*log(2)^36*log(16) + 2635772289878958582133874905257681399100892774
4*log(2)^37*log(16) - 124228356961614553004855638963227988580357898240*log(2)^38*log(16) - 1011148634758257331
42710758603273209926660390912*log(2)^39*log(16) + 232299772609696336591552854372857533485344096256*log(2)^40*l
og(16) + 239691142541778246502964437819271481428551925760*log(2)^41*log(16) - root(39891853389577611902976*z^9
*log(2)^5*log(16)^5 - 86060733699094216704*z^9*log(2)*log(16)^5 + 326184205507809509376*z^9*log(2)^3*log(16)^8
- 290285171330431057920*z^9*log(2)^2*log(16)^7 + 2215816992556113199104*z^9*log(2)^3*log(16)^6 + 123842530044
178792278650781696*z^9*log(2)^16*log(16)^2 - 39687253348106798042751959040*z^9*log(2)^15*log(16)^3 + 545413802
3163812483180789760*z^9*log(2)^14*log(16)^4 + 298798124991149884399681536*z^9*log(2)^13*log(16)^5 - 2110529818
26882783179440128*z^9*log(2)^12*log(16)^6 + 27482585573562273629208576*z^9*log(2)^11*log(16)^7 - 1246561192484
064460800000*z^9*log(2)^10*log(16)^8 + 78974202988091481407839272960*z^9*log(2)^15*log(16)^2 - 198007369910403
15305911910400*z^9*log(2)^14*log(16)^3 + 35741402510903096220057600*z^9*log(2)^13*log(16)^4 + 1223249500935658
468131471360*z^9*log(2)^12*log(16)^5 - 306705910296687194438369280*z^9*log(2)^11*log(16)^6 + 32893259498315505
740021760*z^9*log(2)^10*log(16)^7 - 1371217311732470906880000*z^9*log(2)^9*log(16)^8 - 51928236940559722209418
936320*z^9*log(2)^14*log(16)^2 + 22653906138356001533853696000*z^9*log(2)^13*log(16)^3 - 604490431451004436343
6851200*z^9*log(2)^12*log(16)^4 + 1002092592156767649508884480*z^9*log(2)^11*log(16)^5 - 994005401764408032912
99840*z^9*log(2)^10*log(16)^6 + 5252821880948975028142080*z^9*log(2)^9*log(16)^7 - 106425161808327003340800*z^
9*log(2)^8*log(16)^8 - 25985456805598117123973971968*z^9*log(2)^13*log(16)^2 + 8904500033259910636662423552*z^
9*log(2)^12*log(16)^3 - 1463726986292979050238443520*z^9*log(2)^11*log(16)^4 + 20687960714495345893048320*z^9*
log(2)^10*log(16)^5 + 32455132194194622209064960*z^9*log(2)^9*log(16)^6 - 4895014799513938934366208*z^9*log(2)
^8*log(16)^7 + 235801852472521541025792*z^9*log(2)^7*log(16)^8 + 10458077679364933922039267328*z^9*log(2)^12*l
og(16)^2 - 4252626679583287373148979200*z^9*log(2)^11*log(16)^3 + 1050715833374681819460403200*z^9*log(2)^10*l
og(16)^4 - 159876925083096894274535424*z^9*log(2)^9*log(16)^5 + 14373805337304631496146944*z^9*log(2)^8*log(16
)^6 - 673961781437114615857152*z^9*log(2)^7*log(16)^7 + 11539273312125069557760*z^9*log(2)^6*log(16)^8 + 11752
56299792052575249891328*z^9*log(2)^11*log(16)^2 - 414390373412585697812938752*z^9*log(2)^10*log(16)^3 + 646501
76991809711068151808*z^9*log(2)^9*log(16)^4 + 1854550914029806128463872*z^9*log(2)^8*log(16)^5 - 2211484668165
338274201600*z^9*log(2)^7*log(16)^6 + 288343697632312141283328*z^9*log(2)^6*log(16)^7 - 9549428705086377295872
*z^9*log(2)^5*log(16)^8 - 354577405862133891072*z^9*log(2)^4*log(16)^9 - 1122171285897950218351017984*z^9*log(
2)^10*log(16)^2 + 399171427934682113755840512*z^9*log(2)^9*log(16)^3 - 79960309389239938543779840*z^9*log(2)^8
*log(16)^4 + 8199395580102011120517120*z^9*log(2)^7*log(16)^5 + 238933186347363315530858496*z^9*log(2)^9*log(1
6)^2 - 80601531071794363376861184*z^9*log(2)^8*log(16)^3 + 15801573355560166081167360*z^9*log(2)^7*log(16)^4 +
9298394831979139540451328*z^9*log(2)^8*log(16)^2 + 41083204191928713216*z^9*log(2)*log(16)^7 + 72576741127237
926912*z^9*log(2)^2*log(16)^6 + 217433519037860334796800*z^9*log(2)^6*log(16)^4 - 62604813896100347904*z^9*log
(2)*log(16)^6 + 2287301029909015560192*z^9*log(2)^4*log(16)^8 + 860607336990942167040*z^9*log(2)^2*log(16)^4 -
34781060753740523372544*z^9*log(2)^5*log(16)^7 - 12061675477612716097536*z^9*log(2)^4*log(16)^6 - 19235491816
2450272539197308928*z^9*log(2)^17*log(16) - 135253636564688379661548257280*z^9*log(2)^16*log(16) + 66912756119
322790115577692160*z^9*log(2)^15*log(16) + 38739683348011375398255329280*z^9*log(2)^14*log(16) - 1438063347907
7761339166294016*z^9*log(2)^13*log(16) - 1654810668631251437947453440*z^9*log(2)^12*log(16) + 1695121451630735
519083659264*z^9*log(2)^11*log(16) - 382080505242181519143862272*z^9*log(2)^10*log(16) - 166138300706367808166
95296*z^9*log(2)^9*log(16) + 28001302559665836968116224*z^9*log(2)^8*log(16) - 6335599650440650149593088*z^9*l
og(2)^7*log(16) + 613119287375828443201536*z^9*log(2)^6*log(16) - 22031547826968119476224*z^9*log(2)^5*log(16)
- 36095280241649909760*z^9*log(2)^2*log(16)^8 - 2458276284328756924907520*z^9*log(2)^7*log(16)^3 - 1646043204
5742883193487360*z^9*log(2)^7*log(16)^2 + 3812507577701533835329536*z^9*log(2)^6*log(16)^2 - 37748767183993807
9358976*z^9*log(2)^5*log(16)^2 + 122973282561668677632000*z^9*log(2)^4*log(16)^3 + 13769717391855074672640*z^9
*log(2)^4*log(16)^2 - 4589905797285024890880*z^9*log(2)^3*log(16)^3 - 768681489346863971696640*z^9*log(2)^5*lo
g(16)^4 - 196276919084962793127936*z^9*log(2)^6*log(16)^6 - 1834819010729760125878272*z^9*log(2)^6*log(16)^5 +
2038004543189661253632*z^9*log(2)^2*log(16)^5 - 7492712245033376415744*z^9*log(2)^4*log(16)^7 + 2014711726503
77737666560*z^9*log(2)^4*log(16)^4 - 22165008797507455549440*z^9*log(2)^3*log(16)^4 + 1127838816842859675648*z
^9*log(2)^3*log(16)^7 + 44356209745678118682624*z^9*log(2)^4*log(16)^5 - 15545798395541757886464*z^9*log(2)^3*
log(16)^5 + 4966619654890161942036480*z^9*log(2)^6*log(16)^3 - 1197214757321908357693440*z^9*log(2)^5*log(16)^
3 + 132638588855041054998528*z^9*log(2)^5*log(16)^6 + 3585863904128925696*z^9*log(16)^6 - 1593717290723966976*
z^9*log(16)^7 + 121587758137205248379968290816*z^9*log(2)^18 + 90125520571493247428497244160*z^9*log(2)^17 - 3
7239477867574377424481157120*z^9*log(2)^16 - 23739599107574474469613240320*z^9*log(2)^15 + 8502961830657655140
280958976*z^9*log(2)^14 + 939420088284129196372918272*z^9*log(2)^13 - 1075155890689253891458990080*z^9*log(2)^
12 + 255637045349843010236448768*z^9*log(2)^11 + 11790098290366654212734976*z^9*log(2)^10 - 194602070809568550
54237696*z^9*log(2)^9 + 4335917636540526772617216*z^9*log(2)^8 - 413098102265755874623488*z^9*log(2)^7 + 14687
698551312079650816*z^9*log(2)^6 - 233436164811607425024*z^7*log(2)^5*log(16)^5 + 673556266932240384*z^7*log(2)
^3*log(16)^7 - 98151710219933303439360*z^7*log(2)^8*log(16)^5 - 368858378993352376320*z^7*log(2)^5*log(16)^4 -
1211190257092474699776*z^7*log(2)^7*log(16)^7 + 36615732518464782336*z^7*log(2)^6*log(16)^7 + 327519998304330
7634688*z^7*log(2)^7*log(16)^6 - 53175788508856320*z^7*log(2)^2*log(16)^5 - 9932316492180586053500928*z^7*log(
2)^11*log(16) - 6259056483078122766336*z^7*log(2)^7*log(16)^2 + 493943913405283272104293171200*z^7*log(2)^21*l
og(16)^2 - 111697745193015762968012390400*z^7*log(2)^20*log(16)^3 + 4396381616790873973142323200*z^7*log(2)^19
*log(16)^4 + 2869750959700828919357767680*z^7*log(2)^18*log(16)^5 - 533246596826690744557240320*z^7*log(2)^17*
log(16)^6 + 29548117155177824256000000*z^7*log(2)^16*log(16)^7 + 289354164750296469628551954432*z^7*log(2)^20*
log(16)^2 - 32531711100654122296651284480*z^7*log(2)^19*log(16)^3 - 12992699512127510086869319680*z^7*log(2)^1
8*log(16)^4 + 4852997890202389306851459072*z^7*log(2)^17*log(16)^5 - 591267752442472403111510016*z^7*log(2)^16
*log(16)^6 + 19910466878907783674068992*z^7*log(2)^15*log(16)^7 + 738702928879445606400000*z^7*log(2)^14*log(1
6)^8 - 285637800192325736722920898560*z^7*log(2)^19*log(16)^2 + 98371693751310900807635828736*z^7*log(2)^18*lo
g(16)^3 - 18368248999056039214432911360*z^7*log(2)^17*log(16)^4 + 1497119415985076891453227008*z^7*log(2)^16*l
og(16)^5 + 49221312653329530001293312*z^7*log(2)^15*log(16)^6 - 18180808744995139375595520*z^7*log(2)^14*log(1
6)^7 + 1009060813820033903886336*z^7*log(2)^13*log(16)^8 - 5771116631870668800000*z^7*log(2)^12*log(16)^9 - 12
4831590623940000968632958976*z^7*log(2)^18*log(16)^2 + 24630628253627355554195177472*z^7*log(2)^17*log(16)^3 +
937388753107848797481861120*z^7*log(2)^16*log(16)^4 - 1255047485601324419870883840*z^7*log(2)^15*log(16)^5 +
204809536695529274660093952*z^7*log(2)^14*log(16)^6 - 11717187665417145497419776*z^7*log(2)^13*log(16)^7 + 690
37790665081337413632*z^7*log(2)^12*log(16)^8 + 144277915796766720000*z^7*log(2)^11*log(16)^9 + 727506500481064
20194682863616*z^7*log(2)^17*log(16)^2 - 25310229592600211136102531072*z^7*log(2)^16*log(16)^3 + 4981570747192
999094035415040*z^7*log(2)^15*log(16)^4 - 495839183287916587621810176*z^7*log(2)^14*log(16)^5 + 71315185247680
16161308672*z^7*log(2)^13*log(16)^6 + 3145327788913513784672256*z^7*log(2)^12*log(16)^7 - 22803623793267636908
8512*z^7*log(2)^11*log(16)^8 + 2050189183472055091200*z^7*log(2)^10*log(16)^9 + 11113397738566568150550183936*
z^7*log(2)^16*log(16)^2 - 1730273245377871585134772224*z^7*log(2)^15*log(16)^3 - 347977740172590822444761088*z
^7*log(2)^14*log(16)^4 + 177676161562494994156093440*z^7*log(2)^13*log(16)^5 - 25932052540748540682436608*z^7*
log(2)^12*log(16)^6 + 1329392070928597228978176*z^7*log(2)^11*log(16)^7 + 4594920680657661198336*z^7*log(2)^10
*log(16)^8 - 325769614762388226048*z^7*log(2)^9*log(16)^9 - 9757349142126044471428644864*z^7*log(2)^15*log(16)
^2 + 2956087659672491455326191616*z^7*log(2)^14*log(16)^3 - 479416112984416385910177792*z^7*log(2)^13*log(16)^
4 + 32600816475657751926669312*z^7*log(2)^12*log(16)^5 + 1332058076129642781081600*z^7*log(2)^11*log(16)^6 - 3
48047925730145546010624*z^7*log(2)^10*log(16)^7 + 15244077027130664288256*z^7*log(2)^9*log(16)^8 + 10974189692
9963409408*z^7*log(2)^8*log(16)^9 + 1054325623872774442202431488*z^7*log(2)^14*log(16)^2 - 3879039281597022194
49434112*z^7*log(2)^13*log(16)^3 + 94358641643715969140391936*z^7*log(2)^12*log(16)^4 - 1480433482655406780265
2672*z^7*log(2)^11*log(16)^5 - 20050167035881976758272*z^7*log(2)^9*log(16)^7 - 3085423018457822134272*z^7*log
(2)^8*log(16)^8 + 923378661099307008*z^7*log(2)^6*log(16)^10 + 439717063721098183459209216*z^7*log(2)^13*log(1
6)^2 - 100163275206331687237582848*z^7*log(2)^12*log(16)^3 + 7724437987936607636815872*z^7*log(2)^11*log(16)^4
+ 983985440664791726161920*z^7*log(2)^10*log(16)^5 - 56362394569203379077120*z^7*log(2)^8*log(16)^4 - 2571545
9326234001080320*z^7*log(2)^7*log(16)^4 + 3861909841379328*z^7*log(2)^2*log(16)^8 + 1103104398484302980972544*
z^7*log(2)^9*log(16)^4 - 467987975245246475796480*z^7*log(2)^9*log(16)^3 - 30229233644077056*z^7*log(2)^2*log(
16)^7 - 1098105262815021170688*z^7*log(2)^6*log(16)^6 - 528327635325136404480*z^7*log(2)^6*log(16)^2 + 1290450
0695113138176*z^7*log(2)^7*log(16)^9 + 15363997671139118678016*z^7*log(2)^8*log(16)^7 + 232469737601699598336*
z^7*log(2)^5*log(16)^6 + 193036236732594980388864*z^7*log(2)^8*log(16)^2 - 6433183308303386089095168*z^7*log(2
)^10*log(16)^3 + 34032504645668044800*z^7*log(2)^5*log(16)^2 - 105806342382944256*z^7*log(2)^3*log(16)^8 + 295
492739690166422077440*z^7*log(2)^9*log(16)^5 - 1134893795057860608*z^7*log(2)^5*log(16)^8 + 187663101421406894
16192*z^7*log(2)^7*log(16)^5 + 331686148607325946773504*z^7*log(2)^8*log(16)^3 + 3787247002506018737356800*z^7
*log(2)^10*log(16)^2 + 33737800838501744640*z^7*log(2)^4*log(16)^5 + 72098540908904448*z^7*log(2)^2*log(16)^6
+ 99279094903159652352*z^7*log(2)^6*log(16)^8 - 7858413694841978880*z^7*log(2)^4*log(16)^4 - 11716246718464647
168*z^7*log(2)^4*log(16)^6 - 8507061461380497408*z^7*log(2)^6*log(16)^9 - 959750984463104950780475473920*z^7*l
og(2)^22*log(16) - 673964515164969840628325154816*z^7*log(2)^21*log(16) + 439228720274831278204772155392*z^7*l
og(2)^20*log(16) + 251343221001540985426135744512*z^7*log(2)^19*log(16) - 113041109799459185843836551168*z^7*l
og(2)^18*log(16) - 23397168799708306983792672768*z^7*log(2)^17*log(16) + 16900330545976756923311063040*z^7*log
(2)^16*log(16) - 1718703458769011084227510272*z^7*log(2)^15*log(16) - 898591475115826182843531264*z^7*log(2)^1
4*log(16) + 362681734281810942703435776*z^7*log(2)^13*log(16) + 3769363937713880825856*z^7*log(2)^8*log(16)^6
+ 109010375740434677760*z^7*log(2)^5*log(16)^3 - 383490952522447284338688*z^7*log(2)^9*log(16) - 9924339767247
91296*z^7*log(2)^3*log(16)^6 + 1167398629486350041088*z^7*log(2)^7*log(16) - 35667488908657354868785152*z^7*lo
g(2)^12*log(16) - 1025321872492855296*z^7*log(2)^5*log(16)^9 + 1247799857715365541838848*z^7*log(2)^10*log(16)
^6 - 181055630873788315437367296*z^7*log(2)^12*log(16)^2 + 45379975869148682111680512*z^7*log(2)^11*log(16)^3
+ 3412738782852485738397696*z^7*log(2)^10*log(16) - 48352356082211838492672*z^7*log(2)^7*log(16)^3 - 123759740
5618296176640*z^7*log(2)^6*log(16)^5 + 94555012633657344*z^7*log(2)^4*log(16)^9 - 8508126161417011200*z^7*log(
2)^4*log(16)^3 - 27851145844400455680*z^7*log(2)^5*log(16)^7 + 388840485125652480*z^7*log(2)^4*log(16)^8 - 153
0928540315008000*z^7*log(2)^4*log(16)^7 + 10127001790863988752384*z^7*log(2)^8*log(16) - 236894163845093517164
544*z^7*log(2)^9*log(16)^6 + 5902651046377927802880*z^7*log(2)^6*log(16)^4 + 2044855353392022159360*z^7*log(2)
^6*log(16)^3 - 215808435478151036928*z^7*log(2)^7*log(16)^8 + 1063515770177126400*z^7*log(2)^3*log(16)^4 - 472
261806164754432*z^7*log(2)^3*log(16)^5 - 1567115335638115119267840*z^7*log(2)^9*log(16)^2 - 680650092913360896
00*z^7*log(2)^6*log(16) - 5748226214355619320692736*z^7*log(2)^10*log(16)^4 + 20827507222737454708555776*z^7*l
og(2)^11*log(16)^2 + 54452007433068871680*z^7*log(2)^7 + 25300655133870152849817600*z^7*log(2)^13 - 2874745128
757553906319360*z^7*log(2)^11 + 9225285048457606968901632*z^7*log(2)^12 - 6793323754933683486720*z^7*log(2)^9
+ 304595883082212333060096*z^7*log(2)^10 - 992982028301654556672*z^7*log(2)^8 + 720520048220475545955367649280
*z^7*log(2)^23 + 552090160147694095632571564032*z^7*log(2)^22 - 281630088362585703573054554112*z^7*log(2)^21 -
190718279628806563204285071360*z^7*log(2)^20 + 74129332484801326692616372224*z^7*log(2)^19 + 1787490447511687
2155529216000*z^7*log(2)^18 - 12107553952535868219429224448*z^7*log(2)^17 + 1250650789250916910198947840*z^7*l
og(2)^16 + 719253331991231457971404800*z^7*log(2)^15 - 291026699643141903372779520*z^7*log(2)^14 - 23147557503
69888829440*z^6*log(2)^9*log(16)^7 + 10269228642301440*z^6*log(2)^3*log(16)^7 - 29533695505431924510720*z^6*lo
g(2)^8*log(16)^3 + 1189958038774087680*z^6*log(2)^7*log(16)^9 + 431293688860620635504640*z^6*log(2)^10*log(16)
^4 - 453678130239952896*z^6*log(2)^5*log(16)^8 - 20520927023415414975627264*z^6*log(2)^12*log(16)^4 + 88349993
7163902720*z^6*log(2)^4*log(16)^3 - 562516217229312*z^6*log(2)^3*log(16)^8 + 27219164301383612282323379159040*
z^6*log(2)^26*log(16)^2 - 3362185909333931709796460789760*z^6*log(2)^25*log(16)^3 - 44037805283625137647153840
1280*z^6*log(2)^24*log(16)^4 + 151116596367261494852991320064*z^6*log(2)^23*log(16)^5 - 1075814114378741050245
1200000*z^6*log(2)^22*log(16)^6 + 15387618866833669109579608227840*z^6*log(2)^25*log(16)^2 + 16892175028587541
07309681541120*z^6*log(2)^24*log(16)^3 - 1369261778729601489038380892160*z^6*log(2)^23*log(16)^4 + 18569928656
2434753157750849536*z^6*log(2)^22*log(16)^5 - 356309634682239035841183744*z^6*log(2)^21*log(16)^6 - 1008575732
230069734604800000*z^6*log(2)^20*log(16)^7 - 22457535293829652130568540782592*z^6*log(2)^24*log(16)^2 + 616648
0438489793400721008230400*z^6*log(2)^23*log(16)^3 - 618290812001635677655825121280*z^6*log(2)^22*log(16)^4 - 5
8951170862788997582071791616*z^6*log(2)^21*log(16)^5 + 17241440770355885301911519232*z^6*log(2)^20*log(16)^6 -
792780868562124014188756992*z^6*log(2)^19*log(16)^7 - 31517991632189679206400000*z^6*log(2)^18*log(16)^8 - 11
111526285381122368621397409792*z^6*log(2)^23*log(16)^2 + 215766892500971873148736634880*z^6*log(2)^22*log(16)^
3 + 627383283599806913124444930048*z^6*log(2)^21*log(16)^4 - 125346044145486124134118195200*z^6*log(2)^20*log(
16)^5 + 5500723295755742545830739968*z^6*log(2)^19*log(16)^6 + 513075082182089349865144320*z^6*log(2)^18*log(1
6)^7 - 30058078259786653265559552*z^6*log(2)^17*log(16)^8 - 328312412835309158400000*z^6*log(2)^16*log(16)^9 +
7641661186553995955973220466688*z^6*log(2)^22*log(16)^2 - 2431538076903499767389689479168*z^6*log(2)^21*log(1
6)^3 + 337927714123952701709601472512*z^6*log(2)^20*log(16)^4 + 3626816900865020876657000448*z^6*log(2)^19*log
(16)^5 - 6033556429062205015446257664*z^6*log(2)^18*log(16)^6 + 440080674281603340410290176*z^6*log(2)^17*log(
16)^7 + 5830946644423711364481024*z^6*log(2)^16*log(16)^8 - 320104602514426429440000*z^6*log(2)^15*log(16)^9 +
2521682029196499519342586626048*z^6*log(2)^21*log(16)^2 - 62673927269462738554645905408*z^6*log(2)^20*log(16)
^3 - 147272121731833107684928782336*z^6*log(2)^19*log(16)^4 + 31961562805852078933071101952*z^6*log(2)^18*log(
16)^5 - 1802403904256641871596486656*z^6*log(2)^17*log(16)^6 - 108389442457409918689345536*z^6*log(2)^16*log(1
6)^7 + 10071431410166628630921216*z^6*log(2)^15*log(16)^8 + 17113284519040489881600*z^6*log(2)^14*log(16)^9 -
1573711118908000777758390091776*z^6*log(2)^20*log(16)^2 + 459669048626336979857965056000*z^6*log(2)^19*log(16)
^3 - 60143520191211720887859412992*z^6*log(2)^18*log(16)^4 - 835177083244657682398838784*z^6*log(2)^17*log(16)
^5 + 1086953945377833050513080320*z^6*log(2)^16*log(16)^6 - 81126835844624429233471488*z^6*log(2)^15*log(16)^7
- 923000999226917391433728*z^6*log(2)^14*log(16)^8 + 72020252441617593532416*z^6*log(2)^13*log(16)^9 - 179785
402450495369825241530368*z^6*log(2)^19*log(16)^2 - 30068039090131964967329464320*z^6*log(2)^18*log(16)^3 + 234
49625719834479951083470848*z^6*log(2)^17*log(16)^4 - 4121250483220846303751700480*z^6*log(2)^16*log(16)^5 + 18
3807548595177527426678784*z^6*log(2)^15*log(16)^6 + 17376305679592258195685376*z^6*log(2)^14*log(16)^7 - 12800
43172054301486874624*z^6*log(2)^13*log(16)^8 - 9557700150484531150848*z^6*log(2)^12*log(16)^9 + 19293894034629
1452238979137536*z^6*log(2)^18*log(16)^2 - 44497052490147171980474843136*z^6*log(2)^17*log(16)^3 + 38567445161
14102414183759872*z^6*log(2)^16*log(16)^4 + 401972629264402942324113408*z^6*log(2)^15*log(16)^5 - 114270926284
443271651393536*z^6*log(2)^14*log(16)^6 + 6180129455730829408862208*z^6*log(2)^13*log(16)^7 + 2034568989022536
56604672*z^6*log(2)^12*log(16)^8 - 6299475584994043232256*z^6*log(2)^11*log(16)^9 - 67781764841321005056*z^6*l
og(2)^10*log(16)^10 - 15372741760716459412297875456*z^6*log(2)^17*log(16)^2 + 8531861691574380241052762112*z^6
*log(2)^16*log(16)^3 - 2213048992248005897949806592*z^6*log(2)^15*log(16)^4 + 251373508538022605793263616*z^6*
log(2)^14*log(16)^5 - 1848588195123441388486656*z^6*log(2)^13*log(16)^6 - 1731119671003139492806656*z^6*log(2)
^12*log(16)^7 + 68143640680814264451072*z^6*log(2)^11*log(16)^8 + 1811278236746784964608*z^6*log(2)^10*log(16)
^9 + 1709693302191685632*z^6*log(2)^9*log(16)^10 - 11015863215552855382375268352*z^6*log(2)^16*log(16)^2 + 144
7900028777643677640032256*z^6*log(2)^15*log(16)^3 + 93226789449995161410994176*z^6*log(2)^14*log(16)^4 - 51019
420059121061392809984*z^6*log(2)^13*log(16)^5 + 5784564145627679208505344*z^6*log(2)^12*log(16)^6 - 1363340659
46209214791680*z^6*log(2)^11*log(16)^7 - 17794941763487841386496*z^6*log(2)^10*log(16)^8 + 3648653229954170880
*z^6*log(2)^8*log(16)^10 + 3228381923594686450492243968*z^6*log(2)^15*log(16)^2 - 724641476748366006567567360*
z^6*log(2)^14*log(16)^3 + 82908068489679118496956416*z^6*log(2)^13*log(16)^4 - 288189500947955712*z^6*log(2)^7
*log(16)^10 - 74274430577261214028529664*z^6*log(2)^14*log(16)^2 - 399724281178968953520*z^6*log(2)^6*log(16)^
4 - 491944398634433016*z^6*log(2)^4*log(16)^7 + 161814929667548527337472*z^6*log(2)^9*log(16)^2 + 204961729388
639161536*z^6*log(2)^6*log(16)^5 - 4125897864342222077952*z^6*log(2)^8*log(16)^6 + 87725291999291919360*z^6*lo
g(2)^6*log(16)^3 - 83473317454716665856*z^6*log(2)^7*log(16)^7 - 447514063561820547072*z^6*log(2)^7*log(16) -
2462949565483951167897600*z^6*log(2)^12*log(16)^5 - 43456222173745970675712*z^6*log(2)^10*log(16)^6 + 18198622
18468885964783616*z^6*log(2)^11*log(16)^5 - 16921304824794814944*z^6*log(2)^5*log(16)^6 - 8528799859198433280*
z^6*log(2)^6*log(16)^7 - 96732379502899200*z^6*log(2)^5*log(16) + 35643209532966099323191296*z^6*log(2)^12*log
(16)^2 + 884618973287795751911424*z^6*log(2)^10*log(16)^3 - 2446871157259259756544*z^6*log(2)^7*log(16)^5 + 17
1922188275712*z^6*log(2)^2*log(16)^7 + 502886819236945809786273792*z^6*log(2)^14*log(16) - 1018783545280713404
153856*z^6*log(2)^10*log(16)^2 + 425490490287776880*z^6*log(2)^4*log(16)^4 - 348875765437990227148800*z^6*log(
2)^10*log(16)^5 - 49254962822814528*z^6*log(2)^3*log(16)^6 - 154996914339531802206535680*z^6*log(2)^13*log(16)
^2 - 6804811008899714488320*z^6*log(2)^9*log(16) + 456861058425862225920*z^6*log(2)^8*log(16)^8 + 677726894968
08044249088*z^6*log(2)^9*log(16)^3 + 5159438920934536660992*z^6*log(2)^8*log(16) + 14453852827109437440*z^6*lo
g(2)^6*log(16) - 70962833399624687096411801518080*z^6*log(2)^27*log(16) - 60240412727039816808800100286464*z^6
*log(2)^26*log(16) + 38339495049476810267699982630912*z^6*log(2)^25*log(16) + 33994301636480779734595267461120
*z^6*log(2)^24*log(16) - 11694573104251476175848877326336*z^6*log(2)^23*log(16) - 7522709754609024209173233008
640*z^6*log(2)^22*log(16) + 2717666363233404803119388295168*z^6*log(2)^21*log(16) + 69953369474237451545149754
5728*z^6*log(2)^20*log(16) - 407394900425855259027255066624*z^6*log(2)^19*log(16) + 92228725503857172787589283
84*z^6*log(2)^18*log(16) + 30665138708432699678445797376*z^6*log(2)^17*log(16) - 7322398929748928765796286464*
z^6*log(2)^16*log(16) - 381648905787739458332786688*z^6*log(2)^15*log(16) + 39224176485751990517760*z^6*log(2)
^9*log(16)^5 - 7021992494910173771464704*z^6*log(2)^11*log(16)^3 + 11077820355270188520*z^6*log(2)^5*log(16)^5
+ 50622673245337152*z^6*log(2)^4*log(16)^8 + 377860857433200*z^6*log(2)^2*log(16)^4 + 863456387448098562048*z
^6*log(2)^7*log(16)^6 - 4709884366472984064*z^6*log(2)^6*log(16)^6 + 153845414578809377280*z^6*log(2)^6*log(16
)^2 - 3428501558179921920*z^6*log(2)^7*log(16)^8 - 20960866872766080000*z^6*log(2)^5*log(16)^3 + 1236492770337
9980845056*z^6*log(2)^9*log(16)^6 + 89867773389200328*z^6*log(2)^3*log(16)^5 + 3452328953182252861489152*z^6*l
og(2)^11*log(16) + 157381389216852738048*z^6*log(2)^9*log(16)^9 + 86928721173973590085730304*z^6*log(2)^13*log
(16)^3 - 3418251093059042661120*z^6*log(2)^8*log(16)^2 - 733874513250816*z^6*log(2)^4*log(16)^9 - 913808341670
584909824*z^6*log(2)^9*log(16)^8 - 52735513006439280*z^6*log(2)^3*log(16)^4 + 17349706531128648858624*z^6*log(
2)^8*log(16)^4 - 34503236222976*z^6*log(2)^2*log(16)^8 - 174443291874146602745856*z^6*log(2)^9*log(16)^4 - 302
539563370824597504*z^6*log(2)^8*log(16)^7 + 21591662529873134160*z^6*log(2)^5*log(16)^4 - 6045773718931200*z^6
*log(2)^3*log(16)^3 - 564419724979741890969600*z^6*log(2)^11*log(16)^2 - 25436296905818112*z^6*log(2)^5*log(16
)^9 - 594004800714056681914368*z^6*log(2)^11*log(16)^6 + 70491051041827074342912*z^6*log(2)^10*log(16)^7 + 135
62859415850719899549696*z^6*log(2)^12*log(16)^3 + 735335859001098240*z^6*log(2)^6*log(16)^9 + 5649598662527554
265088*z^6*log(2)^8*log(16)^5 - 5380463081105164800*z^6*log(2)^5*log(16)^2 - 2323037267943811560*z^6*log(2)^4*
log(16)^5 - 1453317212872357636608*z^6*log(2)^7*log(16)^2 + 36274642313587200*z^6*log(2)^4*log(16)^2 + 1817781
967379052808372224*z^6*log(2)^11*log(16)^4 + 5497448279142850560*z^6*log(2)^5*log(16)^7 - 176425557898752*z^6*
log(2)^2*log(16)^6 - 248323306630464*z^6*log(2)^2*log(16)^5 - 5520997424460465451302912*z^6*log(2)^12*log(16)
+ 1427447982544521205248*z^6*log(2)^7*log(16)^4 + 1728484150196149155*z^6*log(2)^4*log(16)^6 - 386536493461700
910661632*z^6*log(2)^10*log(16) - 2036008296755822592*z^6*log(2)^6*log(16)^8 - 75919979628975882240*z^6*log(2)
^8*log(16)^9 - 7797294954971136*z^6*log(2)^6*log(16)^10 - 80683436703683078975913984*z^6*log(2)^13*log(16) + 2
320643794712151608064*z^6*log(2)^7*log(16)^3 + 349362663740704896712704*z^6*log(2)^11 - 5948842856418627563520
*z^6*log(2)^9 - 3856256136722973464985600*z^6*log(2)^12 + 10004327821101621269495808*z^6*log(2)^13 + 469797574
464302542848*z^6*log(2)^8 - 553381059242337919624544256*z^6*log(2)^15 - 14517423593606836224*z^6*log(2)^7 + 69
680577189673014984179712*z^6*log(2)^14 + 96732379502899200*z^6*log(2)^6 + 17129925683795431895040*z^6*log(2)^1
0 + 65583335944690396360737464254464*z^6*log(2)^28 + 65008723831221006196966221152256*z^6*log(2)^27 - 25610173
269313601155605416902656*z^6*log(2)^26 - 33138871916363335551960641175552*z^6*log(2)^25 + 71117369793898735733
31531202560*z^6*log(2)^24 + 7222052289998236224315715485696*z^6*log(2)^23 - 1939515325658441135798995648512*z^
6*log(2)^22 - 731332235680894030568629469184*z^6*log(2)^21 + 346608512831748543558149210112*z^6*log(2)^20 + 31
59310817539929192806744064*z^6*log(2)^19 - 31033267763033560578351169536*z^6*log(2)^18 + 666834405774307702935
9648768*z^6*log(2)^17 + 727043797143999255127523328*z^6*log(2)^16 + 132006530580480*z^5*log(2)^5*log(16)^9 - 3
427039353025856913408*z^5*log(2)^11*log(16)^2 - 4353808876968960*z^5*log(2)^5*log(16)^4 - 92399962246312994065
6128*z^5*log(2)^14*log(16)^2 - 921176275444992*z^5*log(2)^4*log(16)^5 + 670291072574844764160*z^5*log(2)^10*lo
g(16)^2 - 3431827243008*z^5*log(2)^4*log(16)^9 - 574107546279393915568128*z^5*log(2)^14*log(16)^3 + 1317183769
08075539227811512320*z^5*log(2)^25*log(16)^2 - 29786065384804203458136637440*z^5*log(2)^24*log(16)^3 + 1172368
431144233059504619520*z^5*log(2)^23*log(16)^4 + 765266922586887711828738048*z^5*log(2)^22*log(16)^5 - 14219909
2487117531881930752*z^5*log(2)^21*log(16)^6 + 7879497908047419801600000*z^5*log(2)^20*log(16)^7 - 425160662188
36408431582117888*z^5*log(2)^24*log(16)^2 + 23464716125479018389527592960*z^5*log(2)^23*log(16)^3 - 6421097399
242738965361459200*z^5*log(2)^22*log(16)^4 + 781651235356965194667393024*z^5*log(2)^21*log(16)^5 + 51449969540
38643233652736*z^5*log(2)^20*log(16)^6 - 10573340652850671683371008*z^5*log(2)^19*log(16)^7 + 7387029288794456
06400000*z^5*log(2)^18*log(16)^8 - 64735826717722595642805583872*z^5*log(2)^23*log(16)^2 + 1407468190758861487
1932993536*z^5*log(2)^22*log(16)^3 - 25835297740905880045486080*z^5*log(2)^21*log(16)^4 - 57923244974776261315
8150144*z^5*log(2)^20*log(16)^5 + 102986258980355524156981248*z^5*log(2)^19*log(16)^6 - 5177529431026494018158
592*z^5*log(2)^18*log(16)^7 - 250390744772976882745344*z^5*log(2)^17*log(16)^8 + 23084466527482675200000*z^5*l
og(2)^16*log(16)^9 + 24594148857342384736636502016*z^5*log(2)^22*log(16)^2 - 10625246057370143256572067840*z^5
*log(2)^21*log(16)^3 + 2473616569704288913169842176*z^5*log(2)^20*log(16)^4 - 251407554580520862033641472*z^5*
log(2)^19*log(16)^5 - 9612709203047974233440256*z^5*log(2)^18*log(16)^6 + 4502860965536963154149376*z^5*log(2)
^17*log(16)^7 - 288481961300645495439360*z^5*log(2)^16*log(16)^8 - 2031125261531442315264*z^5*log(2)^15*log(16
)^9 + 240463192994611200000*z^5*log(2)^14*log(16)^10 + 8543019434984511296942112768*z^5*log(2)^21*log(16)^2 -
1173767958014543287031955456*z^5*log(2)^20*log(16)^3 - 332037710583611940623351808*z^5*log(2)^19*log(16)^4 + 1
48977458263875157745467392*z^5*log(2)^18*log(16)^5 - 20511977438146408092794880*z^5*log(2)^17*log(16)^6 + 6916
52515470128330047488*z^5*log(2)^16*log(16)^7 + 80563133794146733522944*z^5*log(2)^15*log(16)^8 - 5521910197178
773536768*z^5*log(2)^14*log(16)^9 - 6011579824865280000*z^5*log(2)^13*log(16)^10 - 483483357669379604549625446
4*z^5*log(2)^20*log(16)^2 + 1639039986688718169031311360*z^5*log(2)^19*log(16)^3 - 294210902150481122842116096
*z^5*log(2)^18*log(16)^4 + 17247314316767045942771712*z^5*log(2)^17*log(16)^5 + 3144813717081002185064448*z^5*
log(2)^16*log(16)^6 - 624065665283784896937984*z^5*log(2)^15*log(16)^7 + 29831953896608838451200*z^5*log(2)^14
*log(16)^8 + 654491516376767791104*z^5*log(2)^13*log(16)^9 - 30944607148494028800*z^5*log(2)^12*log(16)^10 + 8
6072425483284032721518592*z^5*log(2)^19*log(16)^2 - 164834645243412636556591104*z^5*log(2)^18*log(16)^3 + 7222
6701162125784766218240*z^5*log(2)^17*log(16)^4 - 14897200306538161146691584*z^5*log(2)^16*log(16)^5 + 13680180
38522216995356672*z^5*log(2)^15*log(16)^6 - 1731585822729393143808*z^5*log(2)^14*log(16)^7 - 82266023190292636
63104*z^5*log(2)^13*log(16)^8 + 359307241723590082560*z^5*log(2)^12*log(16)^9 + 2712499961727025152*z^5*log(2)
^11*log(16)^10 + 338022005655935368436908032*z^5*log(2)^18*log(16)^2 - 79903830537139185663344640*z^5*log(2)^1
7*log(16)^3 + 6762438133884598200827904*z^5*log(2)^16*log(16)^4 + 928883349623182498725888*z^5*log(2)^15*log(1
6)^5 - 296025383529340647505920*z^5*log(2)^14*log(16)^6 + 29448334755260836872192*z^5*log(2)^13*log(16)^7 - 79
0337515166430658560*z^5*log(2)^12*log(16)^8 - 82188481831802834836783104*z^5*log(2)^17*log(16)^2 + 24597030448
874089258942464*z^5*log(2)^16*log(16)^3 - 4221503210974834021367808*z^5*log(2)^15*log(16)^4 + 3900430752336954
16713216*z^5*log(2)^14*log(16)^5 - 901736973729792*z^5*log(2)^8*log(16)^11 + 1371353440275512338415616*z^5*log
(2)^16*log(16)^2 - 2114798381067446381445120*z^5*log(2)^15*log(16)^3 + 3935221655932531510345728*z^5*log(2)^15
*log(16)^2 - 609817791879069696*z^5*log(2)^9*log(16)^6 + 12640384748614053593088*z^5*log(2)^12*log(16) - 10248
6477643776*z^5*log(2)^6*log(16)^10 + 675340603702272*z^5*log(2)^4*log(16)^6 + 1935426638149234703990784*z^5*lo
g(2)^15*log(16) - 129301862829049152*z^5*log(2)^7*log(16)^6 - 130841307943333632*z^5*log(2)^6*log(16)^5 - 7059
6231202064498688*z^5*log(2)^9*log(16) - 10254781155398980608*z^5*log(2)^9*log(16)^4 + 1775307279826944*z^5*log
(2)^7*log(16)^10 - 19565133833521556619264*z^5*log(2)^12*log(16)^3 + 15361803611147895570432*z^5*log(2)^12*log
(16)^5 + 582176931606012690432*z^5*log(2)^10*log(16) - 5689064437944680448*z^5*log(2)^10*log(16)^9 + 132008325
0374246400*z^5*log(2)^9*log(16)^9 - 857120247770112*z^5*log(2)^6*log(16)^9 + 13536456402609792*z^5*log(2)^6*lo
g(16)^8 + 171147630012916608*z^5*log(2)^6*log(16)^6 + 4656554956851072768*z^5*log(2)^8*log(16)^5 + 76730226596
81280*z^5*log(2)^5*log(16)^7 - 131518295028624015360*z^5*log(2)^10*log(16)^4 - 4155804174170962944*z^5*log(2)^
8*log(16)^6 + 35268071407377408*z^5*log(2)^7*log(16)^7 + 898320235977768960*z^5*log(2)^10*log(16)^10 - 8382664
154733191626752*z^5*log(2)^13*log(16)^6 + 230500278921683533824*z^5*log(2)^10*log(16)^6 - 17545542136971924602
88*z^5*log(2)^11*log(16)^3 + 41669577380045493633024*z^5*log(2)^13*log(16)^2 - 162310626821514240*z^5*log(2)^6
*log(16)^4 - 12395656625803084800*z^5*log(2)^8*log(16)^4 + 253013643926798598144*z^5*log(2)^11*log(16)^8 - 622
669294769515776*z^5*log(2)^7*log(16)^5 + 7786920356610048*z^5*log(2)^8*log(16)^10 - 19619516593450368*z^5*log(
2)^5*log(16)^6 - 43093168277621116502016*z^5*log(2)^14*log(16) - 3032859585475364585472*z^5*log(2)^11*log(16)
+ 2788168234537866240*z^5*log(2)^7*log(16)^4 - 288880754165901950976*z^5*log(2)^11*log(16)^5 - 321914703637905
408*z^5*log(2)^9*log(16)^8 - 74796561819500544*z^5*log(2)^8*log(16)^9 - 255933595856827986874793459712*z^5*log
(2)^26*log(16) + 31834200295758450669593296896*z^5*log(2)^25*log(16) + 125239246061200282049920892928*z^5*log(
2)^24*log(16) - 29851542121340579585307181056*z^5*log(2)^23*log(16) - 18785114623831078763778539520*z^5*log(2)
^22*log(16) + 7602603920495871859032588288*z^5*log(2)^21*log(16) + 305648191428734758485491712*z^5*log(2)^20*l
og(16) - 681891513885606238098554880*z^5*log(2)^19*log(16) + 147550177208777713951703040*z^5*log(2)^18*log(16)
+ 6160885139430003292766208*z^5*log(2)^17*log(16) - 2342660045859301883904*z^5*log(2)^12*log(16)^7 + 68521627
9974747612119040*z^5*log(2)^14*log(16)^4 + 215270574064865315389440*z^5*log(2)^13*log(16)^3 + 252757063028736*
z^5*log(2)^7*log(16)^8 + 44760377917440*z^5*log(2)^4*log(16)^8 + 7571604617396674560*z^5*log(2)^9*log(16)^3 -
86046899433608577024*z^5*log(2)^11*log(16)^7 - 70098962430530448*z^5*log(2)^6*log(16)^7 + 5859395460680122368*
z^5*log(2)^10*log(16)^7 - 1157754347564556091392*z^5*log(2)^11*log(16)^6 + 22721873868096768*z^5*log(2)^5*log(
16)^5 + 47602069615411200*z^5*log(2)^6*log(16)^2 - 53205679798386425856*z^5*log(2)^11*log(16)^9 + 300965146420
595576832*z^5*log(2)^10*log(16)^3 - 11229996732590850048*z^5*log(2)^9*log(16)^7 - 94938864072508827500544*z^5*
log(2)^13*log(16)^5 + 21282102130948669440*z^5*log(2)^8*log(16)^2 + 5272688563140729765888*z^5*log(2)^12*log(1
6)^6 - 1520012294627328*z^5*log(2)^5*log(16)^8 + 3632633678079959040*z^5*log(2)^8*log(16)^3 - 1848629684946862
080*z^5*log(2)^10*log(16)^8 - 7933678269235200*z^5*log(2)^5*log(16)^3 - 245059700908032*z^5*log(2)^4*log(16)^7
- 4135509774434304*z^5*log(2)^7*log(16)^9 + 217049146102702080*z^5*log(2)^6*log(16)^3 - 217431814225380130160
64*z^5*log(2)^12*log(16)^4 - 25853210317173559394304*z^5*log(2)^13*log(16)^4 - 9942398732535984021307392*z^5*l
og(2)^16*log(16) - 243337756076605440*z^5*log(2)^8*log(16)^8 + 50253881914968809472*z^5*log(2)^9*log(16)^5 - 4
4467548605235534495744*z^5*log(2)^13*log(16) - 1902965762490163200*z^5*log(2)^7*log(16)^3 - 126938852307763200
*z^5*log(2)^7*log(16) - 146908610041685409792*z^5*log(2)^9*log(16)^2 + 2397449564669251584*z^5*log(2)^8*log(16
)^7 - 143172319341182976*z^5*log(2)^9*log(16)^10 + 4651891970212823040*z^5*log(2)^8*log(16) + 1508747615101081
7998848*z^5*log(2)^12*log(16)^2 - 467205498843053064192*z^5*log(2)^10*log(16)^5 + 4618615152655326117888*z^5*l
og(2)^11*log(16)^4 + 495854891827200*z^5*log(2)^4*log(16)^4 - 1597071284758609920*z^5*log(2)^7*log(16)^2 + 173
07076362003491586048*z^5*log(2)^15 + 46493366016500922580992*z^5*log(2)^14 + 126938852307763200*z^5*log(2)^8 -
15355130027722896310272*z^5*log(2)^13 + 79179226025061777408*z^5*log(2)^10 - 1615958925781744767467520*z^5*lo
g(2)^16 - 4887713096726740992*z^5*log(2)^9 + 3903431027323806941184*z^5*log(2)^12 - 706071491755471798272*z^5*
log(2)^11 + 192138679525460145588098039808*z^5*log(2)^27 - 1683433926179853995423563776*z^5*log(2)^26 - 928604
55213066882926430388224*z^5*log(2)^25 + 14896068505356114238969479168*z^5*log(2)^24 + 148811119576069749485988
74112*z^5*log(2)^23 - 5045551820213143300428791808*z^5*log(2)^22 - 418564135499955991820107776*z^5*log(2)^21 +
545538013521011448414732288*z^5*log(2)^20 - 110312939558252592840572928*z^5*log(2)^19 - 985627531775545934295
8592*z^5*log(2)^18 + 9121870740195240384135168*z^5*log(2)^17 - 84338177603476320*z^4*log(2)^7*log(16)^6 - 3754
7329959936*z^4*log(2)^4*log(16)^4 + 3001772724452232192*z^4*log(2)^9*log(16) + 3788951833452478464*z^4*log(2)^
11*log(16)^9 + 156536431681864032*z^4*log(2)^7*log(16)^5 - 3145952479150080*z^4*log(2)^10*log(16)^11 + 1083562
79848823558592*z^4*log(2)^10*log(16)^3 + 35179437762070272*z^4*log(2)^8*log(16)^8 + 871472418480447876*z^4*log
(2)^8*log(16)^6 + 638895745645299760103424*z^4*log(2)^16*log(16)^3 + 385309127264698944*z^4*log(2)^8*log(16)^3
- 8908461547601264640*z^4*log(2)^12*log(16)^9 + 20113683775488*z^4*log(2)^8*log(16)^11 - 37696138005381120*z^
4*log(2)^9*log(16)^9 + 10069107566310290571264*z^4*log(2)^13*log(16)^3 + 622783407379968*z^4*log(2)^5*log(16)^
6 - 223643902056312547584*z^4*log(2)^11*log(16)^3 + 27289595710347213275136*z^4*log(2)^14*log(16)^4 - 12607317
2312202785587200*z^4*log(2)^15*log(16) - 19354073461161984*z^4*log(2)^7*log(16) - 3525484036377266872123392*z^
4*log(2)^18*log(16) + 2360784422827949006342062080*z^4*log(2)^26*log(16)^2 - 833935240995920770781675520*z^4*l
og(2)^25*log(16)^3 + 101793307374575982603141120*z^4*log(2)^24*log(16)^4 + 13453279628246652404367360*z^4*log(
2)^23*log(16)^5 - 4768672133950298463928320*z^4*log(2)^22*log(16)^6 + 352301106466475747573760*z^4*log(2)^21*l
og(16)^7 - 606349006378503057312841728*z^4*log(2)^25*log(16)^2 + 661446377990529289059041280*z^4*log(2)^24*log
(16)^3 - 231673347692317261336412160*z^4*log(2)^23*log(16)^4 + 29748361462014336017891328*z^4*log(2)^22*log(16
)^5 + 967260898198874430111744*z^4*log(2)^21*log(16)^6 - 540901266394428544647168*z^4*log(2)^20*log(16)^7 + 33
028228731232101335040*z^4*log(2)^19*log(16)^8 - 894713450439723572741013504*z^4*log(2)^24*log(16)^2 + 30237032
1632756208991469568*z^4*log(2)^23*log(16)^3 + 8444233561238982340116480*z^4*log(2)^22*log(16)^4 - 237240891476
67262306516992*z^4*log(2)^21*log(16)^5 + 4136603708791374458388480*z^4*log(2)^20*log(16)^6 - 75642359136223141
822464*z^4*log(2)^19*log(16)^7 - 28143145223500723126272*z^4*log(2)^18*log(16)^8 + 1032132147851003166720*z^4*
log(2)^17*log(16)^9 - 99389224410343498976329728*z^4*log(2)^23*log(16)^2 - 189746248219924226597978112*z^4*log
(2)^22*log(16)^3 + 83179369606214249311371264*z^4*log(2)^21*log(16)^4 - 8537308488715728309977088*z^4*log(2)^2
0*log(16)^5 - 1278093992374041399263232*z^4*log(2)^19*log(16)^6 + 272342430878548730314752*z^4*log(2)^18*log(1
6)^7 - 5721288383380976566272*z^4*log(2)^17*log(16)^8 - 795343232445349625856*z^4*log(2)^16*log(16)^9 + 107513
76540114616320*z^4*log(2)^15*log(16)^10 + 269622067330630319521923072*z^4*log(2)^22*log(16)^2 - 81985598176980
490254286848*z^4*log(2)^21*log(16)^3 - 7401217130169283179970560*z^4*log(2)^20*log(16)^4 + 7174591531618561469
448192*z^4*log(2)^19*log(16)^5 - 910821186891115910922240*z^4*log(2)^18*log(16)^6 - 35129813983212173524992*z^
4*log(2)^17*log(16)^7 + 9988687942096609345536*z^4*log(2)^16*log(16)^8 - 48333903335893499904*z^4*log(2)^15*lo
g(16)^9 - 10547517188720295936*z^4*log(2)^14*log(16)^10 + 53769757762535700446576640*z^4*log(2)^21*log(16)^2 +
29796676027834611542261760*z^4*log(2)^20*log(16)^3 - 14139579939082151279984640*z^4*log(2)^19*log(16)^4 + 899
654428086251915575296*z^4*log(2)^18*log(16)^5 + 344394104779185592467456*z^4*log(2)^17*log(16)^6 - 43850955944
141732708352*z^4*log(2)^16*log(16)^7 - 1060807817785264570368*z^4*log(2)^15*log(16)^8 + 182598664595039059968*
z^4*log(2)^14*log(16)^9 + 1796435389414637568*z^4*log(2)^13*log(16)^10 - 38042028579225600*z^4*log(2)^12*log(1
6)^11 - 59101167662040109698514944*z^4*log(2)^20*log(16)^2 + 15529335800688945238376448*z^4*log(2)^19*log(16)^
3 + 1463945032400992016007168*z^4*log(2)^18*log(16)^4 - 1024326746989294918828032*z^4*log(2)^17*log(16)^5 + 79
311692238347223171072*z^4*log(2)^16*log(16)^6 + 10544050160345800507392*z^4*log(2)^15*log(16)^7 - 109369346073
5179358208*z^4*log(2)^14*log(16)^8 - 36018252148402814976*z^4*log(2)^13*log(16)^9 + 987987489060814848*z^4*log
(2)^12*log(16)^10 - 2582764822132765935796224*z^4*log(2)^19*log(16)^2 - 5055938798197774913372160*z^4*log(2)^1
8*log(16)^3 + 1518644546959613274095616*z^4*log(2)^17*log(16)^4 + 7199270108738964078723072*z^4*log(2)^18*log(
16)^2 + 38741596066864868622336*z^4*log(2)^14*log(16) - 15376494673595990016*z^4*log(2)^11*log(16)^8 - 9821449
24748022528*z^4*log(2)^8*log(16)^2 + 7709356818432*z^4*log(2)^4*log(16)^7 + 710262926263296*z^4*log(2)^5*log(1
6)^4 + 70613314043904*z^4*log(2)^9*log(16)^11 + 3637003806572544*z^4*log(2)^6*log(16)^2 + 31919689853525088*z^
4*log(2)^7*log(16)^7 - 2828981493113548032*z^4*log(2)^9*log(16)^6 - 15148063534823577216*z^4*log(2)^9*log(16)^
3 - 260669523377219328*z^4*log(2)^8*log(16)^7 - 984662895957664333824*z^4*log(2)^14*log(16)^6 - 86531099206972
6530699264*z^4*log(2)^17*log(16)^2 + 656491216158720*z^4*log(2)^6*log(16) - 8813001725557056*z^4*log(2)^6*log(
16)^3 + 27590261243904*z^4*log(2)^5*log(16)^8 - 268271887044657568896*z^4*log(2)^11*log(16)^2 - 30274126057623
402971136*z^4*log(2)^14*log(16)^3 - 25302593899951473024*z^4*log(2)^10*log(16)^2 - 474720027343773437952*z^4*l
og(2)^12*log(16)^4 + 26933010691392*z^4*log(2)^6*log(16)^7 - 135790778802384027648*z^4*log(2)^11*log(16)^5 - 1
64122804039680*z^4*log(2)^5*log(16)^2 + 5107376730931200*z^4*log(2)^9*log(16)^10 - 2705010868224*z^4*log(2)^5*
log(16)^3 - 11743547238410765008896*z^4*log(2)^14*log(16)^2 + 4645375632951552*z^4*log(2)^6*log(16)^4 + 294117
70720220872704*z^4*log(2)^12*log(16)^8 + 3061202024632338036*z^4*log(2)^9*log(16)^4 - 1571575764252694248*z^4*
log(2)^8*log(16)^5 - 1421706041582976*z^4*log(2)^6*log(16)^6 + 101969898457089024*z^4*log(2)^8*log(16) + 16574
00898631680*z^4*log(2)^8*log(16)^9 - 257972305316433887232*z^4*log(2)^12*log(16)^6 + 39540713154674688*z^4*log
(2)^10*log(16)^10 + 731978239587100360704*z^4*log(2)^12*log(16)^5 + 75931582464*z^4*log(2)^4*log(16)^9 + 12147
85005255873108*z^4*log(2)^8*log(16)^4 - 24397741997835310596096*z^4*log(2)^16*log(16) - 2760656993478005501952
*z^4*log(2)^13*log(16) + 307971779476182750720*z^4*log(2)^11*log(16)^4 + 13397694103780595712*z^4*log(2)^10*lo
g(16)^5 - 67916443185884398320*z^4*log(2)^10*log(16)^4 - 2588358426624*z^4*log(2)^7*log(16)^10 - 1751853618759
204864*z^4*log(2)^12*log(16)^7 - 77586378584691981680640*z^4*log(2)^15*log(16)^4 - 7472137721589504*z^4*log(2)
^7*log(16)^8 - 2939124160482720549269667840*z^4*log(2)^27*log(16) - 431365599395395869779951616*z^4*log(2)^26*
log(16) + 682569035582608763403632640*z^4*log(2)^25*log(16) + 771606416403795641471336448*z^4*log(2)^24*log(16
) - 160185128798823414648274944*z^4*log(2)^23*log(16) - 223815816415430039323017216*z^4*log(2)^22*log(16) + 35
968450970925413418663936*z^4*log(2)^21*log(16) + 34182363900727098026754048*z^4*log(2)^20*log(16) - 7119962261
316079938699264*z^4*log(2)^19*log(16) + 2653333254036887961600*z^4*log(2)^14*log(16)^7 - 897269791372627201228
8*z^4*log(2)^14*log(16)^5 - 2036080217709895680*z^4*log(2)^10*log(16)^7 - 33045385153414906773504*z^4*log(2)^1
5*log(16)^3 + 6495045604335157248*z^4*log(2)^11*log(16)^6 + 1507257514576103595835392*z^4*log(2)^17*log(16) -
1004348561872486662144*z^4*log(2)^13*log(16)^7 + 194860940004864*z^4*log(2)^6*log(16)^8 + 1017012884891369472*
z^4*log(2)^10*log(16)^8 - 1286696337408*z^4*log(2)^5*log(16)^9 - 400585642590304494157824*z^4*log(2)^16*log(16
)^2 - 1196484399200056836096*z^4*log(2)^12*log(16)^3 - 260246007268659230146560*z^4*log(2)^16*log(16)^4 + 1068
0885945904896*z^4*log(2)^7*log(16)^2 - 1313236633526941473792*z^4*log(2)^12*log(16) - 2330788863068539453440*z
^4*log(2)^13*log(16)^5 + 17175271421509632*z^4*log(2)^11*log(16)^11 - 8939977413732952178688*z^4*log(2)^16*log
(16)^5 - 41196452589710843314176*z^4*log(2)^15*log(16)^6 - 408425793991999488*z^4*log(2)^11*log(16)^10 + 21722
99798674245943296*z^4*log(2)^13*log(16)^6 + 149596061565423642476544*z^4*log(2)^15*log(16)^2 - 24418995941376*
z^4*log(2)^4*log(16)^6 + 42015459124224*z^4*log(2)^4*log(16)^5 - 867224684003328*z^4*log(2)^8*log(16)^10 + 102
39528852632072448*z^4*log(2)^9*log(16)^2 + 26404392849584947200*z^4*log(2)^11*log(16)^7 + 1735900687785397248*
z^4*log(2)^10*log(16)^6 - 191703466340352*z^4*log(2)^5*log(16)^7 + 4324537477686111264*z^4*log(2)^9*log(16)^5
- 282170879233228800*z^4*log(2)^10*log(16)^9 + 778786766899200*z^4*log(2)^7*log(16)^9 - 1234461523968*z^4*log(
2)^4*log(16)^8 + 106511883573377088*z^4*log(2)^7*log(16)^3 - 2514942940770724478976*z^4*log(2)^13*log(16)^4 +
13676900336640*z^4*log(2)^4*log(16)^3 + 268791140131931160576*z^4*log(2)^13*log(16)^8 - 189591179561554464*z^4
*log(2)^7*log(16)^4 + 39540776168890368*z^4*log(2)^9*log(16)^8 + 432569494020119924736*z^4*log(2)^11*log(16) +
1779542949888*z^4*log(2)^6*log(16)^10 + 1219132132403328*z^4*log(2)^6*log(16)^5 - 44780661706752*z^4*log(2)^6
*log(16)^9 + 568655333443040256*z^4*log(2)^9*log(16)^7 - 1012788741376512*z^4*log(2)^5*log(16)^5 - 12530749565
25956908449792*z^4*log(2)^17*log(16)^3 - 57483640025121051648*z^4*log(2)^10*log(16) + 2381557000119655758336*z
^4*log(2)^12*log(16)^2 - 6429898661448514093056*z^4*log(2)^13*log(16)^2 + 81991004329188576460800*z^4*log(2)^1
5*log(16)^5 + 289406007215446988685312*z^4*log(2)^16 - 51713267777343726944256*z^4*log(2)^15 - 875321621544960
*z^4*log(2)^7 - 1535978632011881901981696*z^4*log(2)^18 + 29009470104797184*z^4*log(2)^8 + 8314945795309571766
484992*z^4*log(2)^19 - 3895747549458193870848*z^4*log(2)^14 - 239592797793792000*z^4*log(2)^9 - 81819359563100
0509440*z^4*log(2)^12 - 460389950293472169689088*z^4*log(2)^17 + 3779300525433496925184*z^4*log(2)^13 - 316163
2934026874880*z^4*log(2)^10 + 1280936005520287677158522880*z^4*log(2)^28 + 676220891827997332815740928*z^4*log
(2)^27 + 234799512222342048317964288*z^4*log(2)^26 - 558967134058064751737438208*z^4*log(2)^25 - 2028023048486
30857353658368*z^4*log(2)^24 + 154191832350236836311859200*z^4*log(2)^23 + 64403883906833690828734464*z^4*log(
2)^22 - 41013880590133546633396224*z^4*log(2)^21 - 6321598401540173554778112*z^4*log(2)^20 + 86052034038865711
104*z^4*log(2)^11 + 3024395698176*z^3*log(2)^7*log(16)^9 - 6675707002355712*z^3*log(2)^11*log(16)^10 - 5303493
2404224*z^3*log(2)^5*log(16)^4 - 6515056884969935732736*z^3*log(2)^17*log(16)^5 + 391378894848*z^3*log(2)^10*l
og(16)^12 - 118787807965905866981376*z^3*log(2)^19*log(16)^2 - 1184597979871768704*z^3*log(2)^10*log(16)^4 - 1
117145530368*z^3*log(2)^5*log(16)^8 + 945743622930432*z^3*log(2)^6*log(16)^4 + 1211579596800*z^3*log(2)^4*log(
16)^4 + 32762387644416*z^3*log(2)^5*log(16)^3 - 1955558597926450102272*z^3*log(2)^16*log(16)^5 + 3196403664814
08*z^3*log(2)^11*log(16)^11 + 17690684437536768*z^3*log(2)^8*log(16) - 5829741037388619648*z^3*log(2)^11*log(1
6)^3 + 2059144232643330048*z^3*log(2)^14*log(16)^9 + 7045807186511047950336*z^3*log(2)^17*log(16) - 4929894203
16672*z^3*log(2)^6*log(16)^3 - 49327882371072*z^3*log(2)^10*log(16)^11 + 415379342592000*z^3*log(2)^6*log(16)^
6 - 11048481388744704*z^3*log(2)^10*log(16)^9 - 57496328060317728768*z^3*log(2)^14*log(16)^6 + 88692727873536*
z^3*log(2)^6*log(16) - 1729894154058315904057344*z^3*log(2)^26*log(16)^2 - 422699069998522127351808*z^3*log(2)
^25*log(16)^3 + 484559938019330956984320*z^3*log(2)^24*log(16)^4 - 106519138386566971392000*z^3*log(2)^23*log(
16)^5 - 1996625858798435696640*z^3*log(2)^22*log(16)^6 + 3233877266427795210240*z^3*log(2)^21*log(16)^7 - 2913
77266391336878080*z^3*log(2)^20*log(16)^8 + 5753043215939869939335168*z^3*log(2)^25*log(16)^2 - 20176753051543
96695822336*z^3*log(2)^24*log(16)^3 - 26256238029149124427776*z^3*log(2)^23*log(16)^4 + 1717955802748699520532
48*z^3*log(2)^22*log(16)^5 - 33509183616562715688960*z^3*log(2)^21*log(16)^6 + 351402579231070224384*z^3*log(2
)^20*log(16)^7 + 420804175388756410368*z^3*log(2)^19*log(16)^8 - 27316618724187832320*z^3*log(2)^18*log(16)^9
- 685461416868868062707712*z^3*log(2)^24*log(16)^2 + 1749196552787828272005120*z^3*log(2)^23*log(16)^3 - 68831
9450520887048011776*z^3*log(2)^22*log(16)^4 + 57660066999590914621440*z^3*log(2)^21*log(16)^5 + 19895622495355
375976448*z^3*log(2)^20*log(16)^6 - 4160439303960583471104*z^3*log(2)^19*log(16)^7 + 90237999011994796032*z^3*
log(2)^18*log(16)^8 + 23916469175244029952*z^3*log(2)^17*log(16)^9 - 853644335130869760*z^3*log(2)^16*log(16)^
10 - 2905663632309750564126720*z^3*log(2)^23*log(16)^2 + 770320334764212838465536*z^3*log(2)^22*log(16)^3 + 18
3392532274083841179648*z^3*log(2)^21*log(16)^4 - 112317799097530312556544*z^3*log(2)^20*log(16)^5 + 1213152708
9153650982912*z^3*log(2)^19*log(16)^6 + 1258561218684024520704*z^3*log(2)^18*log(16)^7 - 253973439372129730560
*z^3*log(2)^17*log(16)^8 + 2729092107586240512*z^3*log(2)^16*log(16)^9 + 656714999367991296*z^3*log(2)^15*log(
16)^10 - 8892128490946560*z^3*log(2)^14*log(16)^11 + 390413454899544726700032*z^3*log(2)^22*log(16)^2 - 783279
556261626985316352*z^3*log(2)^21*log(16)^3 + 223567489436036169203712*z^3*log(2)^20*log(16)^4 + 42255157910853
83712768*z^3*log(2)^19*log(16)^5 - 9639662775697944870912*z^3*log(2)^18*log(16)^6 + 924232118964137754624*z^3*
log(2)^17*log(16)^7 + 57378714821836406784*z^3*log(2)^16*log(16)^8 - 7697041033242083328*z^3*log(2)^15*log(16)
^9 + 846496101317067222810624*z^3*log(2)^21*log(16)^2 - 88086564436206409482240*z^3*log(2)^20*log(16)^3 - 9096
3965512844568428544*z^3*log(2)^19*log(16)^4 + 26313150831923055034368*z^3*log(2)^18*log(16)^5 - 38972636582535
1286784*z^3*log(2)^17*log(16)^6 - 201982726066210407972864*z^3*log(2)^20*log(16)^2 + 174653569735051305811968*
z^3*log(2)^19*log(16)^3 + 353640550510828224*z^3*log(2)^9*log(16)^2 - 73830374387712*z^3*log(2)^9*log(16)^10 +
985042015898112*z^3*log(2)^9*log(16)^9 - 57109099227803136*z^3*log(2)^10*log(16) - 150079537152*z^3*log(2)^4*
log(16)^7 - 81023063121985536*z^3*log(2)^13*log(16)^10 - 97907906679129792*z^3*log(2)^9*log(16)^6 - 4329107956
1496960*z^3*log(2)^8*log(16)^2 + 427261668695130415104*z^3*log(2)^14*log(16)^4 - 18289604302425209664*z^3*log(
2)^12*log(16)^4 - 190512327789115200*z^3*log(2)^10*log(16)^7 + 32361543068811264*z^3*log(2)^12*log(16)^10 + 31
71724348581554946048*z^3*log(2)^17*log(16)^2 - 7006452667249536*z^3*log(2)^8*log(16)^7 + 266274151055356015411
200*z^3*log(2)^20*log(16) - 1990944438091776*z^3*log(2)^12*log(16)^11 - 7688747626920161280*z^3*log(2)^12*log(
16)^6 - 833618213425152*z^3*log(2)^6*log(16)^5 - 6184157331456*z^3*log(2)^5*log(16)^2 - 485970843090864282624*
z^3*log(2)^14*log(16)^3 + 25140658176*z^3*log(2)^4*log(16)^8 + 19366127611431704064*z^3*log(2)^12*log(16)^5 -
4105129063560192*z^3*log(2)^7*log(16)^6 + 3407431873058247168*z^3*log(2)^11*log(16) + 253357701920589312*z^3*l
og(2)^11*log(16)^6 - 3516641132544*z^3*log(2)^8*log(16)^10 + 2604106435820544*z^3*log(2)^7*log(16)^2 + 1075953
519740181381120*z^3*log(2)^15*log(16)^2 + 30204630985793863680*z^3*log(2)^15*log(16)^8 - 1587108474859290624*z
^3*log(2)^15*log(16)^7 + 1411278860494761836544*z^3*log(2)^16*log(16) - 37456183296*z^3*log(2)^6*log(16)^10 +
18402702999552*z^3*log(2)^6*log(16)^8 + 1005210086178816*z^3*log(2)^10*log(16)^10 + 40294167895946428416*z^3*l
og(2)^13*log(16)^6 + 25106266550545680960*z^3*log(2)^12*log(16)^2 - 5657073991036991668224*z^3*log(2)^16*log(1
6)^2 - 117552336634835435520*z^3*log(2)^14*log(16)^5 + 63333917178200064*z^3*log(2)^11*log(16)^9 + 13233763609
446528*z^3*log(2)^8*log(16)^3 - 3563082902974362624*z^3*log(2)^11*log(16)^5 - 351851779705930776576*z^3*log(2)
^15*log(16)^6 - 215961687385178112*z^3*log(2)^12*log(16)^9 - 22551418552320*z^3*log(2)^5*log(16)^6 - 173457852
0440832*z^3*log(2)^7*log(16) - 8167634720940096*z^3*log(2)^9*log(16)^8 + 7000774893942369984*z^3*log(2)^11*log
(16)^4 + 176802535197322988544*z^3*log(2)^14*log(16)^2 + 4162802948137739674976256*z^3*log(2)^27*log(16) - 559
1315062210917379866624*z^3*log(2)^26*log(16) - 2719843628733529099075584*z^3*log(2)^25*log(16) + 2526806326546
107098726400*z^3*log(2)^24*log(16) + 1640369439412613069930496*z^3*log(2)^23*log(16) - 10810138494294579405127
68*z^3*log(2)^22*log(16) - 284621627556534996172800*z^3*log(2)^21*log(16) - 999118209024*z^3*log(2)^6*log(16)^
9 - 24179703199940273504256*z^3*log(2)^18*log(16)^4 - 18522557908992*z^3*log(2)^6*log(16)^2 + 1115317495860459
208704*z^3*log(2)^15*log(16)^5 - 293868944955113472*z^3*log(2)^11*log(16)^8 + 189017501781196800*z^3*log(2)^13
*log(16)^9 + 6737091231744*z^3*log(2)^5*log(16)^7 + 63415555480180224*z^3*log(2)^10*log(16)^8 + 12628866191818
0525056*z^3*log(2)^13*log(16)^3 + 168236431312530240*z^3*log(2)^10*log(16)^5 + 36506279534946048*z^3*log(2)^8*
log(16)^4 - 44205975854530633728*z^3*log(2)^13*log(16)^5 - 1361519543625074343936*z^3*log(2)^15*log(16)^4 + 96
0101351424*z^3*log(2)^7*log(16)^10 + 79498838016*z^3*log(2)^5*log(16)^9 - 298658163783693888*z^3*log(2)^9*log(
16)^3 - 54321825089323008*z^3*log(2)^14*log(16)^10 + 6924275407650816*z^3*log(2)^13*log(16)^11 + 1790364045875
9774404608*z^3*log(2)^17*log(16)^4 - 19940131440661860864*z^3*log(2)^12*log(16) + 23130999421086528*z^3*log(2)
^9*log(16)^4 - 1897716252672*z^3*log(2)^5*log(16) + 965557918533888*z^3*log(2)^8*log(16)^8 - 319810830336*z^3*
log(2)^8*log(16)^11 + 5919658740957769629696*z^3*log(2)^16*log(16)^3 + 122907229911607680*z^3*log(2)^9*log(16)
^5 - 1146160155568493297664*z^3*log(2)^16*log(16)^4 - 25354233926377408512*z^3*log(2)^13*log(16)^4 - 146006029
1420224704*z^3*log(2)^10*log(16)^2 - 1811939328*z^3*log(2)^4*log(16)^9 + 37706378695812288*z^3*log(2)^9*log(16
)^7 + 624497936051994624*z^3*log(2)^12*log(16)^7 + 2698233318512640*z^3*log(2)^7*log(16)^3 - 1002422697984*z^3
*log(2)^4*log(16)^5 - 151785837232128*z^3*log(2)^7*log(16)^8 + 53369034601207431168*z^3*log(2)^14*log(16)^7 -
969287210042882383872*z^3*log(2)^15*log(16) + 24580095114533760*z^3*log(2)^8*log(16)^6 + 499716587520*z^3*log(
2)^4*log(16)^6 + 709169616804062016*z^3*log(2)^11*log(16)^2 - 18298973048110300790784*z^3*log(2)^17*log(16)^3
+ 131855527794448899072*z^3*log(2)^14*log(16) + 1912282238033068032*z^3*log(2)^13*log(16)^8 + 8214439814019072
*z^3*log(2)^7*log(16)^5 - 130186767805207041024*z^3*log(2)^13*log(16)^2 + 583987168376211456*z^3*log(2)^11*log
(16)^7 - 18120970968059149811712*z^3*log(2)^18*log(16)^3 - 27965792692224*z^3*log(2)^8*log(16)^9 - 57288129919
56604224*z^3*log(2)^12*log(16)^3 + 50926675856566184312832*z^3*log(2)^18*log(16)^2 - 45684082289468160*z^3*log
(2)^8*log(16)^5 - 120036932536320*z^3*log(2)^6*log(16)^7 - 8154243389629038329856*z^3*log(2)^19*log(16) + 4503
8136803328*z^3*log(2)^5*log(16)^5 + 248459538431661120*z^3*log(2)^10*log(16)^6 + 1134336317349888*z^3*log(2)^7
*log(16)^7 - 14496145139165036544*z^3*log(2)^13*log(16)^7 - 502250688122883932160*z^3*log(2)^16*log(16)^7 - 81
7072275456*z^3*log(2)^4*log(16)^3 - 30742512127194590871552*z^3*log(2)^18*log(16) + 237214531584*z^3*log(2)^4*
log(16)^2 - 8583381440833536*z^3*log(2)^7*log(16)^4 - 86016004088804352*z^3*log(2)^9*log(16) + 146400948574847
336448*z^3*log(2)^15*log(16)^3 - 15984018683345240064*z^3*log(2)^14*log(16)^8 + 1992332731362588288*z^3*log(2)
^10*log(16)^3 + 5395386433536*z^3*log(2)^9*log(16)^11 + 562590534280937472*z^3*log(2)^12*log(16)^8 + 389105012
65660614144*z^3*log(2)^13*log(16) + 1625475968626424020992*z^3*log(2)^16*log(16)^6 - 402934424930947104768*z^3
*log(2)^16 - 127330679560577522688*z^3*log(2)^14 + 9274743813973349376*z^3*log(2)^12 - 66273694284791808*z^3*l
og(2)^9 + 6362753771360072761344*z^3*log(2)^18 + 3795432505344*z^3*log(2)^6 - 41283088009540474503168*z^3*log(
2)^20 + 4827717822283776*z^3*log(2)^8 + 483771582408025202688*z^3*log(2)^15 - 203531768561664*z^3*log(2)^7 + 5
73758098255079424*z^3*log(2)^10 + 618463484713055232*z^3*log(2)^13 + 9244255930442594648064*z^3*log(2)^19 - 26
01876358108584836333568*z^3*log(2)^28 + 1330012553557467885207552*z^3*log(2)^27 + 2447930910924488249966592*z^
3*log(2)^26 + 114496339636730380419072*z^3*log(2)^25 - 1611687492765591413981184*z^3*log(2)^24 + 1589875522365
62213240832*z^3*log(2)^23 + 384555623338319592554496*z^3*log(2)^22 - 80306247101444391960576*z^3*log(2)^21 - 3
130973069338874880*z^3*log(2)^11 - 2473269322933584396288*z^3*log(2)^17 + 51823851031296*z^2*log(2)^10*log(16)
^8 + 107184525989179392*z^2*log(2)^14*log(16)^4 + 254129799168*z^2*log(2)^11*log(16)^11 - 679477248*z^2*log(2)
^8*log(16)^11 - 2205879069286858752*z^2*log(2)^19*log(16) + 15599558086284672*z^2*log(2)^13*log(16)^3 - 364703
4574848*z^2*log(2)^9*log(16)^5 - 752181313536*z^2*log(2)^12*log(16)^12 - 609553663200300367872*z^2*log(2)^22*l
og(16) + 107576554097664*z^2*log(2)^11*log(16)^9 - 3362592458639572992*z^2*log(2)^18*log(16) - 190666942709760
*z^2*log(2)^13*log(16)^9 + 1231672445043984*z^2*log(2)^14*log(16)^2 + 5237545478504256*z^2*log(2)^12*log(16)^5
- 59627343691008*z^2*log(2)^11*log(16)^6 + 46403067932928*z^2*log(2)^10*log(16)^5 + 942090369191903232*z^2*lo
g(2)^17*log(16)^6 + 8748269568*z^2*log(2)^8*log(16)^10 + 148291646879327846400*z^2*log(2)^21*log(16) - 9794256
8435712*z^2*log(2)^13*log(16)^10 - 5327152240618635264*z^2*log(2)^18*log(16)^4 + 604061468850960*z^2*log(2)^12
*log(16)^2 + 8796948706137200394240*z^2*log(2)^26*log(16)^2 - 4454105067465694248960*z^2*log(2)^25*log(16)^3 +
1340951011174215843840*z^2*log(2)^24*log(16)^4 - 202516319931224555520*z^2*log(2)^23*log(16)^5 - 606323488113
8196480*z^2*log(2)^22*log(16)^6 + 7751820858611466240*z^2*log(2)^21*log(16)^7 - 1100787061264220160*z^2*log(2)
^20*log(16)^8 + 48092638598922240*z^2*log(2)^19*log(16)^9 + 680860665590335930368*z^2*log(2)^25*log(16)^2 + 14
51522755906718662656*z^2*log(2)^24*log(16)^3 - 1229356140085741879296*z^2*log(2)^23*log(16)^4 + 43782968193630
9682176*z^2*log(2)^22*log(16)^5 - 69668777483235753984*z^2*log(2)^21*log(16)^6 + 1450883658176004096*z^2*log(2
)^20*log(16)^7 + 937405680690659328*z^2*log(2)^19*log(16)^8 - 109811524800872448*z^2*log(2)^18*log(16)^9 + 450
8684868648960*z^2*log(2)^17*log(16)^10 - 3965446097673299951616*z^2*log(2)^24*log(16)^2 + 22590891777541936250
88*z^2*log(2)^23*log(16)^3 - 484529771466467573760*z^2*log(2)^22*log(16)^4 - 58830522482096603136*z^2*log(2)^2
1*log(16)^5 + 47416820134777454592*z^2*log(2)^20*log(16)^6 - 7956108813382189056*z^2*log(2)^19*log(16)^7 + 328
148764273410048*z^2*log(2)^18*log(16)^8 + 39617980929146880*z^2*log(2)^17*log(16)^9 - 4408491871567872*z^2*log
(2)^16*log(16)^10 + 140896402145280*z^2*log(2)^15*log(16)^11 - 1236642419749693685760*z^2*log(2)^23*log(16)^2
- 274083860468421623808*z^2*log(2)^22*log(16)^3 + 410448007342489337856*z^2*log(2)^21*log(16)^4 - 128548982471
975239680*z^2*log(2)^20*log(16)^5 + 9423999537028005888*z^2*log(2)^19*log(16)^6 + 2475319828848574464*z^2*log(
2)^18*log(16)^7 + 1084221175131405287424*z^2*log(2)^22*log(16)^2 - 660533296388728946688*z^2*log(2)^21*log(16)
^3 + 30685496925487104*z^2*log(2)^15*log(16)^8 - 60419892005664768*z^2*log(2)^17*log(16) - 515240165376*z^2*lo
g(2)^9*log(16)^3 - 11710277001668736*z^2*log(2)^13*log(16) + 1764489941987328*z^2*log(2)^12*log(16) - 88102625
0246258688*z^2*log(2)^16*log(16)^4 + 50242810551533568*z^2*log(2)^14*log(16)^7 - 46852079616*z^2*log(2)^8*log(
16)^9 + 128421199872*z^2*log(2)^11*log(16)^12 + 717565356827099136*z^2*log(2)^15*log(16)^5 - 56688179795081625
6*z^2*log(2)^15*log(16)^4 - 188514791424*z^2*log(2)^8*log(16)^7 - 17162221213440*z^2*log(2)^10*log(16)^9 - 287
968452894720*z^2*log(2)^12*log(16)^9 + 27057760763904*z^2*log(2)^10*log(16)^2 + 737140405174272*z^2*log(2)^15*
log(16)^10 - 1084111863067312128*z^2*log(2)^16*log(16)^5 + 35102182394880*z^2*log(2)^10*log(16)^6 + 3364165902
18498048*z^2*log(2)^16*log(16) - 550234062194197248*z^2*log(2)^16*log(16)^2 + 6300082685952*z^2*log(2)^9*log(1
6)^7 + 214077702708864*z^2*log(2)^11*log(16)^4 + 27087481911043584*z^2*log(2)^13*log(16)^6 + 43827642524102400
*z^2*log(2)^14*log(16) + 2765281794048*z^2*log(2)^10*log(16)^10 + 20639121408*z^2*log(2)^9*log(16)^11 + 119953
291371264*z^2*log(2)^12*log(16)^7 - 189870147610469203968*z^2*log(2)^20*log(16)^2 - 326356460760960*z^2*log(2)
^11*log(16)^8 + 4269861568512*z^2*log(2)^10*log(16) + 630246776555520*z^2*log(2)^12*log(16)^8 + 17413974268440
51456*z^2*log(2)^16*log(16)^3 - 645598789641437184*z^2*log(2)^16*log(16)^7 - 121541476061778048*z^2*log(2)^15*
log(16) - 3065424943104*z^2*log(2)^9*log(16)^6 - 14071187840679936*z^2*log(2)^13*log(16)^7 + 1467670855680*z^2
*log(2)^13*log(16)^12 - 3109902989151600*z^2*log(2)^12*log(16)^6 - 127620956160*z^2*log(2)^10*log(16)^11 + 889
55449344*z^2*log(2)^8*log(16)^3 - 17622647815236747264*z^2*log(2)^19*log(16)^2 - 38838541868236800*z^2*log(2)^
14*log(16)^6 - 38108620752099840*z^2*log(2)^14*log(16)^5 - 27422052947712*z^2*log(2)^10*log(16)^3 + 9655463015
8221312*z^2*log(2)^16*log(16)^8 + 226476561530880*z^2*log(2)^14*log(16)^10 + 173832202876195584*z^2*log(2)^15*
log(16)^3 - 15838442790912*z^2*log(2)^11*log(16)^10 - 7002979294657904640*z^2*log(2)^17*log(16)^5 + 1444839155
979780096*z^2*log(2)^16*log(16)^6 - 11826040582176768*z^2*log(2)^15*log(16)^9 + 11114270123671683072*z^2*log(2
)^17*log(16)^4 + 449840413009152*z^2*log(2)^11*log(16)^7 - 217446653952*z^2*log(2)^8*log(16)^4 - 9732639082717
831495680*z^2*log(2)^27*log(16) - 4298977452401010671616*z^2*log(2)^26*log(16) + 2971287184776470986752*z^2*lo
g(2)^25*log(16) + 3055733316073644097536*z^2*log(2)^24*log(16) - 763199067422441078784*z^2*log(2)^23*log(16) +
14588735278546944*z^2*log(2)^16*log(16)^9 + 286466674579055050752*z^2*log(2)^21*log(16)^2 + 4907535040512*z^2
*log(2)^9*log(16)^4 - 1611233865551520*z^2*log(2)^12*log(16)^4 - 77866104183552*z^2*log(2)^10*log(16)^7 - 3777
17237817016320*z^2*log(2)^15*log(16)^6 + 1772325124897824*z^2*log(2)^13*log(16)^4 - 99170536438873718784*z^2*l
og(2)^19*log(16)^4 + 89270532496838098944*z^2*log(2)^19*log(16)^3 + 9670320193536*z^2*log(2)^13*log(16)^11 - 1
36064214761472*z^2*log(2)^11*log(16) - 1067465392128*z^2*log(2)^9*log(16)^2 - 4254325991424*z^2*log(2)^9*log(1
6)^8 + 88963729874510413824*z^2*log(2)^20*log(16)^3 + 25862800679224704*z^2*log(2)^15*log(16)^2 + 976553279591
328*z^2*log(2)^13*log(16)^2 + 131113893888*z^2*log(2)^8*log(16)^8 - 94102241749330752*z^2*log(2)^14*log(16)^3
- 25628282500026240*z^2*log(2)^13*log(16)^5 + 20620508126263640064*z^2*log(2)^18*log(16)^5 - 45017844238673510
4*z^2*log(2)^17*log(16)^8 - 88190710972416*z^2*log(2)^14*log(16)^11 + 126389930361775718400*z^2*log(2)^20*log(
16)^4 + 971544531038109696*z^2*log(2)^17*log(16)^7 - 21719467066392576*z^2*log(2)^14*log(16)^8 + 1032847884288
*z^2*log(2)^12*log(16)^11 - 10606215168*z^2*log(2)^10*log(16)^12 - 41787745392384*z^2*log(2)^10*log(16)^4 + 33
56488844181504*z^2*log(2)^14*log(16)^9 - 6977354397864099840*z^2*log(2)^17*log(16)^3 + 147940245504*z^2*log(2)
^8*log(16)^5 + 32483947482703724544*z^2*log(2)^20*log(16) - 236740485639168*z^2*log(2)^11*log(16)^2 - 12571751
945972219904*z^2*log(2)^18*log(16)^6 - 498518720128512*z^2*log(2)^11*log(16)^5 - 15235721001943695360*z^2*log(
2)^18*log(16)^3 + 453369892338432*z^2*log(2)^11*log(16)^3 + 3625465213255680*z^2*log(2)^13*log(16)^8 - 3211930
57797660672*z^2*log(2)^17*log(16)^2 - 2950017097048128*z^2*log(2)^12*log(16)^3 + 45334929014784*z^2*log(2)^12*
log(16)^10 + 16588129336187682816*z^2*log(2)^18*log(16)^2 + 47927957945057280*z^2*log(2)^15*log(16)^7 + 784338
37056*z^2*log(2)^8*log(16)^6 - 271695347712*z^2*log(2)^9*log(16)^10 + 26934548471947984896*z^2*log(2)^19*log(1
6)^5 + 1487122219008*z^2*log(2)^9*log(16)^9 + 4544164218667401216*z^2*log(2)^19 - 1703077771003932672*z^2*log(
2)^18 - 5693148758016*z^2*log(2)^11 - 2922920390836224*z^2*log(2)^13 + 22271412623913216*z^2*log(2)^14 - 12105
264788523712512*z^2*log(2)^22 - 29024480644942528512*z^2*log(2)^21 + 135454692631064832*z^2*log(2)^16 + 199974
400819200*z^2*log(2)^12 - 88810354905933312*z^2*log(2)^15 - 2145643710136713216*z^2*log(2)^20 + 46985154192430
91066880*z^2*log(2)^28 + 3999209979903882559488*z^2*log(2)^27 - 463547487608408899584*z^2*log(2)^26 - 22412890
23483430305792*z^2*log(2)^25 + 125601701790914445312*z^2*log(2)^24 + 357340032241143644160*z^2*log(2)^23 + 257
195848687884288*z^2*log(2)^17 + 158855462349963264*z*log(2)^22*log(16)^2 + 1802393954823168*z*log(2)^18*log(16
)^2 - 97916286829824*z*log(2)^17*log(16) + 12662203092516864*z*log(2)^20*log(16) - 821118377521152*z*log(2)^18
*log(16)^3 - 2295746002944*z*log(2)^15*log(16)^9 - 25362587225161728*z*log(2)^20*log(16)^2 + 810995052183552*z
*log(2)^19*log(16)^7 - 137014445346914304*z*log(2)^22*log(16)^3 - 26098358135040*z*log(2)^14*log(16)^6 - 90628
8933141504*z*log(2)^18*log(16) + 24950630925729792*z*log(2)^21*log(16)^2 - 6115295232*z*log(2)^14*log(16)^12 +
156349564416*z*log(2)^12*log(16)^4 + 638976872335104*z*log(2)^17*log(16)^2 + 10863730627706880*z*log(2)^19*lo
g(16)^5 - 48922361856*z*log(2)^15*log(16)^11 - 12289425149952*z*log(2)^14*log(16)^4 + 1904085052784640*z*log(2
)^17*log(16)^4 - 18596420352*z*log(2)^13*log(16)^7 + 516770210304*z*log(2)^12*log(16)^6 - 9876639744*z*log(2)^
12*log(16)^11 - 20088820334592*z*log(2)^16*log(16)^9 + 1186430976*z*log(2)^12*log(16)^12 + 48375949824*z*log(2
)^12*log(16)^10 + 1963902445056*z*log(2)^13*log(16)^4 + 3402698784768*z*log(2)^15*log(16)^8 - 1221782329790300
16*z*log(2)^23*log(16) - 782757789696*z*log(2)^17*log(16)^10 + 220010632704*z*log(2)^13*log(16)^2 - 8733103711
3221120*z*log(2)^22*log(16) - 69581389824*z*log(2)^13*log(16)^10 - 2365054664048640*z*log(2)^18*log(16)^6 + 31
23283230720*z*log(2)^14*log(16)^9 - 941437387008*z*log(2)^13*log(16)^3 + 62352192819953664*z*log(2)^21*log(16)
^4 - 764411904*z*log(2)^13*log(16)^12 - 40631130056448*z*log(2)^16*log(16)^3 + 663753360384*z*log(2)^15*log(16
) + 546148712448*z*log(2)^15*log(16)^10 - 4342427355709440*z*log(2)^20*log(16)^4 + 1525235788800*z*log(2)^14*l
og(16)^3 - 2130811543296*z*log(2)^13*log(16)^5 - 208211387904*z*log(2)^14*log(16) - 1402994358484992*z*log(2)^
17*log(16)^5 + 223611199488*z*log(2)^13*log(16)^9 - 17036408911822848*z*log(2)^19*log(16)^4 + 18524409974784*z
*log(2)^14*log(16)^7 + 335210420736*z*log(2)^12*log(16)^8 + 7718257557504*z*log(2)^17*log(16)^8 + 821555263910
7072*z*log(2)^21*log(16) - 502659767808*z*log(2)^12*log(16)^7 - 1670355875561472*z*log(2)^18*log(16)^4 - 38001
979901952*z*log(2)^15*log(16)^6 - 441269304689664*z*log(2)^16*log(16)^5 - 5572342176546816*z*log(2)^20*log(16)
^5 - 63700992*z*log(2)^12*log(16)^13 + 34832528367943680*z*log(2)^26*log(16)^2 + 79164837199872000*z*log(2)^25
*log(16)^3 - 57790331155906560*z*log(2)^24*log(16)^4 + 18326659811770368*z*log(2)^23*log(16)^5 - 1880164883496
960*z*log(2)^22*log(16)^6 - 606105784811520*z*log(2)^21*log(16)^7 + 166988328468480*z*log(2)^20*log(16)^8 - 20
87354105856*z*log(2)^18*log(16)^10 - 381772427396382720*z*log(2)^25*log(16)^2 + 244787572226654208*z*log(2)^24
*log(16)^3 - 64605928858583040*z*log(2)^23*log(16)^4 - 5149425269735424*z*log(2)^22*log(16)^5 + 78014473159311
36*z*log(2)^21*log(16)^6 - 1458364735291392*z*log(2)^20*log(16)^7 - 69346541961216*z*log(2)^19*log(16)^8 + 365
28696852480*z*log(2)^18*log(16)^9 - 334931582785683456*z*log(2)^24*log(16)^2 + 46176292910923776*z*log(2)^23*l
og(16)^3 + 56389136730292224*z*log(2)^22*log(16)^4 - 31498791932657664*z*log(2)^21*log(16)^5 + 461324584747008
0*z*log(2)^20*log(16)^6 + 66193902821965824*z*log(2)^23*log(16)^2 - 4016146609078272*z*log(2)^19*log(16)^6 + 2
4047453081088*z*log(2)^14*log(16)^5 - 99054694264320*z*log(2)^15*log(16)^4 - 7049501454532608*z*log(2)^19*log(
16)^2 - 42675411456*z*log(2)^12*log(16)^3 - 154343310336*z*log(2)^12*log(16)^9 + 1047580876210176*z*log(2)^18*
log(16)^7 + 98354331648*z*log(2)^14*log(16)^11 + 81195908380416*z*log(2)^15*log(16)^5 + 39940011491328*z*log(2
)^16*log(16) + 1141942802688*z*log(2)^14*log(16)^2 - 9113383065600*z*log(2)^14*log(16)^8 + 70045967308032*z*lo
g(2)^15*log(16)^3 - 267880734130176*z*log(2)^18*log(16)^8 - 64830134003171328*z*log(2)^21*log(16)^3 - 30885094
656*z*log(2)^13*log(16) + 83531912970240*z*log(2)^16*log(16)^8 - 686384640*z*log(2)^12*log(16) + 2170846028759
0400*z*log(2)^20*log(16)^3 - 23110265276928*z*log(2)^15*log(16)^2 + 617671176486912*z*log(2)^17*log(16)^6 + 30
30407679836160*z*log(2)^18*log(16)^5 + 674357704151040*z*log(2)^19*log(16) + 272428745829120*z*log(2)^16*log(1
6)^4 + 2910880530432*z*log(2)^16*log(16)^10 + 7412954112*z*log(2)^12*log(16)^2 + 397549526704128*z*log(2)^16*l
og(16)^6 - 225424398680064*z*log(2)^16*log(16)^7 + 1115409719808*z*log(2)^13*log(16)^6 - 346600650240*z*log(2)
^13*log(16)^8 - 354962566656*z*log(2)^12*log(16)^5 - 227994731135631360*z*log(2)^27*log(16) + 1698877406309253
12*z*log(2)^26*log(16) + 456073574910787584*z*log(2)^25*log(16) + 186318309820465152*z*log(2)^24*log(16) + 112
75075584*z*log(2)^13*log(16)^11 + 15336166912819200*z*log(2)^19*log(16)^3 - 1511822498586624*z*log(2)^17*log(1
6)^3 + 6208783441920*z*log(2)^15*log(16)^7 - 715383373824*z*log(2)^14*log(16)^10 - 195689447424*z*log(2)^16*lo
g(16)^11 + 4486361776128*z*log(2)^17*log(16)^9 - 146916060954624*z*log(2)^17*log(16)^7 - 65071158000192*z*log(
2)^16*log(16)^2 - 11901677573505024*z*log(2)^24 + 43901761536*z*log(2)^15 + 4933112832*z*log(2)^14 - 556404883
6460544*z*log(2)^21 + 192528884070088704*z*log(2)^28 + 124130464729399296*z*log(2)^27 - 149453317028708352*z*l
og(2)^26 - 212729524012449792*z*log(2)^25 - 699594006528*z*log(2)^16 - 2430254759215104*z*log(2)^20 + 16121484
4925952*z*log(2)^18 + 13524738911502336*z*log(2)^22 + 2745538560*z*log(2)^13 + 54965799802109952*z*log(2)^23 +
402187298881536*z*log(2)^19 - 26888249696256*z*log(2)^17 + 133312896*log(2)^17*log(16)^2 - 125829120*log(2)^1
9*log(16)^7 - 121777920*log(2)^16*log(16)^3 - 114814080*log(2)^16*log(16)^5 + 112992768*log(2)^17*log(16)^3 -
112601088*log(2)^17*log(16)^6 + 53324992*log(2)^16*log(16)^6 + 52954944*log(2)^16*log(16)^2 - 34307072*log(2)^
19*log(16)^3 + 23298048*log(2)^17*log(16)^7 - 15728640*log(2)^18*log(16)^8 - 15097344*log(2)^16*log(16)^7 + 23
96160*log(2)^16*log(16)^8 - 1966080*log(2)^17*log(16)^8 - 163840*log(2)^16*log(16)^9 + 4123168604160*log(2)^26
*log(16)^2 - 1374389534720*log(2)^25*log(16)^3 + 257698037760*log(2)^24*log(16)^4 + 3659312136192*log(2)^25*lo
g(16)^2 - 528280977408*log(2)^24*log(16)^3 - 154618822656*log(2)^23*log(16)^4 + 48782180352*log(2)^22*log(16)
- 68516315136*log(2)^21*log(16)^3 - 21170749440*log(2)^20*log(16)^5 - 3939456000*log(2)^19*log(16)^2 + 3896451
072*log(2)^19*log(16)^4 + 1186511978496*log(2)^23*log(16) + 1081427712*log(2)^18*log(16) - 3641427264*log(2)^1
8*log(16)^2 + 433057693696*log(2)^22*log(16)^3 - 76425707520*log(2)^20*log(16)^3 - 3222405120*log(2)^19*log(16
)^5 - 92994048*log(2)^17*log(16) - 11439744*log(2)^16*log(16) - 6597069766656*log(2)^27*log(16) - 865865406873
6*log(2)^26*log(16) + 122906247168*log(2)^21*log(16)^2 + 2573893632*log(2)^18*log(16)^5 - 354670608384*log(2)^
22*log(16)^2 - 16919126016*log(2)^20*log(16) + 1318286524416*log(2)^24*log(16) + 6643777536*log(2)^21*log(16)^
5 + 3675936768*log(2)^19*log(16) - 2013265920*log(2)^21*log(16)^6 + 672028164096*log(2)^23*log(16)^3 - 1298204
196864*log(2)^23*log(16)^2 - 5368709120*log(2)^22*log(16)^6 - 151397597184*log(2)^24*log(16)^2 + 1051721728*lo
g(2)^19*log(16)^6 - 921206784*log(2)^18*log(16)^6 - 224227491840*log(2)^22*log(16)^4 + 5157718272*log(2)^18*lo
g(16)^3 - 109726298112*log(2)^21*log(16) + 4970250240*log(2)^20*log(16)^6 - 3279207530496*log(2)^25*log(16) +
56371445760*log(2)^22*log(16)^5 - 503316480*log(2)^20*log(16)^7 + 60593372160*log(2)^20*log(16)^2 + 8933867520
*log(2)^21*log(16)^4 - 334984128*log(2)^17*log(16)^4 + 276480000*log(2)^17*log(16)^5 + 51784974336*log(2)^20*l
og(16)^4 - 4504239360*log(2)^18*log(16)^4 + 184811520*log(2)^18*log(16)^7 + 152972352*log(2)^16*log(16)^4 - 10
51415543808*log(2)^24 + 45828468736*log(2)^22 + 40612807680*log(2)^21 - 1808463168*log(2)^19 + 559956361216*lo
g(2)^25 - 366295646208*log(2)^23 - 1053684480*log(2)^20 + 174923328*log(2)^18 - 11255232*log(2)^17 + 1906624*l
og(2)^16 + 4398046511104*log(2)^28 + 8246337208320*log(2)^27 + 5862630359040*log(2)^26, z, k)*(206580108120049
44178434738581667840*log(2)^19*log(16) - 878204878720270076542819862637969408*log(2)^20*log(16) + 125538117509
65361994507655267926147072*log(2)^21*log(16) - 34388386781689912035267780200393342976*log(2)^22*log(16) - 9217
23774466659085429642180341742436352*log(2)^23*log(16) + 10584686109087479159800959720077163233280*log(2)^24*lo
g(16) - 38780499893323142623741270201050184286208*log(2)^25*log(16) - 6147467114897907030610581391693559365632
0*log(2)^26*log(16) + 1025093232144298315953301764879366676807680*log(2)^27*log(16) - 307026106586307038528307
9147666902360260608*log(2)^28*log(16) - 3109684906642472740278394839346659490529280*log(2)^29*log(16) + 475762
58869110186487948967549241925174296576*log(2)^30*log(16) - 81387861277647320905613711580694843188314112*log(2)
^31*log(16) - 294343497187173462824172715639820478150868992*log(2)^32*log(16) + 781941122861244823269270798013
600702824185856*log(2)^33*log(16) + 1168515826854763714592561604619324629322825728*log(2)^34*log(16) - 2103995
602108597501608527512887134549931196416*log(2)^35*log(16) - 2809517214397728999018689402797530124866551808*log
(2)^36*log(16) + x*(27745983437306885542090724349780688896*log(2)^21*log(16) - 6861716141096224983948172855722
63936*log(2)^20*log(16) - 702723388930108764616723550699520*log(2)^19*log(16) - 418639000237149564257114218294
375612416*log(2)^22*log(16) + 2517174059488162796550786834930270732288*log(2)^23*log(16) + 3428154168257408188
673041065152788561920*log(2)^24*log(16) - 132898798468146441505276772870206796070912*log(2)^25*log(16) + 66178
1498259945019412985720114233739313152*log(2)^26*log(16) - 172580323429977936916349782335933313449984*log(2)^27
*log(16) - 11051354845992203943655846419861770160046080*log(2)^28*log(16) + 4353535488373299477907433691426865
4143537152*log(2)^29*log(16) + 1698802746121614479096615412956245549645824*log(2)^30*log(16) - 524572675400400
588922703442997939722484973568*log(2)^31*log(16) + 1086346680928568210317049624146062988806193152*log(2)^32*lo
g(16) + 2915578155373435330860920021881321321446506496*log(2)^33*log(16) - 86507859746066160719699145429176613
29517969408*log(2)^34*log(16) - 11356552154922170854680895182127631230656577536*log(2)^35*log(16) + 2184672102
0637584701833495034523218577375363072*log(2)^36*log(16) + 27662938726377639374953249504467988921762971648*log(
2)^37*log(16) + 562178711144087011693378840559616*log(2)^20 + 548737405523735656667251738203389952*log(2)^21 -
22392362559227692720018348893032939520*log(2)^22 + 342424375029023296451372807435638013952*log(2)^23 - 210744
7869666268974747512240924604235776*log(2)^24 - 2485186702068858385287583318925182500864*log(2)^25 + 1094688134
64988052837154385743392437960704*log(2)^26 - 548114954112803818188073338863151237562368*log(2)^27 + 1077518100
14059346744866631786099399196672*log(2)^28 + 9002846542326897504063906414836839845199872*log(2)^29 - 328427033
33411077747833151620668204462899200*log(2)^30 - 6245777559428375304503998676566789110890496*log(2)^31 + 379426
635918714002152643628180032759581900800*log(2)^32 - 772756280863394718772542467348493713402757120*log(2)^33 -
1967125097743564983331214368740272103185448960*log(2)^34 + 6359460195535227114266405548529920139342118912*log(
2)^35 + 7412002518077992395583736789738760966896615424*log(2)^36 - 1734068633400149498629779455867776919451520
2048*log(2)^37 - 20767576452343715061201333835645150151344914432*log(2)^38 - 549002647601647472356815273984*lo
g(2)^15*log(16)^5 + 10980052952032949447136305479680*log(2)^16*log(16)^4 - 87840423616263595577090443837440*lo
g(2)^17*log(16)^3 + 351361694465054382308361775349760*log(2)^18*log(16)^2 + 244001176711843321047473455104*log
(2)^15*log(16)^6 - 540756396116009968635062494691328*log(2)^16*log(16)^5 + 10756567639909356975649856264601600
*log(2)^17*log(16)^4 - 85896380366179276079728467105546240*log(2)^18*log(16)^3 + 34327319995852594486797310239
9651840*log(2)^19*log(16)^2 + 238740001687236677668175553232896*log(2)^16*log(16)^6 + 170927415280010601185294
07776194560*log(2)^17*log(16)^5 - 399152430964958005010950288299786240*log(2)^18*log(16)^4 + 33460130487994955
13795234660467343360*log(2)^19*log(16)^3 - 13689639397357645002596203350007480320*log(2)^20*log(16)^2 - 917135
6005009332331154092773605376*log(2)^17*log(16)^6 - 150971683639093916317711901789257728*log(2)^18*log(16)^5 +
5220559113984118085831220301450444800*log(2)^19*log(16)^4 - 47634140755078917378588381786710999040*log(2)^20*l
og(16)^3 + 202275898706727614898230765897058877440*log(2)^21*log(16)^2 + 5526511787598115070485821652992*log(2
)^17*log(16)^7 + 114279877571546301256796793552764928*log(2)^18*log(16)^6 - 2288693540389837771009850454740828
16*log(2)^19*log(16)^5 - 22862162922795656537369417783684628480*log(2)^20*log(16)^4 + 256085942573771764214336
843105257390080*log(2)^21*log(16)^3 - 1170740855696146832332522995277394608128*log(2)^22*log(16)^2 + 550184904
0391744756300081124081664*log(2)^18*log(16)^7 - 424168612322810683274011306560061440*log(2)^19*log(16)^6 + 958
9868615501314440850612246309502976*log(2)^20*log(16)^5 - 102321047203029233085361713069718241280*log(2)^21*log
(16)^4 + 596397033139545060403975195231078318080*log(2)^22*log(16)^3 - 196096407054956664626464325301968673177
6*log(2)^23*log(16)^2 - 116223179225743454009109546333634560*log(2)^19*log(16)^7 - 152047622318886582330043535
1680581632*log(2)^20*log(16)^6 - 48600050671446649920588581673847750656*log(2)^21*log(16)^5 + 1597255228459926
132984281501667636019200*log(2)^22*log(16)^4 - 14792506296382944538708152173566026055680*log(2)^23*log(16)^3 +
63615497997283913643669057628773726289920*log(2)^24*log(16)^2 + 53667694120819467000096032292864*log(2)^19*lo
g(16)^8 + 131792902212989148674093533976592384*log(2)^20*log(16)^7 + 20165904659404885708057201453094141952*lo
g(2)^21*log(16)^6 + 100199904521739233250283677654945103872*log(2)^22*log(16)^5 - 7139993034727698012818013138
847751208960*log(2)^23*log(16)^4 + 71211603944046590135094072365506231271424*log(2)^24*log(16)^3 - 31350515839
0419389985839828704121277382656*log(2)^25*log(16)^2 + 54554279772277651622778807414423552*log(2)^20*log(16)^8
+ 9732542698531648842422743730661359616*log(2)^21*log(16)^7 - 170741380224960322724966229209769836544*log(2)^2
2*log(16)^6 + 851589393194853961877307740124748972032*log(2)^23*log(16)^5 + 1167635051863289292338598022301865
738240*log(2)^24*log(16)^4 - 26719440251145112772594445147382782885888*log(2)^25*log(16)^3 + 10362468702625912
8852249361064403828473856*log(2)^26*log(16)^2 - 645069279285929197220506442643013632*log(2)^21*log(16)^8 - 428
30793112254891767496275534599421952*log(2)^22*log(16)^7 + 813968297949093951643748816023694868480*log(2)^23*lo
g(16)^6 - 13346862752931334450714344368888786976768*log(2)^24*log(16)^5 + 179085481607098949393170304181754480
558080*log(2)^25*log(16)^4 - 1350994327582233782158248902159263409897472*log(2)^26*log(16)^3 + 543109467504551
3358638887919010434072444928*log(2)^27*log(16)^2 - 1107406192314833569051214094431944704*log(2)^22*log(16)^8 -
236384008497927779530219074567700217856*log(2)^23*log(16)^7 + 2569653245011432449634780893125680300032*log(2)
^24*log(16)^6 + 39892639484093500902349991734820795842560*log(2)^25*log(16)^5 - 865224670482973762254258765442
710251765760*log(2)^26*log(16)^4 + 6353120073491521236934057755468865298497536*log(2)^27*log(16)^3 - 233644223
26072872247516228301448084744830976*log(2)^28*log(16)^2 + 28256516386442293019846504295539146752*log(2)^23*log
(16)^8 + 1716114045245496445150863432414054580224*log(2)^24*log(16)^7 - 35138591709566377419642360408944626630
656*log(2)^25*log(16)^6 + 233709258774656937950488500985096499625984*log(2)^26*log(16)^5 - 5913754001921661063
49186967138763370659840*log(2)^27*log(16)^4 + 49198866310715727169238343300570207485952*log(2)^28*log(16)^3 +
1395918791386357228220788930321424238772224*log(2)^29*log(16)^2 - 20976694435753176779858332009736699904*log(2
)^24*log(16)^8 + 733966368343092023391631320385176207360*log(2)^25*log(16)^7 + 3946580244421119367017215039660
4741844992*log(2)^26*log(16)^6 - 1289014005889847985757742904267290160660480*log(2)^27*log(16)^5 + 15040305230
386444029811349142112352128204800*log(2)^28*log(16)^4 - 90292320967028029013887894538570115405840384*log(2)^29
*log(16)^3 + 299681394217567257963774370496128928175882240*log(2)^30*log(16)^2 - 24507198438379792477547340410
8892798976*log(2)^25*log(16)^8 - 28258672053134877270915970116008470904832*log(2)^26*log(16)^7 + 5064112936338
27785790827999813680792338432*log(2)^27*log(16)^6 - 2042538529373818914248355739957649567907840*log(2)^28*log(
16)^5 - 12996824525462506406003348694640065018593280*log(2)^29*log(16)^4 + 15380001072450457150926249687060980
4941328384*log(2)^30*log(16)^3 - 599518383428687418222233818328423080963080192*log(2)^31*log(16)^2 + 242824463
85314648955214870395541807693824*log(2)^27*log(16)^7 - 931617465981663195605178326813161537142784*log(2)^28*lo
g(16)^6 + 14725582790422948341886386673306118872104960*log(2)^29*log(16)^5 - 125316143875964613552166244716977
257761996800*log(2)^30*log(16)^4 + 623864692391871717868741067319449275261255680*log(2)^31*log(16)^3 - 1825158
140180764192233276583942681366150250496*log(2)^32*log(16)^2 + 261045976575941176120882090972989553115136*log(2
)^28*log(16)^7 - 4535899287195012800604255484249575090290688*log(2)^29*log(16)^6 + 218565410184720035142976211
82987758922104832*log(2)^30*log(16)^5 + 66742021027254767348293008780646244249763840*log(2)^31*log(16)^4 - 109
7939761902413393129964045046911615872532480*log(2)^32*log(16)^3 + 45841774549302309059898547157439352288743260
16*log(2)^33*log(16)^2 - 58239350050093325513986815800656684646400*log(2)^29*log(16)^7 + 320731532846737467453
8744318898075120697344*log(2)^30*log(16)^6 - 57407146266385634816230293544533156855545856*log(2)^31*log(16)^5
+ 508843390607751823586637701748596081751490560*log(2)^32*log(16)^4 - 2539889891091730993593627119467884471197
368320*log(2)^33*log(16)^3 + 7306574927405891262817688236659323076933058560*log(2)^34*log(16)^2 - 101667687508
9027777737596875852889456640000*log(2)^30*log(16)^7 + 20166679002624582928813215020792157214605312*log(2)^31*l
og(16)^6 - 142396866033076656971684610212440915719487488*log(2)^32*log(16)^5 + 2852905602310554586507376011691
72965758074880*log(2)^33*log(16)^4 + 1514925279033600516705688796311707359788400640*log(2)^34*log(16)^3 - 1001
0430717579414883234387193520255798261841920*log(2)^35*log(16)^2 - 851666492221175101769714660400326246400000*l
og(2)^31*log(16)^7 + 15369786718497725132609544956139775677431808*log(2)^32*log(16)^6 - 8271493985763056898800
4953052844997467963392*log(2)^33*log(16)^5 - 126717072711410424102030889119915421288366080*log(2)^34*log(16)^4
+ 3219468311228098565829712527701856636119285760*log(2)^35*log(16)^3 - 14236963995865333044603123597417723809
004257280*log(2)^36*log(16)^2) - 16526408649603955342747790865334272*log(2)^20 + 70843995938496413424501066019
5827712*log(2)^21 - 10281146753927520949742995280404414464*log(2)^22 + 30298371824452066764557306414852210688*
log(2)^23 + 742017359043526403702747631451203698688*log(2)^24 - 8760838957761371030256175194865460576256*log(2
)^25 + 32528186710801934086001221557463157833728*log(2)^26 + 50989340209987387543415305816709573640192*log(2)^
27 - 833331291832738532899938521556203159420928*log(2)^28 + 2326700558970727896787807480939112344584192*log(2)
^29 + 2761497962456356144213675921398338521399296*log(2)^30 - 34630756707205887503534097082047536610410496*log
(2)^31 + 57685087892267794129810059226990634701160448*log(2)^32 + 20059443598651939982635079684221667411125862
4*log(2)^33 - 575377118496420942863822014202604892710764544*log(2)^34 - 76802916348580931129948903558168127959
4135552*log(2)^35 + 1674969901185248720278188442676754011803090944*log(2)^36 + 2109206983441158560903260467682
710562245967872*log(2)^37 + 16139070946878862639402139516928*log(2)^15*log(16)^5 - 322781418937577252788042790
338560*log(2)^16*log(16)^4 + 2582251351500618022304342322708480*log(2)^17*log(16)^3 - 103290054060024720892173
69290833920*log(2)^18*log(16)^2 - 7172920420835050061956506451968*log(2)^15*log(16)^6 - 5483774894201780361095
13093808128*log(2)^16*log(16)^5 + 12689050689403972737059823424634880*log(2)^17*log(16)^4 - 106103074584566213
936130751526338560*log(2)^18*log(16)^3 + 433593636476933719823827334363873280*log(2)^19*log(16)^2 + 2906461830
50819524092860188065792*log(2)^16*log(16)^6 + 4227258715865954195626190067204096*log(2)^17*log(16)^5 - 1543002
58249515769694810246479872000*log(2)^18*log(16)^4 + 1420415623148650652977912492201082880*log(2)^19*log(16)^3
- 6053689606899651602750511009528545280*log(2)^20*log(16)^2 - 3402908202026534590262551580246016*log(2)^17*log
(16)^6 + 38469910305714220355488037059166208*log(2)^18*log(16)^5 + 47299762372083894553251638075719680*log(2)^
19*log(16)^4 - 2556259348273653294194046115963207680*log(2)^20*log(16)^3 + 14580759891688577452312250486567731
200*log(2)^21*log(16)^2 - 162544015904795418249580756598784*log(2)^17*log(16)^7 - 2411155167987020540079047926
874112*log(2)^18*log(16)^6 - 637392660014052442434484143717875712*log(2)^19*log(16)^5 + 1369062903622467551518
7715271588577280*log(2)^20*log(16)^4 - 112524565979816064214668556425033154560*log(2)^21*log(16)^3 + 456679889
052304363824014391636431732736*log(2)^22*log(16)^2 + 3865989288308075865670846821433344*log(2)^18*log(16)^7 +
280456179189145736611640947853230080*log(2)^19*log(16)^6 + 2018545781711985956740723894527197184*log(2)^20*log
(16)^5 - 116340214645444785860711002255329853440*log(2)^21*log(16)^4 + 114485293586785191807354901218874884096
0*log(2)^22*log(16)^3 - 5021529886489291078572482352055232495616*log(2)^23*log(16)^2 + 29054050586053732434871
08628217856*log(2)^19*log(16)^7 - 1893785342558118191198117900863930368*log(2)^20*log(16)^6 + 5412602302329560
489664884019296206848*log(2)^21*log(16)^5 + 339748328836081120028839492494211153920*log(2)^22*log(16)^4 - 3903
976820600740458335866903197772677120*log(2)^23*log(16)^3 + 17977474690497103171849111741955724804096*log(2)^24
*log(16)^2 - 1597060649441144979847450365788160*log(2)^19*log(16)^8 - 554084377566945049319628706840313856*log
(2)^20*log(16)^7 + 9255993715109888942529284144564797440*log(2)^21*log(16)^6 - 9835648538019861040688301401688
5587968*log(2)^22*log(16)^5 + 1015459548565541090445466699519387238400*log(2)^23*log(16)^4 - 73018092026761569
68835423247586474065920*log(2)^24*log(16)^3 + 29640922694089768440370993772300089688064*log(2)^25*log(16)^2 +
23520365085778373132958930195972096*log(2)^20*log(16)^8 + 2001845647169563964035904724818460672*log(2)^21*log(
16)^7 - 29499297979383508586904226936871976960*log(2)^22*log(16)^6 + 870657476155239988086735613599261130752*l
og(2)^23*log(16)^5 - 15238937200049729426860748419841120010240*log(2)^24*log(16)^4 + 1229916116154499955804335
83793241038258176*log(2)^25*log(16)^3 - 502650041106838894928870607468895496306688*log(2)^26*log(16)^2 + 14089
3702220962939417535858299895808*log(2)^21*log(16)^8 + 20411371287497468927545708870071484416*log(2)^22*log(16)
^7 - 283950735425890138016669857130697719808*log(2)^23*log(16)^6 - 1807484808076398228279696551899570372608*lo
g(2)^24*log(16)^5 + 56051585835947611417530066299664602234880*log(2)^25*log(16)^4 - 43513615793393490988316092
3097599020367872*log(2)^26*log(16)^3 + 1632757811073897849184201480942275061088256*log(2)^27*log(16)^2 - 22000
59687471623315150005090161524736*log(2)^22*log(16)^8 - 118061685584696248332396993813090926592*log(2)^23*log(1
6)^7 + 2555080510878547726357476193211850424320*log(2)^24*log(16)^6 - 2053544733126870399852190183912393565798
4*log(2)^25*log(16)^5 + 101372869323733711716701107768652810158080*log(2)^26*log(16)^4 - 422804464544036684999
044000894266623655936*log(2)^27*log(16)^3 + 1464154181938404843934318998783495134773248*log(2)^28*log(16)^2 +
944404098665840583284611291841298432*log(2)^23*log(16)^8 - 149350319387666136603956967148439470080*log(2)^24*l
og(16)^7 - 1426967964190958606084310137270880436224*log(2)^25*log(16)^6 + 960870691027283115152483622490056205
27104*log(2)^26*log(16)^5 - 1261648076668455882104329439972392760770560*log(2)^27*log(16)^4 + 7922980117502785
908581031731154782080991232*log(2)^28*log(16)^3 - 26870395842269919866636210327029748670136320*log(2)^29*log(1
6)^2 + 25167735094566682105542670330569424896*log(2)^24*log(16)^8 + 2329143092835855068283667015655453884416*l
og(2)^25*log(16)^7 - 43559152056451602880230985931745983987712*log(2)^26*log(16)^6 + 1994798785918047055952314
17373277194027008*log(2)^27*log(16)^5 + 796312580865340283064069508761471481282560*log(2)^28*log(16)^4 - 11214
407949348238968048372274982075146174464*log(2)^29*log(16)^3 + 44754578956257452895876220038163587353542656*log
(2)^30*log(16)^2 - 1554832021893867674592478415668308344832*log(2)^26*log(16)^7 + 7367520704336974903992986087
8844326576128*log(2)^27*log(16)^6 - 1296237459505952090289323097857719749574656*log(2)^28*log(16)^5 + 11725523
228752565627290446997328767305646080*log(2)^29*log(16)^4 - 60583348238432939997117071620557812206141440*log(2)
^30*log(16)^3 + 181464235737024211691794720407841813454389248*log(2)^31*log(16)^2 - 24289823613621291360637426
419992736301056*log(2)^27*log(16)^7 + 424546741080317775758165246895611965341696*log(2)^28*log(16)^6 - 2099485
437055584511594871411369251254042624*log(2)^29*log(16)^5 - 5492304223652883302234395846778117286789120*log(2)^
30*log(16)^4 + 98011528502579672311789584064281678855536640*log(2)^31*log(16)^3 - 4131375756058131927984626345
47986229641609216*log(2)^32*log(16)^2 + 4021504303234801670734387511426442854400*log(2)^28*log(16)^7 - 2840232
23269287903989102115601793534656512*log(2)^29*log(16)^6 + 5465331912576016334371696570603760032677888*log(2)^3
0*log(16)^5 - 50149234306137185472494451693239984329850880*log(2)^31*log(16)^4 + 25545169011373704819671037166
3152940434063360*log(2)^32*log(16)^3 - 744735463207020850808263047728030264516935680*log(2)^33*log(16)^2 + 997
21496501287983107606238068358512640000*log(2)^29*log(16)^7 - 1984387717499356731233382613377724905947136*log(2
)^30*log(16)^6 + 14118882395551799225445486730096937495691264*log(2)^31*log(16)^5 - 29500747874075451173935880
664407840800112640*log(2)^32*log(16)^4 - 140497547555444369953725934153988940150865920*log(2)^33*log(16)^3 + 9
57595407857257307047668938317462184405237760*log(2)^34*log(16)^2 + 86497378116213096273486645196908134400000*l
og(2)^30*log(16)^7 - 1560993963597425208780656909607945967239168*log(2)^31*log(16)^6 + 84007360792906046628442
53044429570055340032*log(2)^32*log(16)^5 + 12869702697252621197862512176241409974599680*log(2)^33*log(16)^4 -
326977250359103760592080178594719814605864960*log(2)^34*log(16)^3 + 144594165583007288734250474036273757435199
4880*log(2)^35*log(16)^2) - 53760736992712703507228805562368*log(2)^19 + 1094820985686196812475064320524288*lo
g(2)^20 + 39613771870280522433521835797643264*log(2)^21 - 1658498847046271220046298761566093312*log(2)^22 + 22
031086657347903883066248535757291520*log(2)^23 - 84042291077794548383902109871932178432*log(2)^24 - 9374080457
83953149208069862188128403456*log(2)^25 + 12054374600967759214231986759876476928000*log(2)^26 - 37467461805775
816612670424250576999022592*log(2)^27 - 182817371456828152649119015828525720535040*log(2)^28 + 172867127516490
0504315207441959209094086656*log(2)^29 - 2953954223577008108186449925701019665170432*log(2)^30 - 1869118050893
5228900821670834550682427588608*log(2)^31 + 99971551718132268699782495252335525437112320*log(2)^32 - 443938481
16517921468797225372623870248353792*log(2)^33 - 1032105944022086380279552869560002233237504000*log(2)^34 + 256
9835090040655655434848372379522573315080192*log(2)^35 + 5219155347850664565316805008369957577749954560*log(2)^
36 - 24385733104753559945057562120888726168312741888*log(2)^37 - 170950328319627551199728125160362281804559810
56*log(2)^38 + 113792942938372680844256624567546258240481263616*log(2)^39 + 7018378126810116390710870032867565
4714865483776*log(2)^40 - 233424999284817948329979587575734888427966955520*log(2)^41 - 22152081549166629398614
7560913548268281012420608*log(2)^42 - x*(6002403069101998431525957732925440*log(2)^19*log(16) - 81691697005588
582820320515194880*log(2)^18*log(16) - 139006749777537893047281083750547456*log(2)^20*log(16) + 71105005002957
3615630098427851833344*log(2)^21*log(16) + 21062832230708707438089286065391140864*log(2)^22*log(16) - 39326550
6778394598615991739093518123008*log(2)^23*log(16) + 2248383153006288160542247941794703605760*log(2)^24*log(16)
+ 5876693281475382200933179881880647892992*log(2)^25*log(16) - 142038276399523029244010249803305106538496*log
(2)^26*log(16) + 587989808871652981266170872167261800497152*log(2)^27*log(16) + 111948072813564517739904734850
2741800452096*log(2)^28*log(16) - 17998244519617183021631357078664136492056576*log(2)^29*log(16) + 46915196080
785954189297074588420052910866432*log(2)^30*log(16) + 134755603204049255376128773410815934417862656*log(2)^31*
log(16) - 1114516850852450771890268338555730469819777024*log(2)^32*log(16) + 128168847296267834012526835298309
2517148819456*log(2)^33*log(16) + 10334192071892711621600033485052183450210009088*log(2)^34*log(16) - 31361367
108734789734723287078660842550032596992*log(2)^35*log(16) - 51024186701630412749897335639756245626341294080*lo
g(2)^36*log(16) + 259433849064666659622717814076838300040757772288*log(2)^37*log(16) + 18462301616156155929361
7850918245971601280466944*log(2)^38*log(16) - 1097546782645106708696346068441816814982652755968*log(2)^39*log(
16) - 760182155341632828674868389776427016822391308288*log(2)^40*log(16) + 19782437521484598159839050538924960
08597028732928*log(2)^41*log(16) + 1917529140334225972023715502554171851428415406080*log(2)^42*log(16) + 81691
697005588582820320515194880*log(2)^19 - 6073937077223002312778952933900288*log(2)^20 + 14450092736153480240079
7990424936448*log(2)^21 - 842952299210346056814899956788756480*log(2)^22 - 20276551517202560183280893348070555
648*log(2)^23 + 409361444927758473242456815726466433024*log(2)^24 - 2547226474173226323787265170718645551104*l
og(2)^25 - 4384695941599657158424216042778061176832*log(2)^26 + 146667488084484329426936075052354392555520*log
(2)^27 - 659836757137983838262749822959659796922368*log(2)^28 - 959267189653867098284082178716392969207808*log
(2)^29 + 18556382443939897357027621210518145386676224*log(2)^30 - 48507216946337562725278121475178369432682496
*log(2)^31 - 133659637532202917530918326815643682838937600*log(2)^32 + 105264654677473055910521414201665666022
3754240*log(2)^33 - 1152834117119921224179679777305489129458368512*log(2)^34 - 8964354550407422987280135428256
849376623722496*log(2)^35 + 27905721701408511384468281004816657193214410752*log(2)^36 + 3794509021460092144528
3355046136033999627223040*log(2)^37 - 229230739033877152918685976691986239435996921856*log(2)^38 - 10742746675
2425255022922006132194397748604174336*log(2)^39 + 999837111278200897683930049882742207653003395072*log(2)^40 +
507060479859431482275483810348473243958975135744*log(2)^41 - 197816040202437673363291048106265324156424185446
4*log(2)^42 - 1772166523933330351889180487308386146248099364864*log(2)^43 + 319108191428080401641877012480*log
(2)^15*log(16)^4 - 5105731062849286426270032199680*log(2)^16*log(16)^3 + 30634386377095718557620193198080*log(
2)^17*log(16)^2 - 279429719222671411144512503808*log(2)^15*log(16)^5 - 19255441200339610205980584837120*log(2)
^16*log(16)^4 + 352795814281061189078811358003200*log(2)^17*log(16)^3 - 2206192395837621986039112149237760*log
(2)^18*log(16)^2 + 61157269495887461418918739968*log(2)^15*log(16)^6 + 20483114875553727779472716857344*log(2)
^16*log(16)^5 + 226941746377793683579526681985024*log(2)^17*log(16)^4 - 6986647627088031332604277596094464*log
(2)^18*log(16)^3 + 48709326437569588736905582932393984*log(2)^19*log(16)^2 - 4856227345328793337367875289088*l
og(2)^16*log(16)^6 - 437543523337131654980244967784448*log(2)^17*log(16)^5 + 448491032985629912922957657459916
8*log(2)^18*log(16)^4 + 4464369458261134200996850021957632*log(2)^19*log(16)^3 - 18544805722351150121515213093
2867072*log(2)^20*log(16)^2 + 114050530752254238658159215378432*log(2)^17*log(16)^6 + 124660054509731989556473
6605978624*log(2)^18*log(16)^5 - 117398973005990297230282249797107712*log(2)^19*log(16)^4 + 153294280151738814
6911714344112750592*log(2)^20*log(16)^3 - 8360790596584530238442238963710164992*log(2)^21*log(16)^2 + 12029117
78031718717005143998464*log(2)^17*log(16)^7 - 497201025494910379607223800168448*log(2)^18*log(16)^6 + 70637508
919386126338623963360395264*log(2)^19*log(16)^5 + 546880438542183575464752746374103040*log(2)^20*log(16)^4 - 1
9426449220674396335422997705659514880*log(2)^21*log(16)^3 + 137292247362661673702141633041451188224*log(2)^22*
log(16)^2 - 85434783691461839288611626811392*log(2)^18*log(16)^7 - 14616261455178927089835839720521728*log(2)^
19*log(16)^6 - 919826974634855472452297254665977856*log(2)^20*log(16)^5 + 721508653537222172060590873913799475
2*log(2)^21*log(16)^4 + 51205241700125852817688855938846425088*log(2)^22*log(16)^3 - 6604583104545477412039313
38287423160320*log(2)^23*log(16)^2 + 1122455160365662219562427233599488*log(2)^19*log(16)^7 + 1768252755760314
67116676256781828096*log(2)^20*log(16)^6 + 2819317374014541518303831530609311744*log(2)^21*log(16)^5 - 9196558
3203539407447664006350950629376*log(2)^22*log(16)^4 + 783965000440107264837386100023928815616*log(2)^23*log(16
)^3 - 3086393471091274668884848031459388162048*log(2)^24*log(16)^2 + 9480590840290722190167694639104*log(2)^19
*log(16)^8 + 12154166421665518772468290525593600*log(2)^20*log(16)^7 - 303843451736132624108023026762645504*lo
g(2)^21*log(16)^6 + 20987551588416145697284032174068072448*log(2)^22*log(16)^5 + 27009172307947893162512489825
3467287552*log(2)^23*log(16)^4 - 7400001191335265138083762905040885383168*log(2)^24*log(16)^3 + 50343484213739
833673276488387497623027712*log(2)^25*log(16)^2 - 769016137828120173938520021270528*log(2)^20*log(16)^8 - 2818
13796851122072889838015954812928*log(2)^21*log(16)^7 - 1326835621401533571739165926377914368*log(2)^22*log(16)
^6 - 213348223570330847510044483530761699328*log(2)^23*log(16)^5 + 1415989988543665773482593588589226885120*lo
g(2)^24*log(16)^4 + 15747375631141915694059031448312833114112*log(2)^25*log(16)^3 - 17711731379239951075919875
7588049328078848*log(2)^26*log(16)^2 + 6542836992404977057359553835827200*log(2)^21*log(16)^8 + 17348539898457
4096165375719776452608*log(2)^22*log(16)^7 - 23692003735439137430471006337663762432*log(2)^23*log(16)^6 + 9687
73699273661594410488451806454087680*log(2)^24*log(16)^5 - 15737481180445945311890272749170844499968*log(2)^25*
log(16)^4 + 125192050165317110889550107105551783559168*log(2)^26*log(16)^3 - 525025296760800936795533738154118
285885440*log(2)^27*log(16)^2 - 40261625447447270309394892455936*log(2)^21*log(16)^9 + 10677950195864333532987
1641050087424*log(2)^22*log(16)^8 + 20499508048688481715558005256375762944*log(2)^23*log(16)^7 + 1654197011041
3033782573642102922543104*log(2)^24*log(16)^6 - 1500683561014217084049065871919867232256*log(2)^25*log(16)^5 +
66656284802980569526261141876580007542784*log(2)^26*log(16)^4 - 1037349812127410351308966147247067308752896*l
og(2)^27*log(16)^3 + 6493066716941240342737934823897810541215744*log(2)^28*log(16)^2 - 75840338431503510596987
8257893376*log(2)^22*log(16)^9 - 1315513388521894767866643901902225408*log(2)^23*log(16)^8 - 84111379824055377
141354877466160660480*log(2)^24*log(16)^7 + 2474590142973199657116509627996165898240*log(2)^25*log(16)^6 - 306
63800590151816997504543751127049437184*log(2)^26*log(16)^5 + 24698126389703243659949606742780964503552*log(2)^
27*log(16)^4 + 2172898391460299940926185918661144686362624*log(2)^28*log(16)^3 - 16363342566497998358942753723
697409264975872*log(2)^29*log(16)^2 + 8406398958672678283039614424842240*log(2)^23*log(16)^9 - 475507976133549
573059932626534531072*log(2)^24*log(16)^8 - 501589241957285221984688056301871169536*log(2)^25*log(16)^7 - 9521
493618072323149535456549795379806208*log(2)^26*log(16)^6 + 237412621382753799374071379634134685057024*log(2)^2
7*log(16)^5 - 2151458197713061170413063655551935986008064*log(2)^28*log(16)^4 + 131434383713703055574825601502
10805227323392*log(2)^29*log(16)^3 - 55727063845597639242127926725926836271841280*log(2)^30*log(16)^2 + 435677
05108999645344790470914255880192*log(2)^25*log(16)^8 + 3554342569036458743002184619515581562880*log(2)^26*log(
16)^7 - 53692765842602256916353693374377220898816*log(2)^27*log(16)^6 - 70580954073114154516402031334621110599
68*log(2)^28*log(16)^5 + 7875747508528830987015457999916637112762368*log(2)^29*log(16)^4 - 9050118049309772646
7003406933076113281253376*log(2)^30*log(16)^3 + 459210531426575955163582520181663231564054528*log(2)^31*log(16
)^2 - 65396959356462372722337934011776630784*log(2)^26*log(16)^8 + 2918878721881981546257492013867792859136*lo
g(2)^27*log(16)^7 + 334543858029825858698021269595920772628480*log(2)^28*log(16)^6 - 5232676888491288965322491
106477866898948096*log(2)^29*log(16)^5 + 22542346652913760251907138549193723602796544*log(2)^30*log(16)^4 + 25
931587323083394934539753210296432320315392*log(2)^31*log(16)^3 - 466246854317504257559511321638925984690339840
*log(2)^32*log(16)^2 - 513278200015121909655512187625562701824*log(2)^27*log(16)^8 - 6190606790849494330765759
1706789636734976*log(2)^28*log(16)^7 + 418762442281594458141793743693216428851200*log(2)^29*log(16)^6 + 921269
5703174944371127672158512372999258112*log(2)^30*log(16)^5 - 165583392383374199540477675957925137652645888*log(
2)^31*log(16)^4 + 1223398833067337029669616990617540906350280704*log(2)^32*log(16)^3 - 48988584218897987544733
04918842342584367448064*log(2)^33*log(16)^2 + 697926239491168676645014319674410663936*log(2)^28*log(16)^8 + 45
277972995750161358073340760571735179264*log(2)^29*log(16)^7 - 5091845537883059402968906038604449196277760*log(
2)^30*log(16)^6 + 59833092467891953918421526290842614811852800*log(2)^31*log(16)^5 - 9783669256925583850521343
6279519439002533888*log(2)^32*log(16)^4 - 1936057945583606197425698331010944526939324416*log(2)^33*log(16)^3 +
12830824223816557842188619695056858498115567616*log(2)^34*log(16)^2 + 253829467051483165109132687284732585574
4*log(2)^29*log(16)^8 + 593843241612732263667720617429978880933888*log(2)^30*log(16)^7 - 964381292180857092302
999933515375080112128*log(2)^31*log(16)^6 - 133924055813861383632032559943624148429832192*log(2)^32*log(16)^5
+ 1662446438909393933188178375018330263243456512*log(2)^33*log(16)^4 - 940327745277706806040076227478290818761
8050048*log(2)^34*log(16)^3 + 29597974174056576287377355150646308319422054400*log(2)^35*log(16)^2 - 6626164475
23855859782082516306168389828608*log(2)^31*log(16)^7 + 42931569087992282247406427789057908971405312*log(2)^32*
log(16)^6 - 462905575246288067830745277231361239432560640*log(2)^33*log(16)^5 + 490154628341296797639344513871
338686679875584*log(2)^34*log(16)^4 + 17207052923128969317656963911185524611797221376*log(2)^35*log(16)^3 - 10
7888232451025128394870443117138141421317914624*log(2)^36*log(16)^2 - 37282211696877272785030321087820521631907
84*log(2)^32*log(16)^7 + 8069166699983210474181770682366949041635328*log(2)^33*log(16)^6 + 7689538348297436855
30982450182771121806376960*log(2)^34*log(16)^5 - 9241843474074582880314210499315907392884965376*log(2)^35*log(
16)^4 + 47913210316857863408504677181068631406035337216*log(2)^36*log(16)^3 - 13068593667714100395564948330850
9819714173665280*log(2)^37*log(16)^2 + 1464014700128199999942139501228160817561600*log(2)^33*log(16)^7 - 19303
1550417210431464932612130799640259854336*log(2)^34*log(16)^6 + 2472584050877879079180929401399903328466370560*
log(2)^35*log(16)^5 - 6644621847526019975853739285688094911719538688*log(2)^36*log(16)^4 - 5533668575916365277
9656702056555795359845056512*log(2)^37*log(16)^3 + 429229115401150384388630041956648774001735237632*log(2)^38*
log(16)^2 + 12263997487984921465483891109764697948160000*log(2)^34*log(16)^7 - 1218848760122926911939418584835
40578227191808*log(2)^35*log(16)^6 - 1000838126733253384746948855216146845318250496*log(2)^36*log(16)^5 + 2179
7778404529089498801107054499752277012643840*log(2)^37*log(16)^4 - 14250313039175514202379598152197229466599030
7840*log(2)^38*log(16)^3 + 462300160881127461629663910522441054117534105600*log(2)^39*log(16)^2 + 908444258369
2534418876956377603479961600000*log(2)^35*log(16)^7 + 301179068621082027498665020334473900141314048*log(2)^36*
log(16)^6 - 6272050324905918406565380795651565887395201024*log(2)^37*log(16)^5 + 32808878641587404433343628746
925786600004648960*log(2)^38*log(16)^4 + 11680180334678370525534112181984183746339799040*log(2)^39*log(16)^3 -
627581782493422737443957744700048560260487577600*log(2)^40*log(16)^2 + 29070216267816110140406260408331135877
1200000*log(2)^37*log(16)^6 - 4083411882534579106314474262029131329478590464*log(2)^38*log(16)^5 + 11899718607
932917789314460260587900484483809280*log(2)^39*log(16)^4 + 90851635250559762584084384528616065737697525760*log
(2)^40*log(16)^3 - 735505309230285260133537671341102802177926103040*log(2)^41*log(16)^2) - 2100028788777839980
75112521728*log(2)^15*log(16)^4 + 3360046062044543969201800347648*log(2)^16*log(16)^3 - 2016027637226726381521
0802085888*log(2)^17*log(16)^2 + 215536534319181013372788277248*log(2)^15*log(16)^5 + 828059926229810084766107
566080*log(2)^16*log(16)^4 - 47734804310745923495903845416960*log(2)^17*log(16)^3 + 35538051684661346525471532
1221120*log(2)^18*log(16)^2 - 54311965104271265582945402880*log(2)^15*log(16)^6 - 4330598589188685473540802084
864*log(2)^16*log(16)^5 + 232720788211985660825868768903168*log(2)^17*log(16)^4 - 2961117521788113677501201853
186048*log(2)^18*log(16)^3 + 16172355636187901053635644104900608*log(2)^19*log(16)^2 + 14360449620313243473535
74408192*log(2)^16*log(16)^6 - 133029083601219684032724068204544*log(2)^17*log(16)^5 - 45798129775799939043588
41351405568*log(2)^18*log(16)^4 + 92723523466074956750364737292730368*log(2)^19*log(16)^3 - 593396034894639753
898822399854379008*log(2)^20*log(16)^2 + 22961397197408028346654541217792*log(2)^17*log(16)^6 + 48620918288293
71946480206945976320*log(2)^18*log(16)^5 + 4591639442410013864079495612334080*log(2)^19*log(16)^4 - 8807915121
03942009545822853912330240*log(2)^20*log(16)^3 + 6928790223087097908999756784462725120*log(2)^21*log(16)^2 - 1
323786994855495157735390969856*log(2)^17*log(16)^7 - 1096225831395420465736819012534272*log(2)^18*log(16)^6 -
47980017204780633453871708759916544*log(2)^19*log(16)^5 + 616480656130537488957122065918328832*log(2)^20*log(1
6)^4 - 771857549663655037938042213972836352*log(2)^21*log(16)^3 - 14974667473412345917847991298591555584*log(2
)^22*log(16)^2 + 15908118117687582664378193805312*log(2)^18*log(16)^7 + 10765306317641065517898001947820032*lo
g(2)^19*log(16)^6 + 21666154644585593063783796716863488*log(2)^20*log(16)^5 - 57512200551701470667886480463641
96864*log(2)^21*log(16)^4 + 74630807314673613574830690157423755264*log(2)^22*log(16)^3 - 398999765884028469413
422815496133148672*log(2)^23*log(16)^2 + 744747168591479793156456223604736*log(2)^19*log(16)^7 - 4340178058328
791153076120919736320*log(2)^20*log(16)^6 + 2599896098365806642111877463905665024*log(2)^21*log(16)^5 + 523021
5324712915606055574239220596736*log(2)^22*log(16)^4 - 500784327649854518705533995038671896576*log(2)^23*log(16
)^3 + 3844028998302289451889247106298651082752*log(2)^24*log(16)^2 - 14241506717983853422378047504384*log(2)^1
9*log(16)^8 - 13393666921256080385449757050404864*log(2)^20*log(16)^7 - 293780322246684284381876751943335936*l
og(2)^21*log(16)^6 - 17345879937773641850304259862946643968*log(2)^22*log(16)^5 + 1954531554444368896827647897
19421157376*log(2)^23*log(16)^4 + 144953035984238891477529854975913492480*log(2)^24*log(16)^3 - 79838090134772
46786264627763903041896448*log(2)^25*log(16)^2 + 63599464036788683180798461870080*log(2)^20*log(16)^8 - 188150
30917997034840219010839085056*log(2)^21*log(16)^7 - 354171388036410519854362153350856704*log(2)^22*log(16)^6 +
42532464150270013871343618727228735488*log(2)^23*log(16)^5 - 1314468973194462932056240731024028336128*log(2)^
24*log(16)^4 + 14844584313114337980818498886437676515328*log(2)^25*log(16)^3 - 7740944492728744975713461158041
5769575424*log(2)^26*log(16)^2 + 6782915114834491067826124678496256*log(2)^21*log(16)^8 + 14124133831968295298
77082493809590272*log(2)^22*log(16)^7 - 2478250218337698414440281535472992256*log(2)^23*log(16)^6 + 1200489970
12652698331072573786384498688*log(2)^24*log(16)^5 + 3359694201423622329784175266051085303808*log(2)^25*log(16)
^4 - 82834969863118796682526936135331072704512*log(2)^26*log(16)^3 + 57302366141012209118854301742199008657408
0*log(2)^27*log(16)^2 - 21320577069097372456984529338368*log(2)^21*log(16)^9 - 7187377494214339535259262251329
1264*log(2)^22*log(16)^8 - 4485176224693883324563485773921255424*log(2)^23*log(16)^7 + 17874261769808348637165
5655498637639680*log(2)^24*log(16)^6 - 2969426880491783478939867382195754631168*log(2)^25*log(16)^5 + 13759364
768588715718496318222269119725568*log(2)^26*log(16)^4 + 70483958294287209948263394361597545676800*log(2)^27*lo
g(16)^3 - 847940101337431377474226464970252115509248*log(2)^28*log(16)^2 + 341129233105557959311752469413888*l
og(2)^22*log(16)^9 - 174056995289852930691935631738667008*log(2)^23*log(16)^8 - 488829070762869253016847921767
69236992*log(2)^24*log(16)^7 - 544965761793841889358288840910039941120*log(2)^25*log(16)^6 + 17107965767961674
577503880510948092411904*log(2)^26*log(16)^5 - 195435244242699187307033021213989681496064*log(2)^27*log(16)^4
+ 1535100161558409629357498630005629307060224*log(2)^28*log(16)^3 - 744490898137342300329663451182319769380454
4*log(2)^29*log(16)^2 + 3816538028187426675582184194349989888*log(2)^24*log(16)^8 + 27872190459624442112215312
4541411360768*log(2)^25*log(16)^7 - 5405712689770890423327687776583139983360*log(2)^26*log(16)^6 + 19964081747
950463676955990406061656899584*log(2)^27*log(16)^5 + 545042377679337021460087200041369082003456*log(2)^28*log(
16)^4 - 7711822701505456598353990077937202849906688*log(2)^29*log(16)^3 + 417673816210666479700260466024546779
04687104*log(2)^30*log(16)^2 - 3834256368967639821095004147567034368*log(2)^25*log(16)^8 + 5108980546351432578
65430723943515291648*log(2)^26*log(16)^7 + 27617860539159966192613729022435269804032*log(2)^27*log(16)^6 - 493
739062171434968853140164680534397550592*log(2)^28*log(16)^5 + 2687959266405183462823816740201596253634560*log(
2)^29*log(16)^4 - 3717734777486900367797602011752994793586688*log(2)^30*log(16)^3 - 14037465498140658072478675
420931909234982912*log(2)^31*log(16)^2 - 56768899495392461528165533000201666560*log(2)^26*log(16)^8 - 59320581
89637026516988936936929529692160*log(2)^27*log(16)^7 + 57615159693013508635799401832539565850624*log(2)^28*log
(16)^6 + 640120413640677293832138164270092775325696*log(2)^29*log(16)^5 - 153903321907551626089709158632949687
26552576*log(2)^30*log(16)^4 + 126485241614328486582661312463106161692901376*log(2)^31*log(16)^3 - 53719659615
5369380895693606310308516405968896*log(2)^32*log(16)^2 + 66131118198853119959056727004879519744*log(2)^27*log(
16)^8 + 1879716291056958271815566019057313382400*log(2)^28*log(16)^7 - 498386201264634879917404357768331988566
016*log(2)^29*log(16)^6 + 6440470512264673243483126147519966926077952*log(2)^30*log(16)^5 - 162658893450365104
97660017441135924221050880*log(2)^31*log(16)^4 - 152921195632896284126861947085676314357661696*log(2)^32*log(1
6)^3 + 1140475744918188583052350809214236411580907520*log(2)^33*log(16)^2 + 3102476591629694270672844589434069
31968*log(2)^28*log(16)^8 + 64173188706907674306484720544308241891328*log(2)^29*log(16)^7 - 260502879776918071
793086086162814511087616*log(2)^30*log(16)^6 - 12332894875853030944073297184515833133531136*log(2)^31*log(16)^
5 + 174472603784555015871511987253401322967269376*log(2)^32*log(16)^4 - 10776374068828742516091635123341378663
72251648*log(2)^33*log(16)^3 + 3660100764679089429599031990026362431800868864*log(2)^34*log(16)^2 - 5836896858
9081960998062796397116179611648*log(2)^30*log(16)^7 + 4643486001377815491352560667258848100220928*log(2)^31*lo
g(16)^6 - 53194584491737955810288579132668090156843008*log(2)^32*log(16)^5 + 876111015009381308903468367148608
69782077440*log(2)^33*log(16)^4 + 1688679771457633377011988275415955909619220480*log(2)^34*log(16)^3 - 1120610
8871620562368523955573260927092610039808*log(2)^35*log(16)^2 - 430058044203562217624073720987411491586048*log(
2)^31*log(16)^7 + 1679843135434294130508556247014040244584448*log(2)^32*log(16)^6 + 78114179979163556158925585
001622858062888960*log(2)^33*log(16)^5 - 1034904956755398833052757795575091975239499776*log(2)^34*log(16)^4 +
5763331374128233326276779672811049765312659456*log(2)^35*log(16)^3 - 17004805285199475417333756791983014545146
773504*log(2)^36*log(16)^2 + 131546986944329004260847176921000391475200*log(2)^32*log(16)^7 - 2210533595553256
6024722634199408023852548096*log(2)^33*log(16)^6 + 291874521349139852586486698900036559864594432*log(2)^34*log
(16)^5 - 857015048636749918334172657237204071262191616*log(2)^35*log(16)^4 - 587151361761388108702332823818047
7414496272384*log(2)^36*log(16)^3 + 47987618079039262176318684290131540677287215104*log(2)^37*log(16)^2 + 1462
027478313017258038010167020560056320000*log(2)^33*log(16)^7 - 16169126821436831236126528347805105879252992*log
(2)^34*log(16)^6 - 96042907261017560084627713293554614989225984*log(2)^35*log(16)^5 + 252650703094403204035777
8295218263184648437760*log(2)^36*log(16)^4 - 17460531207587193681962633407837155135282216960*log(2)^37*log(16)
^3 + 59099168268144795593243119284929032615467417600*log(2)^38*log(16)^2 + 11355553229615668023596195472004349
95200000*log(2)^34*log(16)^7 + 35376272931712119832613888447408367527264256*log(2)^35*log(16)^6 - 752104635280
938401552590769284343147412848640*log(2)^36*log(16)^5 + 4008143278573949633938934372579880352465551360*log(2)^
37*log(16)^4 + 750244141439798170503604768618209954716712960*log(2)^38*log(16)^3 - 727015875833162385857014550
30153704390545899520*log(2)^39*log(16)^2 + 36337770334770137675507825510413919846400000*log(2)^36*log(16)^6 -
510426485316822388289309282753641416184823808*log(2)^37*log(16)^5 + 148746482599161472366430753257348756056047
6160*log(2)^38*log(16)^4 + 11356454406319970323010548066077008217212190720*log(2)^39*log(16)^3 - 9193816365378
5657516692208917637850272240762880*log(2)^40*log(16)^2) - 68147594273614240705671069696*log(2)^17*log(16)^4 +
1090361508377827851290737115136*log(2)^18*log(16)^3 - 6542169050266967107744422690816*log(2)^19*log(16)^2 + 93
828961649765075439014903808*log(2)^17*log(16)^5 + 2786530362323563485118637015040*log(2)^18*log(16)^4 - 595971
19661139427832140576849920*log(2)^19*log(16)^3 + 387607985694761391133328230318080*log(2)^20*log(16)^2 - 35820
124368242983738017841152*log(2)^17*log(16)^6 - 5295614380529764652449127202816*log(2)^18*log(16)^5 - 245229777
03521954790572203966464*log(2)^19*log(16)^4 + 1285515703332464640225678452588544*log(2)^20*log(16)^3 - 9545240
099338365587691779930456064*log(2)^21*log(16)^2 + 3368718588828350168810127360*log(2)^17*log(16)^7 + 226039953
2157078061553050189824*log(2)^18*log(16)^6 + 118221289102539453280365808975872*log(2)^19*log(16)^5 - 529853175
888173151081467448655872*log(2)^20*log(16)^4 - 13361250561912504043855493241765888*log(2)^21*log(16)^3 + 12678
6911474572076332258870519922688*log(2)^22*log(16)^2 - 253263336764443437242385432576*log(2)^18*log(16)^7 - 571
91097766124085918344436252672*log(2)^19*log(16)^6 - 1263044405592764809206663412187136*log(2)^20*log(16)^5 + 1
3831176153837530994742815904235520*log(2)^21*log(16)^4 + 56262131071490116730353743361474560*log(2)^22*log(16)
^3 - 969530073831215816766387771792162816*log(2)^23*log(16)^2 + 6827107272106977342480860577792*log(2)^19*log(
16)^7 + 715731240709840229529164149948416*log(2)^20*log(16)^6 + 5484620954379299161990069091303424*log(2)^21*l
og(16)^5 - 122584871864675617425139265565622272*log(2)^22*log(16)^4 + 106511727867448002097858571730419712*log
(2)^23*log(16)^3 + 4084631474691556861800723653433753600*log(2)^24*log(16)^2 + 109011383322321390387075219456*
log(2)^19*log(16)^8 - 77013875069107080864483350937600*log(2)^20*log(16)^7 - 421226600626618670824697572098048
0*log(2)^21*log(16)^6 + 6957880573058009227762384414703616*log(2)^22*log(16)^5 + 40947325368016290483028322990
7910656*log(2)^23*log(16)^4 - 1589339290697204720434969879007723520*log(2)^24*log(16)^3 - 68716988956685428932
97953684118831104*log(2)^25*log(16)^2 - 5358473999415413792189089579008*log(2)^20*log(16)^8 + 2115108608906916
36335179443732480*log(2)^21*log(16)^7 + 4840939907882873121526300526247936*log(2)^22*log(16)^6 - 1015246648321
40267851147037858856960*log(2)^23*log(16)^5 + 420140865732021485269053387313250304*log(2)^24*log(16)^4 + 17374
28458781901923261090523783364608*log(2)^25*log(16)^3 - 18729865255905824997642217710982004736*log(2)^26*log(16
)^2 + 84927198614856186162165074362368*log(2)^21*log(16)^8 + 1830511211189119154861211440381952*log(2)^22*log(
16)^7 + 63001618681039623282278844805939200*log(2)^23*log(16)^6 - 242782811746991269074896338387206144*log(2)^
24*log(16)^5 - 3754566077614440050710596786761760768*log(2)^25*log(16)^4 - 29952105200058947048036071515189411
84*log(2)^26*log(16)^3 + 260732209833787795545141590997916975104*log(2)^27*log(16)^2 + 10446360665590186234763
34329856*log(2)^21*log(16)^9 - 127828490727962405298606692106240*log(2)^22*log(16)^8 - 46384577779864548932403
5319791616*log(2)^23*log(16)^7 - 382076059218914218446265050917240832*log(2)^24*log(16)^6 + 335773074566189003
6112196262990708736*log(2)^25*log(16)^5 - 18390415280581999201196052560788586496*log(2)^26*log(16)^4 + 2571939
14461395358622523601190777782272*log(2)^27*log(16)^3 - 1978603934296782886092872626844171501568*log(2)^28*log(
16)^2 - 34589774431116442314575393587200*log(2)^22*log(16)^9 - 9424380659790175555835158597730304*log(2)^23*lo
g(16)^8 - 81358956785349684518518000000696320*log(2)^24*log(16)^7 + 2007409126832554222235745280422051840*log(
2)^25*log(16)^6 - 15932221631220447245565027659418697728*log(2)^26*log(16)^5 + 1777921761631334859020781740100
47201280*log(2)^27*log(16)^4 - 1583694006458924971636345634740317978624*log(2)^28*log(16)^3 + 7275258217726597
131318584595345215324160*log(2)^29*log(16)^2 + 428893501346804443940133531549696*log(2)^23*log(16)^9 + 7873573
1777575679960144466375868416*log(2)^24*log(16)^8 - 702718362712795966474488920055742464*log(2)^25*log(16)^7 +
1972093387668312249064795142715604992*log(2)^26*log(16)^6 + 34132254806708532943863917486970765312*log(2)^27*l
og(16)^5 - 491490388012460558608719492174198079488*log(2)^28*log(16)^4 + 1512173816116529131695425634638411857
920*log(2)^29*log(16)^3 + 5447750155989071221066058950423181524992*log(2)^30*log(16)^2 - 138627078200710281237
1577286426624*log(2)^24*log(16)^9 + 58458433925033615524120603769438208*log(2)^25*log(16)^8 + 6857989130140954
291448931370666033152*log(2)^26*log(16)^7 - 118339166298668235729425604781824540672*log(2)^27*log(16)^6 + 7590
96395741847592118877327240317632512*log(2)^28*log(16)^5 - 4149227836347980285051398915510235037696*log(2)^29*l
og(16)^4 + 32083497754447825277505001794203119779840*log(2)^30*log(16)^3 - 17143641879868300869155680351157433
1392000*log(2)^31*log(16)^2 - 12387850159318260266159155087147008*log(2)^25*log(16)^9 - 2601545798014029342666
481539886350336*log(2)^26*log(16)^8 + 16579121346871325207183184553203204096*log(2)^27*log(16)^7 + 26215961680
0305852279510829777230495744*log(2)^28*log(16)^6 - 4651318659961740080527132137854840340480*log(2)^29*log(16)^
5 + 39555593248501436392010187576470377857024*log(2)^30*log(16)^4 - 219346487635970957635874553919160312659968
*log(2)^31*log(16)^3 + 754127224009734530321252913275825635196928*log(2)^32*log(16)^2 + 6764295727302609048321
4006125330432*log(2)^26*log(16)^9 + 4858620415345335062832458387033161728*log(2)^27*log(16)^8 - 21251779887414
4520954804704341903015936*log(2)^28*log(16)^7 + 2493511764011561464020606698535952318464*log(2)^29*log(16)^6 -
9980689187630721046143636473382709493760*log(2)^30*log(16)^5 - 10814123727695574058136635684468876640256*log(
2)^31*log(16)^4 + 180514434092831443482760545920632284512256*log(2)^32*log(16)^3 - 342601575812064114386391748
024341777874944*log(2)^33*log(16)^2 + 32931434394881592566168967683304849408*log(2)^28*log(16)^8 - 77813862193
306315934870574372514430976*log(2)^29*log(16)^7 - 6736259732944405547261374817567294619648*log(2)^30*log(16)^6
+ 94332243742990990917242027125724990668800*log(2)^31*log(16)^5 - 688177369457600611013524034384665522470912*
log(2)^32*log(16)^4 + 3348883401923824876614267040071082982768640*log(2)^33*log(16)^3 - 1073050303143927781798
9444975287004569796608*log(2)^34*log(16)^2 - 92743140318891416121792133203253788672*log(2)^29*log(16)^8 + 2886
691407438466126516310075409917018112*log(2)^30*log(16)^7 - 30399886296772136585015735885541584928768*log(2)^31
*log(16)^6 + 84377030390391421638697260046950290423808*log(2)^32*log(16)^5 + 789426140796047566057861744603773
687300096*log(2)^33*log(16)^4 - 7765781027533200817795297776944667980464128*log(2)^34*log(16)^3 + 286998399950
68581257252389523005156997726208*log(2)^35*log(16)^2 - 258582456393691134262295262338954035200*log(2)^30*log(1
6)^8 + 637144677437378525598364560442263601152*log(2)^31*log(16)^7 + 58760113706627813154842207878412136087552
*log(2)^32*log(16)^6 - 801147620906548687315329155220954566098944*log(2)^33*log(16)^5 + 5136929867645903754956
834812211376263528448*log(2)^34*log(16)^4 - 20100868012169358133279005182394525504503808*log(2)^35*log(16)^3 +
51115935214032155482515388844130028392284160*log(2)^36*log(16)^2 + 492092455629096941940508959052922880000*lo
g(2)^31*log(16)^8 - 17426308872726529671762964670578050465792*log(2)^32*log(16)^7 + 20062778529461906970314315
7312721854136320*log(2)^33*log(16)^6 - 654104351437513836943316738483937066614784*log(2)^34*log(16)^5 - 485194
6371924290724712902669508048626647040*log(2)^35*log(16)^4 + 53405450727713227106673497209723257933004800*log(2
)^36*log(16)^3 - 208564221191233763739672620914789846332997632*log(2)^37*log(16)^2 + 1108940745079655080429315
964062924800000*log(2)^32*log(16)^8 - 8036183076183638064448732583094078406656*log(2)^33*log(16)^7 - 146469485
045184885505813614835278607810560*log(2)^34*log(16)^6 + 2390602293670071875414535960303903763857408*log(2)^35*
log(16)^5 - 14530537523733134763823632735488086187704320*log(2)^36*log(16)^4 + 4588627652711296572761574640963
9977576038400*log(2)^37*log(16)^3 - 77618476723753220253670791755445669174706176*log(2)^38*log(16)^2 + 2365740
2561699308382492073900009062400000*log(2)^34*log(16)^7 - 438767221239119796763733396842776077795328*log(2)^35*
log(16)^6 + 2463791673123252259743619339169839800385536*log(2)^36*log(16)^5 + 30357178967172552516413829228491
62887168000*log(2)^37*log(16)^4 - 93126437813948908834791455218088793782353920*log(2)^38*log(16)^3 + 425399009
755087047739635011685313676857835520*log(2)^39*log(16)^2) - 77131361145993334315687084032*log(2)^19*log(16) +
3573498711755993909337551536128*log(2)^20*log(16) - 44338996348832328338299661844480*log(2)^21*log(16) - 50573
7378161529903838149941919744*log(2)^22*log(16) + 21578602649121915364546366962401280*log(2)^23*log(16) - 28630
9223969873367471812805075664896*log(2)^24*log(16) + 1987574651665400464592737037941997568*log(2)^25*log(16) -
6541503224173350880035213250048032768*log(2)^26*log(16) - 6184562223327266831632598324496826368*log(2)^27*log(
16) + 157882696032031008229153474878778638336*log(2)^28*log(16) - 643844057962596444023548754446365229056*log(
2)^29*log(16) + 599214386032231287524388225903570714624*log(2)^30*log(16) + 4864672285334527820183077567349347
319808*log(2)^31*log(16) - 18681431343285720000595034615980857753600*log(2)^32*log(16) + 929465343172424285969
360023117916798976*log(2)^33*log(16) + 102736141409803592677624402215097186910208*log(2)^34*log(16) + 61373199
37678428353835449745521195876352*log(2)^35*log(16) - 582929584712929435962714234070838865297408*log(2)^36*log(
16) - 437404811756171860054328819511000563712000*log(2)^37*log(16) + 27001622549354657968911624723727544714526
72*log(2)^38*log(16) + 2025072712985358329568986226157819741077504*log(2)^39*log(16) - 23479044672306144956734
78965646211407675392*log(2)^40*log(16) - 9927478855459201612948737929445082902036480*log(2)^41*log(16) + 10284
1814861324445754249445376*log(2)^20 - 5037077934201441840040972910592*log(2)^21 + 7187088970066569546981707454
8736*log(2)^22 + 508314102509669835694662676905984*log(2)^23 - 30282793482394466350197916796190720*log(2)^24 +
452932447461066449023337301792522240*log(2)^25 - 3597409817971644776510093355273682944*log(2)^26 + 1524168788
4951251941562234800422518784*log(2)^27 - 13700378592033829850127612856573624320*log(2)^28 - 213270505655437380
899540950886274564096*log(2)^29 + 1200923192976972776279673248802140061696*log(2)^30 - 21706385281090880332746
89646570988634112*log(2)^31 - 4908308900107867060867119176759774281728*log(2)^32 + 329420967040972169864445764
07883308072960*log(2)^33 - 41443578611279474817107617659684296589312*log(2)^34 - 11342716735881818923519768602
2430907170816*log(2)^35 + 271907562792449251420486910622836780433408*log(2)^36 + 34462946718196513903808152984
4752629891072*log(2)^37 - 613801156857104863320871069661496002740224*log(2)^38 - 19003992463538161161127065567
71369232629760*log(2)^39 + 986539236817627794802972573070189911867392*log(2)^40 + 2554484691583782728358740953
672914542002176*log(2)^41 + 4326617187859964392563798424106617389711360*log(2)^42 + x*(31815669355614288012083
2524288*log(2)^19*log(16) - 11551853113776573482328970493952*log(2)^20*log(16) + 12385418292982699616810841617
2032*log(2)^21*log(16) + 480059310864602265735152428646400*log(2)^22*log(16) - 2095126625851088487995090415491
4816*log(2)^23*log(16) + 150406502487776115772143754090119168*log(2)^24*log(16) + 1551604981265713418503067156
91515904*log(2)^25*log(16) - 8315394027484244325380357694991368192*log(2)^26*log(16) + 47072837946576675893361
652705850818560*log(2)^27*log(16) - 43196507795264955364580624539469217792*log(2)^28*log(16) - 741260383969504
154312595074071954194432*log(2)^29*log(16) + 3895017746213759945350399134851911385088*log(2)^30*log(16) - 4205
835693583744648667131951505039425536*log(2)^31*log(16) - 35327540241750219553234345820683902124032*log(2)^32*l
og(16) + 139621104834345596376822061170992489693184*log(2)^33*log(16) + 47155459338848002356640866566558900551
680*log(2)^34*log(16) - 1093235242358929485923154423016286280744960*log(2)^35*log(16) + 5012462759042259872245
81242753057678163968*log(2)^36*log(16) + 4981807623541645409474497852097802528620544*log(2)^37*log(16) - 97437
6631014121889623331312573815002759168*log(2)^38*log(16) - 12985684059607454525180014868219160403378176*log(2)^
39*log(16) - 15156082777085178004184146954820301814235136*log(2)^40*log(16) + 57372494322557411371270122104208
85758148608*log(2)^41*log(16) + 79419830843673612903589903435560663216291840*log(2)^42*log(16) - 4242089247415
23840161110032384*log(2)^20 + 16505494305287657484325792776192*log(2)^21 - 208829393802514672611992002363392*l
og(2)^22 - 21763278409716986882722954739712*log(2)^23 + 24898159694472323447769334158458880*log(2)^24 - 199555
727667558755536697077499166720*log(2)^25 - 463866754034835065130159671800233984*log(2)^26 + 170941213469019589
47006147194379042816*log(2)^27 - 114583702838119781544857938466357379072*log(2)^28 + 2564478473250664665814872
91459084222464*log(2)^29 + 960570055632877755584732619533419806720*log(2)^30 - 8239908191064436393311234351965
329686528*log(2)^31 + 18778576532283901146314867237814735470592*log(2)^32 + 2885113976042601837590161971196362
0704256*log(2)^33 - 254892755984930367076940890549471477235712*log(2)^34 + 34021487634944555733349600294525347
4566144*log(2)^35 + 1044859051189443454161079749770920838823936*log(2)^36 - 2776819069771292828978677683408649
423159296*log(2)^37 - 2523403731635424353408110475010589354622976*log(2)^38 + 83107973475390007745527717115877
04727666688*log(2)^39 + 7706769832545717150752230548646704218898432*log(2)^40 - 807115628753864938601673826578
1939803783168*log(2)^41 - 9078628540438971196848875125521813734424576*log(2)^42 - 3461293750287971514051038739
2852939117690880*log(2)^43 + 6628264449086310002517344256*log(2)^17*log(16)^3 - 79539173389035720030208131072*
log(2)^18*log(16)^2 - 12926056487330775483052720128*log(2)^17*log(16)^4 - 102785670672150342395957870592*log(2
)^18*log(16)^3 + 2474329470849558555124555579392*log(2)^19*log(16)^2 + 9279868672583599207596687360*log(2)^17*
log(16)^5 + 400639426273668814053927026688*log(2)^18*log(16)^4 - 2435581229687759533014031269888*log(2)^19*log
(16)^3 - 15173526116472595245870499233792*log(2)^20*log(16)^2 - 2904395851282848136638234624*log(2)^17*log(16)
^6 - 332741163757818704008996454400*log(2)^18*log(16)^5 - 2974172346578561592854619095040*log(2)^19*log(16)^4
+ 69832084449666185426610105090048*log(2)^20*log(16)^3 - 328357243250522204794829276184576*log(2)^21*log(16)^2
+ 333955394057136398565113856*log(2)^17*log(16)^7 + 109399595796446144651518279680*log(2)^18*log(16)^6 + 4001
482393776488741005084852224*log(2)^19*log(16)^5 - 23145655004338226228002453192704*log(2)^20*log(16)^4 - 56672
6324999519194619316289929216*log(2)^21*log(16)^3 + 6034474223741589402500202277896192*log(2)^22*log(16)^2 - 12
690894815874584224104185856*log(2)^18*log(16)^7 - 1410875679774748430243488333824*log(2)^19*log(16)^6 - 190745
86014689494538030520729600*log(2)^20*log(16)^5 + 360903352349511875169090527035392*log(2)^21*log(16)^4 + 15700
71745170451927659128108875776*log(2)^22*log(16)^3 - 35589180105741685612512563020431360*log(2)^23*log(16)^2 +
130914152396825686255186477056*log(2)^19*log(16)^7 + 9806449861074548370213615697920*log(2)^20*log(16)^6 + 181
360301995839014163334645678080*log(2)^21*log(16)^5 - 189972127529147049620825979224064*log(2)^22*log(16)^4 - 1
4661843685748004463728099481092096*log(2)^23*log(16)^3 + 37636909794769595964950500262019072*log(2)^24*log(16)
^2 + 7636560253398198676925448192*log(2)^19*log(16)^8 - 590840980144673298463542214656*log(2)^20*log(16)^7 - 1
36350028277387812941081543180288*log(2)^21*log(16)^6 - 3901832238325969776343551710330880*log(2)^22*log(16)^5
- 10133299444105604639596476484288512*log(2)^23*log(16)^4 + 318448473032811916541211216992796672*log(2)^24*log
(16)^3 + 184001433968874227460654144983924736*log(2)^25*log(16)^2 - 156679227728987321052621176832*log(2)^20*l
og(16)^8 + 19833743658669964387891078496256*log(2)^21*log(16)^7 + 2094640343857483173761211407794176*log(2)^22
*log(16)^6 + 36396515193120248754986004542128128*log(2)^23*log(16)^5 - 42670928315875206491288431698640896*log
(2)^24*log(16)^4 - 2605006127508417567049551443751075840*log(2)^25*log(16)^3 + 3610758408049079221003885320735
817728*log(2)^26*log(16)^2 - 136002358754494030301777362944*log(2)^21*log(16)^8 - 3264068049258420811329069939
42528*log(2)^22*log(16)^7 - 15170034694378281198711664596221952*log(2)^23*log(16)^6 - 138394501832685614652346
021397397504*log(2)^24*log(16)^5 + 996177180323090832225659420846063616*log(2)^25*log(16)^4 + 8289897327646555
677935003693683310592*log(2)^26*log(16)^3 - 41251713071797851324299820741653692416*log(2)^27*log(16)^2 + 80525
770837750873096760328192*log(2)^21*log(16)^9 + 9705948014608300104624617029632*log(2)^22*log(16)^8 + 147897927
4001589246186369897725952*log(2)^23*log(16)^7 + 41953549169171293733598653350674432*log(2)^24*log(16)^6 + 6019
0718346405734378778092466339840*log(2)^25*log(16)^5 - 5409865382234804782831203182079639552*log(2)^26*log(16)^
4 + 11383664580151284410157926563153182720*log(2)^27*log(16)^3 + 150154791075120230847099268754351063040*log(2
)^28*log(16)^2 - 819641146519544686053081219072*log(2)^22*log(16)^9 + 102539987507697855268587187470336*log(2)
^23*log(16)^8 + 1699148175448809215984424141717504*log(2)^24*log(16)^7 - 29757214194580464799900503222779904*l
og(2)^25*log(16)^6 + 1542701731233775603555079582619009024*log(2)^26*log(16)^5 + 18582460796218740842613013605
940985856*log(2)^27*log(16)^4 - 231931459064430960463341276195383672832*log(2)^28*log(16)^3 + 7838472242121570
2144946796150445309952*log(2)^29*log(16)^2 - 3295249050986167895803998240768*log(2)^23*log(16)^9 - 95236655388
7351754251321485557760*log(2)^24*log(16)^8 + 20216458713202669782893130229481472*log(2)^25*log(16)^7 + 3844175
51662369381563672616255881216*log(2)^26*log(16)^6 - 13775694252900783008840610384816635904*log(2)^27*log(16)^5
- 35151599924163892317273819907797024768*log(2)^28*log(16)^4 + 1148069770426844378824808926935804542976*log(2
)^29*log(16)^3 - 3385568824789624930512716228681835479040*log(2)^30*log(16)^2 + 82911702818232318253131104256*
log(2)^23*log(16)^10 - 17016980223996618822335751782400*log(2)^24*log(16)^9 - 11663934835441362609093933011042
304*log(2)^25*log(16)^8 - 560200025331811495181470765953318912*log(2)^26*log(16)^7 + 1513639081512659351542634
25237909504*log(2)^27*log(16)^6 + 74635864922065849988313544119772250112*log(2)^28*log(16)^5 - 292593841891638
756759780584932723654656*log(2)^29*log(16)^4 - 1797696797700909387179506231826964283392*log(2)^30*log(16)^3 +
14707226646510224775279942174584938168320*log(2)^31*log(16)^2 + 900255021332794558730559553536*log(2)^24*log(1
6)^10 + 1261158881461179890592137273671680*log(2)^25*log(16)^9 + 152411486954461651170663601853693952*log(2)^2
6*log(16)^8 + 1743708235187520284917072246886891520*log(2)^27*log(16)^7 - 297581328016861104913916085036059197
44*log(2)^28*log(16)^6 - 8743767427267011584747063037785014272*log(2)^29*log(16)^5 + 2038694089790849991233696
048656542597120*log(2)^30*log(16)^4 - 10715490119532462716966350930616329961472*log(2)^31*log(16)^3 - 29844973
15099700848852161515151805120512*log(2)^32*log(16)^2 - 11263102469538046461651053445120*log(2)^25*log(16)^10 -
10042329890913006130923113231155200*log(2)^26*log(16)^9 - 404234165324068692566558450040963072*log(2)^27*log(
16)^8 + 9364282335616798418256976256560005120*log(2)^28*log(16)^7 + 83618011790785209266935790798496595968*log
(2)^29*log(16)^6 - 1452355960480404683481496139531468931072*log(2)^30*log(16)^5 + 4536057641798034054107820400
03952246784*log(2)^31*log(16)^4 + 49043703347938878879823454723608575737856*log(2)^32*log(16)^3 - 172708240071
767885635570423099348557496320*log(2)^33*log(16)^2 + 17896474941923268958912380382740480*log(2)^27*log(16)^9 -
1874627336757838810059575170462384128*log(2)^28*log(16)^8 - 49906693949693561101601315083731861504*log(2)^29*
log(16)^7 + 419443915452104318299185446436483366912*log(2)^30*log(16)^6 + 238560525071189443574358948435930277
4784*log(2)^31*log(16)^5 - 25302512932409902886584583647799046832128*log(2)^32*log(16)^4 + 1974320265471969565
6195267771393218969600*log(2)^33*log(16)^3 + 332305850119169713279533133489630303223808*log(2)^34*log(16)^2 +
161650077173959480662611822332870656*log(2)^28*log(16)^9 + 10388596359894879535582919005248159744*log(2)^29*lo
g(16)^8 - 64197360547093048844040877674155999232*log(2)^30*log(16)^7 - 159509697722438787950119946026709365555
2*log(2)^31*log(16)^6 + 15375080489952570341047561779348265500672*log(2)^32*log(16)^5 - 8944803184416411699866
847878248755363840*log(2)^33*log(16)^4 - 299838061106934365898896007604057996787712*log(2)^34*log(16)^3 + 8355
86324721203854431112739338812754231296*log(2)^35*log(16)^2 - 730002345127847968012178961526161408*log(2)^29*lo
g(16)^9 + 4411276579572977189151110999763320832*log(2)^30*log(16)^8 + 611659084199956561422552816530535481344*
log(2)^31*log(16)^7 - 3358071334717963164383979584278304391168*log(2)^32*log(16)^6 - 3400646063834969833960202
3628976504700928*log(2)^33*log(16)^5 + 289479623631482074461908416898462172315648*log(2)^34*log(16)^4 - 380449
890706861791796085599966300647456768*log(2)^35*log(16)^3 - 1793980978060395863025527037693393006231552*log(2)^
36*log(16)^2 - 364780859934209977824033973959917568*log(2)^30*log(16)^9 - 844051332591649590143834231412212367
36*log(2)^31*log(16)^8 - 142956843616055291644163145459119947776*log(2)^32*log(16)^7 + 16120636177100700780847
224326596073619456*log(2)^33*log(16)^6 - 99298617388611536397604214680869421449216*log(2)^34*log(16)^5 - 14712
846653711768360883916386832182411264*log(2)^35*log(16)^4 + 1667996319606373600151571397187762745507840*log(2)^
36*log(16)^3 - 3986093953598861866242871483659525430444032*log(2)^37*log(16)^2 + 43014771869691308393215263762
28454400*log(2)^31*log(16)^9 + 61351453633566242540326637389303775232*log(2)^32*log(16)^8 - 327187260411501509
0889016326750342217728*log(2)^33*log(16)^7 + 8595862697873477284403707276866726395904*log(2)^34*log(16)^6 + 25
0317958128089483845233106347502224801792*log(2)^35*log(16)^5 - 1950520792824575174104647085824385776353280*log
(2)^36*log(16)^4 + 4505316453572093139341042028279942843727872*log(2)^37*log(16)^3 + 7595511907186352707346376
22414382959951872*log(2)^38*log(16)^2 + 164905033497070108735241430435977232384*log(2)^33*log(16)^8 + 38814108
94791601278044518334589736845312*log(2)^34*log(16)^7 - 75017386949122889887798541416189736779776*log(2)^35*log
(16)^6 + 277442602546873468793572490273649529454592*log(2)^36*log(16)^5 + 108641727139449122202173221338003554
6972160*log(2)^37*log(16)^4 - 9984993313123051269529749709986350933999616*log(2)^38*log(16)^3 + 23648873594927
764547834017857526631132823552*log(2)^39*log(16)^2 - 297491837213368802909837829292613959680*log(2)^34*log(16)
^8 + 5926948207288931977336695504354020425728*log(2)^35*log(16)^7 + 2684405468676020522161375625434028310528*l
og(2)^36*log(16)^6 - 623524911173274119424649396221154852601856*log(2)^37*log(16)^5 + 459046346715008443909205
6025898638460846080*log(2)^38*log(16)^4 - 13165552710728208068770605055605363305349120*log(2)^39*log(16)^3 + 1
2715615410295556326560994201149958948651008*log(2)^40*log(16)^2 - 9519738790827801693114810537363646709760*log
(2)^36*log(16)^7 + 128857140273063792897757828118569361080320*log(2)^37*log(16)^6 - 36352911072409625232872620
4377099256463360*log(2)^38*log(16)^5 - 2750617806965704546462294441865373674373120*log(2)^39*log(16)^4 + 22534
262643602121377171586193191352160747520*log(2)^40*log(16)^3 - 63792167081700135693943171277715316754350080*log
(2)^41*log(16)^2) - 1606903357208194464910147584*log(2)^17*log(16)^3 + 19282840286498333578921771008*log(2)^18
*log(16)^2 + 3192339670235741729580908544*log(2)^17*log(16)^4 + 40396266679068627995669299200*log(2)^18*log(16
)^3 - 791219808491454741987798810624*log(2)^19*log(16)^2 - 2442132236660663109858361344*log(2)^17*log(16)^5 -
120134583889243031182686289920*log(2)^18*log(16)^4 + 553077049817438541022746378240*log(2)^19*log(16)^3 + 6458
960087020892891574278553600*log(2)^20*log(16)^2 + 836856678660299134580293632*log(2)^17*log(16)^6 + 1012481307
01371645204117848064*log(2)^18*log(16)^5 + 650024835420862901055142232064*log(2)^19*log(16)^4 - 25998114698438
215381117512450048*log(2)^20*log(16)^3 + 181562658885922344464692744814592*log(2)^21*log(16)^2 - 1071012173253
62344045314048*log(2)^17*log(16)^7 - 36027001207423603713094189056*log(2)^18*log(16)^6 - 967321692852392617124
888051712*log(2)^19*log(16)^5 + 32845816938509834232489553428480*log(2)^20*log(16)^4 + 19535027686140571495347
1348703232*log(2)^21*log(16)^3 - 4737669075794410160696092841213952*log(2)^22*log(16)^2 + 46553108131269506057
99030784*log(2)^18*log(16)^7 + 396503340488652434390246227968*log(2)^19*log(16)^6 - 16192884249528601924476378
021888*log(2)^20*log(16)^5 - 680949602768069741740617407397888*log(2)^21*log(16)^4 + 2377204098157274371311469
974257664*log(2)^22*log(16)^3 + 45585477976343800689140865479737344*log(2)^23*log(16)^2 - 44302832455129118752
074891264*log(2)^19*log(16)^7 + 3696803522372980079115538268160*log(2)^20*log(16)^6 + 449975603791492593504055
896047616*log(2)^21*log(16)^5 + 5375045801208895391823705793363968*log(2)^22*log(16)^4 - 536845105503740954799
29603773956096*log(2)^23*log(16)^3 - 173017694154917218632675332833935360*log(2)^24*log(16)^2 - 25896520126401
75715610787840*log(2)^19*log(16)^8 - 591913109058098716307871498240*log(2)^20*log(16)^7 - 11320569856765357945
2974138130432*log(2)^21*log(16)^6 - 4214371001565187245747330078474240*log(2)^22*log(16)^5 - 14573574289261164
159993770649059328*log(2)^23*log(16)^4 + 416091415717989838183873185904066560*log(2)^24*log(16)^3 - 4491010318
38085685201407869160783872*log(2)^25*log(16)^2 + 73471554034974487666495586304*log(2)^20*log(16)^8 + 103569017
89931542716321003208704*log(2)^21*log(16)^7 + 861684278974548538293365225029632*log(2)^22*log(16)^6 + 19030411
598944729822110012414099456*log(2)^23*log(16)^5 - 60812081517058919112125683693780992*log(2)^24*log(16)^4 - 14
75934493508474722090015753972482048*log(2)^25*log(16)^3 + 7829701571472608378034062374333317120*log(2)^26*log(
16)^2 - 28680644805588275492491886592*log(2)^21*log(16)^8 + 11842592746411792743551685623808*log(2)^22*log(16)
^7 - 2242185033761014923164050809421824*log(2)^23*log(16)^6 - 37906888299101134019275114244210688*log(2)^24*lo
g(16)^5 + 695009909797793256313040811897913344*log(2)^25*log(16)^4 + 21433624053126503615193173031124992*log(2
)^26*log(16)^3 - 34359129576786023455165860332263440384*log(2)^27*log(16)^2 - 30283137101675076391085801472*lo
g(2)^21*log(16)^9 - 14993196543703047108530377064448*log(2)^22*log(16)^8 - 681180639165741916928203252826112*l
og(2)^23*log(16)^7 + 4763073290741637204396290170945536*log(2)^24*log(16)^6 - 50585273209995317700829009378541
568*log(2)^25*log(16)^5 - 3369306327050454694798046701232848896*log(2)^26*log(16)^4 + 264166908217253155938599
03660840976384*log(2)^27*log(16)^3 + 36923000864971167686606961559405068288*log(2)^28*log(16)^2 + 654821793153
151067418664108032*log(2)^22*log(16)^9 + 96221587570914765320249212403712*log(2)^23*log(16)^8 - 88171712173143
7029309971077005312*log(2)^24*log(16)^7 - 71737743997185284373028367071444992*log(2)^25*log(16)^6 + 1210684864
827460177732012923452129280*log(2)^26*log(16)^5 + 8613777289120868328770624984117673984*log(2)^27*log(16)^4 -
138521146806472895999382021684471005184*log(2)^28*log(16)^3 + 343504519322743355772588650512250830848*log(2)^2
9*log(16)^2 - 410656213554075583854101397504*log(2)^23*log(16)^9 + 846049594113928016247768785879040*log(2)^24
*log(16)^8 + 47878517233990901458178570012590080*log(2)^25*log(16)^7 + 155504309172678440630719196499542016*lo
g(2)^26*log(16)^6 - 7409114668185702377034330553158991872*log(2)^27*log(16)^5 + 216074520825029744787683712873
90683136*log(2)^28*log(16)^4 + 227155292538932075432227059392927760384*log(2)^29*log(16)^3 - 17818512255306813
48075403431404076269568*log(2)^30*log(16)^2 - 35692930361212119068612493312*log(2)^23*log(16)^10 - 71070254299
596695893271616946176*log(2)^24*log(16)^9 - 10668933898984317184997017761349632*log(2)^25*log(16)^8 - 14621488
6486902503911154718653546496*log(2)^26*log(16)^7 + 2242016505490077993928490754194276352*log(2)^27*log(16)^6 +
3198790605577936821851825796758372352*log(2)^28*log(16)^5 - 211683280983309441292428763846636732416*log(2)^29
*log(16)^4 + 1082566525694596318284474350682582810624*log(2)^30*log(16)^3 + 1084055111838628474850445822664221
130752*log(2)^31*log(16)^2 + 571086885779393905097799892992*log(2)^24*log(16)^10 + 454188779521582930075368000
847872*log(2)^25*log(16)^9 + 19919238692799668448361070960050176*log(2)^26*log(16)^8 - 81974234695637552717336
1815135453184*log(2)^27*log(16)^7 - 7248219800149321992288806051034169344*log(2)^28*log(16)^6 + 13256926838914
6130933913590793712435200*log(2)^29*log(16)^5 + 14454774152584780190187414698676191232*log(2)^30*log(16)^4 - 4
946650007326809357138822603796176175104*log(2)^31*log(16)^3 + 16034640168094409145120358649530486358016*log(2)
^32*log(16)^2 + 501528965777598039465838755446784*log(2)^26*log(16)^9 + 192526065254026720080359544437342208*l
og(2)^27*log(16)^8 + 4290950789226168978494645489727700992*log(2)^28*log(16)^7 - 39377265884875795668303085397
543485440*log(2)^29*log(16)^6 - 213685872333143851382644321744330948608*log(2)^30*log(16)^5 + 2572126926343479
900675092496898364276736*log(2)^31*log(16)^4 - 4052780607716086270831065016115946061824*log(2)^32*log(16)^3 -
24972007309330075135814916587539855835136*log(2)^33*log(16)^2 - 16329175455782459834928228420550656*log(2)^27*
log(16)^9 - 889474660017896909935391139717709824*log(2)^28*log(16)^8 + 6882385334410921179740665509203410944*l
og(2)^29*log(16)^7 + 164092795373637387564116972366047739904*log(2)^30*log(16)^6 - 173678375619837486901250195
4304483000320*log(2)^31*log(16)^5 + 1168183012457949709290456892959419793408*log(2)^32*log(16)^4 + 38016763617
348339893829478779209599942656*log(2)^33*log(16)^3 - 123276867710959357548841954883416275025920*log(2)^34*log(
16)^2 + 54368740608166698418432989368156160*log(2)^28*log(16)^9 - 467899748652762777676958003210747904*log(2)^
29*log(16)^8 - 64661456001631268085884446241193984000*log(2)^30*log(16)^7 + 3334332113332489548382527769670162
84160*log(2)^31*log(16)^6 + 4194929602462655200265785490298044940288*log(2)^32*log(16)^5 - 3526817384711028964
5391219169600848527360*log(2)^33*log(16)^4 + 53849018769334698037975757586456914165760*log(2)^34*log(16)^3 + 1
86492435166891646389974843821893544312832*log(2)^35*log(16)^2 + 36054111089418375747258790755434496*log(2)^29*
log(16)^9 + 8200266656048057371393275787160322048*log(2)^30*log(16)^8 + 30376323645111078066954048201893609472
*log(2)^31*log(16)^7 - 1921725605268611586821680961649616355328*log(2)^32*log(16)^6 + 115035072735625700565082
32038584990826496*log(2)^33*log(16)^5 + 8765824616682771566103110599485910155264*log(2)^34*log(16)^4 - 2671501
54075903485332009340795300995923968*log(2)^35*log(16)^3 + 766514128928206080249316825023200662388736*log(2)^36
*log(16)^2 - 334631533427356855324861946186956800*log(2)^30*log(16)^9 - 8809046968398182472431693725830217728*
log(2)^31*log(16)^8 + 371841606948526134808401850659539779584*log(2)^32*log(16)^7 - 54279224461952073293980148
8139703287808*log(2)^33*log(16)^6 - 33667528234187342318874212266195487293440*log(2)^34*log(16)^5 + 2392426911
34978403956649207162984453898240*log(2)^35*log(16)^4 - 461812611725173477725726313810173968252928*log(2)^36*lo
g(16)^3 - 582422946574184270247770491109799263993856*log(2)^37*log(16)^2 - 14273684594428402048784255876604100
608*log(2)^32*log(16)^8 - 528812256050547020791224683912956477440*log(2)^33*log(16)^7 + 9102745650690074125979
442237590338535424*log(2)^34*log(16)^6 - 30999543983167393518303314793834718691328*log(2)^35*log(16)^5 - 15182
1029775136036320534081636586204692480*log(2)^36*log(16)^4 + 1294217064421468256178247145931376523476992*log(2)
^37*log(16)^3 - 3062021971190544670149166297516735463424000*log(2)^38*log(16)^2 + 3718647965167110036372972866
1576744960*log(2)^33*log(16)^8 - 745932688646980255367714147613473243136*log(2)^34*log(16)^7 - 579650720391436
241574272983188784545792*log(2)^35*log(16)^6 + 81831901757020375667375383303087347204096*log(2)^36*log(16)^5 -
584984873234035393131815383551389089136640*log(2)^37*log(16)^4 + 1559742013853860081381055429057157487656960*
log(2)^38*log(16)^3 - 929221135595040242481535476742291955122176*log(2)^39*log(16)^2 + 11899673488534752116393
51317170455838720*log(2)^35*log(16)^7 - 16107142534132974112219728514821170135040*log(2)^36*log(16)^6 + 454411
38840512031541090775547137407057920*log(2)^37*log(16)^5 + 343827225870713068307786805233171709296640*log(2)^38
*log(16)^4 - 2816782830450265172146448274148919020093440*log(2)^39*log(16)^3 + 7974020885212516961742896409714
414594293760*log(2)^40*log(16)^2) + 594467984252832835839197184*log(2)^19 - 43244372949849306506440212480*log(
2)^20 + 1390211541226783423678717624320*log(2)^21 - 26114145730170347286193690902528*log(2)^22 + 3176994980571
16351876601732923392*log(2)^23 - 2600057511014943896093636664754176*log(2)^24 + 141271167396781259445958382872
16640*log(2)^25 - 45267677509763832293738671962587136*log(2)^26 + 29610682775554455080777317173166080*log(2)^2
7 + 457715725403430414292415594694180864*log(2)^28 - 2196950151046076464947154437141430272*log(2)^29 + 3551522
126754889336252798439214022656*log(2)^30 + 5334090823361537311013161236978204672*log(2)^31 - 29352199132724692
358569127883464245248*log(2)^32 + 9935947918012276652898939753549791232*log(2)^33 + 99483701920077473527074469
611810324480*log(2)^34 + 151958175528711404940007632241195745280*log(2)^35 - 109537823229864764176451116893454
7816448*log(2)^36 - 212297174382421075494839672417002979328*log(2)^37 + 49982512736058043871738193035554455552
00*log(2)^38 - 1327514095411539900134330874142283268096*log(2)^39 - 7433870535588307360386397400781910179840*l
og(2)^40 - 3943110714972655390934301135102843813888*log(2)^41 + 8788357047631444408187633354926033207296*log(2
)^42 + 37154249015802052239949824*log(2)^17*log(16)^2 - 102129312512035592872132608*log(2)^17*log(16)^3 - 1885
738809269296913675452416*log(2)^18*log(16)^2 + 110744790544685344116178944*log(2)^17*log(16)^4 + 6304158926449
100388374151168*log(2)^18*log(16)^3 + 31139199968936264355350052864*log(2)^19*log(16)^2 - 59457220374516327637
843968*log(2)^17*log(16)^5 - 7074749167782683532154896384*log(2)^18*log(16)^4 - 162860374857535625636572299264
*log(2)^19*log(16)^3 + 25557899194083289124195794944*log(2)^20*log(16)^2 + 15845098299901888149061632*log(2)^1
7*log(16)^6 + 3801213512883918097229021184*log(2)^18*log(16)^5 + 192657494524198326512608346112*log(2)^19*log(
16)^4 + 2252924432605362322117144608768*log(2)^20*log(16)^3 - 8408128954556803706976177487872*log(2)^21*log(16
)^2 - 1679465367446812417327104*log(2)^17*log(16)^7 - 1001323792555409913749176320*log(2)^18*log(16)^6 - 10289
7533510918193615294431232*log(2)^19*log(16)^5 - 2921102903512847176026933952512*log(2)^20*log(16)^4 - 17066891
471817369887019267784704*log(2)^21*log(16)^3 + 141878258373205205510201058263040*log(2)^22*log(16)^2 + 1042874
77805724195794976768*log(2)^18*log(16)^7 + 26088222608082731500377735168*log(2)^19*log(16)^6 + 154244890739578
8233330890113024*log(2)^20*log(16)^5 + 26905606051173340108146905972736*log(2)^21*log(16)^4 + 5029043723659857
1244164950786048*log(2)^22*log(16)^3 - 1239748379614532077119286907240448*log(2)^23*log(16)^2 - 24372656894893
64628296171520*log(2)^19*log(16)^7 - 364413271077635893244316352512*log(2)^20*log(16)^6 - 14128692686506576501
510999375872*log(2)^21*log(16)^5 - 150845877991985507388797497638912*log(2)^22*log(16)^4 + 2837855716043394032
81631434244096*log(2)^23*log(16)^3 + 6239456601541629794066353864310784*log(2)^24*log(16)^2 - 3872510571875038
5851596800*log(2)^19*log(16)^8 + 26279841596269206127358509056*log(2)^20*log(16)^7 + 3052663448997737124164435
705856*log(2)^21*log(16)^6 + 82736876368145893004135884652544*log(2)^22*log(16)^5 + 42863371867534677638247575
0866944*log(2)^23*log(16)^4 - 3728980369042710596120389733056512*log(2)^24*log(16)^3 - 14140310456101569174219
753724575744*log(2)^25*log(16)^2 + 1654511336098603029000880128*log(2)^20*log(16)^8 - 144969601454474344866521
284608*log(2)^21*log(16)^7 - 17765022640077301176364167069696*log(2)^22*log(16)^6 - 30906567889764561342466524
5515776*log(2)^23*log(16)^5 + 518892292762591004781803514888192*log(2)^24*log(16)^4 + 173509378462347092956184
72389115904*log(2)^25*log(16)^3 - 32403802125363747929925542920323072*log(2)^26*log(16)^2 - 211973952031896518
73749532672*log(2)^21*log(16)^8 + 1194767964308518963685175066624*log(2)^22*log(16)^7 + 9484503456734174728619
2901062656*log(2)^23*log(16)^6 + 540282273950367730587593449930752*log(2)^24*log(16)^5 - 116594702931926915554
00089184763904*log(2)^25*log(16)^4 - 25417445823267963340959062629023744*log(2)^26*log(16)^3 + 359237967184075
859956571224028479488*log(2)^27*log(16)^2 - 376576648841485965261275136*log(2)^21*log(16)^9 - 2075866547137792
4252183298048*log(2)^22*log(16)^8 - 19568495671540511075443994001408*log(2)^23*log(16)^7 - 4947785796824398273
78330197295104*log(2)^24*log(16)^6 + 2398672515377491224391467090837504*log(2)^25*log(16)^5 + 5647652758916039
4134665956006297600*log(2)^26*log(16)^4 - 168822196019774933643924594373951488*log(2)^27*log(16)^3 - 998195816
625576441056596929055555584*log(2)^28*log(16)^2 + 11401015851633590669326417920*log(2)^22*log(16)^9 + 27075653
42194261517767721091072*log(2)^23*log(16)^8 + 184432172325920040734007301767168*log(2)^24*log(16)^7 + 15536299
78564467293467151695872000*log(2)^25*log(16)^6 - 27202141257749957777123256393793536*log(2)^26*log(16)^5 - 875
12597869636642549338336971980800*log(2)^27*log(16)^4 + 1159827498500362728515454017470464000*log(2)^28*log(16)
^3 - 981809758590327763014856835132817408*log(2)^29*log(16)^2 - 95144264015371330532772151296*log(2)^23*log(16
)^9 - 25375110896060486905694747885568*log(2)^24*log(16)^8 - 879202148678531662660876055347200*log(2)^25*log(1
6)^7 + 2379395463967300973075946748772352*log(2)^26*log(16)^6 + 112447870842155189033725981152509952*log(2)^27
*log(16)^5 - 534707008526372188881379063964368896*log(2)^28*log(16)^4 - 2058688772106539861184594988549275648*
log(2)^29*log(16)^3 + 14610496940918784612185415279339110400*log(2)^30*log(16)^2 - 477363936943153155737124864
*log(2)^23*log(16)^10 + 62483223248573346394052493312*log(2)^24*log(16)^9 + 124566808867380005548197811322880*
log(2)^25*log(16)^8 + 1516194987865123563478349512704000*log(2)^26*log(16)^7 - 4733958727019132043967104816041
1648*log(2)^27*log(16)^6 - 65402845533795286011138757808357376*log(2)^28*log(16)^5 + 3426626413790293792565613
540598087680*log(2)^29*log(16)^4 - 9193410442502219877968251789353418752*log(2)^30*log(16)^3 - 258669772041638
24487347327061788196864*log(2)^31*log(16)^2 + 473949908089554369685487616*log(2)^24*log(16)^10 - 1744535434294
463220616865513472*log(2)^25*log(16)^9 - 452129524386314466048462746025984*log(2)^26*log(16)^8 + 7635375466931
301587074414911946752*log(2)^27*log(16)^7 + 179848838096472981104739818152132608*log(2)^28*log(16)^6 - 1521897
484323721298776410696185806848*log(2)^29*log(16)^5 - 3991946892240261997459899408539713536*log(2)^30*log(16)^4
+ 52593785656077553350203745754083753984*log(2)^31*log(16)^3 - 97239768771904025865926002024598470656*log(2)^
32*log(16)^2 + 296547730302854219003647229952*log(2)^25*log(16)^10 + 57144727490119786831970360623104*log(2)^2
6*log(16)^9 + 710873976413605203910885776556032*log(2)^27*log(16)^8 - 62796657855783251622344368267984896*log(
2)^28*log(16)^7 + 19042823851475760172232562746327040*log(2)^29*log(16)^6 + 5988680018264711774881639886544175
104*log(2)^30*log(16)^5 - 28687018661836058931289475566679359488*log(2)^31*log(16)^4 - 27852942012127171013414
824878853324800*log(2)^32*log(16)^3 + 409596421154175750402447667297637105664*log(2)^33*log(16)^2 - 3652679818
452353877162168680448*log(2)^26*log(16)^10 - 337718657938010563332508823322624*log(2)^27*log(16)^9 + 645969364
7658427760216714262872064*log(2)^28*log(16)^8 + 143723920145376539142818300763832320*log(2)^29*log(16)^7 - 227
7697267276339857222384047993389056*log(2)^30*log(16)^6 + 1122667790754667303573025675909529600*log(2)^31*log(1
6)^5 + 92218554372071751719938255437818757120*log(2)^32*log(16)^4 - 378221112329463371974147509299548520448*lo
g(2)^33*log(16)^3 + 137034493453751467651771497953642938368*log(2)^34*log(16)^2 + 1656383311827398329259064400
2816*log(2)^27*log(16)^10 + 175508748387998732445380335632384*log(2)^28*log(16)^9 - 40732768602987580284841903
924445184*log(2)^29*log(16)^8 + 314964965184430190244957509369462784*log(2)^30*log(16)^7 + 4520846383106289290
421510876992372736*log(2)^31*log(16)^6 - 50424790508244764505369619710364090368*log(2)^32*log(16)^5 + 82500759
657116814425166642450964414464*log(2)^33*log(16)^4 + 587152889108121652810819768940847169536*log(2)^34*log(16)
^3 - 2348493983753016001196577489000773713920*log(2)^35*log(16)^2 - 33477324758049470492353436319744*log(2)^28
*log(16)^10 + 4439248725458488622293564501524480*log(2)^29*log(16)^9 + 30293475417248862847168236226609152*log
(2)^30*log(16)^8 - 1812652017300368337841807171377954816*log(2)^31*log(16)^7 + 1037439174477009412206177052126
5045504*log(2)^32*log(16)^6 + 45896653459176918490314654584244535296*log(2)^33*log(16)^5 - 5618315367755785982
41578978382794719232*log(2)^34*log(16)^4 + 1440826795936033020985595842122045456384*log(2)^35*log(16)^3 + 4311
69371269760134478245469820995764224*log(2)^36*log(16)^2 - 10763732815883936443005782200418304*log(2)^30*log(16
)^9 + 240810879270009920582576350716493824*log(2)^31*log(16)^8 + 211571318457105236992895979670732800*log(2)^3
2*log(16)^7 - 31032873782053733589844976705281720320*log(2)^33*log(16)^6 + 19600196216408115062803766661347278
8480*log(2)^34*log(16)^5 - 101319124827146843205794290543840198656*log(2)^35*log(16)^4 - 247505555009312256940
8608216189553868800*log(2)^36*log(16)^3 + 7332769165122172518042195383431370637312*log(2)^37*log(16)^2 - 52595
26906188338060499717967577088*log(2)^31*log(16)^9 - 300816421352051943326419181560135680*log(2)^32*log(16)^8 +
6842428316054327175040445792359809024*log(2)^33*log(16)^7 - 29016577708841451299578894051014868992*log(2)^34*
log(16)^6 - 166504892298725911817335106257117249536*log(2)^35*log(16)^5 + 162748752766852610502343058698866681
4464*log(2)^36*log(16)^4 - 4061580497644692838961869299271040237568*log(2)^37*log(16)^3 + 94960321020107655111
7318827164301262848*log(2)^38*log(16)^2 + 30755778476818558871281809940807680*log(2)^32*log(16)^9 - 7739867332
23824540684363895612112896*log(2)^33*log(16)^8 - 980321587597673326251281527999561728*log(2)^34*log(16)^7 + 87
420596956416563749589431045230428160*log(2)^35*log(16)^6 - 483474137805252889207105791818880516096*log(2)^36*l
og(16)^5 + 126388030310700659248159565083444248576*log(2)^37*log(16)^4 + 5890216804061538009502267880169548021
760*log(2)^38*log(16)^3 - 17380167080480148645705279088108907790336*log(2)^39*log(16)^2 + 98418491125819388388
1017918105845760*log(2)^34*log(16)^8 - 10923066339034602542228762246019809280*log(2)^35*log(16)^7 + 6744002605
262198674314580788856750080*log(2)^36*log(16)^6 + 359789663959176981650400290562637824000*log(2)^37*log(16)^5
- 1636697967226897151595409979315626967040*log(2)^38*log(16)^4 + 1427750530601399593448266095503213592576*log(
2)^39*log(16)^3 + 5843063000705573179697109025650238291968*log(2)^40*log(16)^2) - 13913862545965050916503552*l
og(2)^21 + 912872105514280915027623936*log(2)^22 - 25941116697380562728034238464*log(2)^23 + 42452037348795633
6934083624960*log(2)^24 - 4454370903810440969570614247424*log(2)^25 + 31171152717067944725294327267328*log(2)^
26 - 141922003590547435111869138862080*log(2)^27 + 340403851249261018753770190798848*log(2)^28 + 3328654208690
30063515293336993792*log(2)^29 - 6037896054779313197666733058424832*log(2)^30 + 207058994675347014623941801562
60352*log(2)^31 - 15840546974791057886421204043038720*log(2)^32 - 111446905901360427295360698021838848*log(2)^
33 + 394629680230763843606301975106289664*log(2)^34 - 332525955466710478235739296869908480*log(2)^35 - 1195609
313990781690406783852159696896*log(2)^36 + 3684039463389434738621785709840695296*log(2)^37 - 42804560714640992
2311985330409963520*log(2)^38 - 10403499443266178598930351191255678976*log(2)^39 + 152070772814366512370061038
9067694080*log(2)^40 + 14500016320108201096102433627880554496*log(2)^41 + 158701742184732860399217662412560793
60*log(2)^42 - 869616409122815682281472*log(2)^19*log(16)^2 + 3864961818323625254584320*log(2)^19*log(16)^3 +
26134812048053555152551936*log(2)^20*log(16)^2 - 6978846004942092405571584*log(2)^19*log(16)^4 - 1983034211295
81365349580800*log(2)^20*log(16)^3 + 300092183687586187761942528*log(2)^21*log(16)^2 + 65385591173907928276008
96*log(2)^19*log(16)^5 + 403674841378213061367693312*log(2)^20*log(16)^4 + 3675391612435435220147109888*log(2)
^21*log(16)^3 - 23920873076692480612311760896*log(2)^22*log(16)^2 - 3347973368913841360994304*log(2)^19*log(16
)^6 - 394639995065791597177208832*log(2)^20*log(16)^5 - 9514596262500036134188351488*log(2)^21*log(16)^4 - 220
28430662980722417236705280*log(2)^22*log(16)^3 + 459843129064747319000209293312*log(2)^23*log(16)^2 + 88854276
8542441682239488*log(2)^19*log(16)^7 + 204460464686039697230659584*log(2)^20*log(16)^6 + 996287917892400051671
5315200*log(2)^21*log(16)^5 + 117721044883542172735151013888*log(2)^22*log(16)^4 - 234545398084549551155029475
328*log(2)^23*log(16)^3 - 4643715596289481043146161782784*log(2)^24*log(16)^2 - 95627921278110315577344*log(2)
^19*log(16)^8 - 54009354976442731827560448*log(2)^20*log(16)^7 - 5239573948742434003882082304*log(2)^21*log(16
)^6 - 139534343848636661249158938624*log(2)^22*log(16)^5 - 784253392731530004897881653248*log(2)^23*log(16)^4
+ 5609958821016341624288264060928*log(2)^24*log(16)^3 + 26656389058948943474370904326144*log(2)^25*log(16)^2 +
5725721786526855145193472*log(2)^20*log(16)^8 + 1359300402141745227579260928*log(2)^21*log(16)^7 + 7528624307
8430620562950717440*log(2)^22*log(16)^6 + 1217298676843057229303623188480*log(2)^23*log(16)^5 + 17948148331556
57712430391230464*log(2)^24*log(16)^4 - 52177553090592387518451331104768*log(2)^25*log(16)^3 - 639660085416896
82068211914244096*log(2)^26*log(16)^2 - 134233305321979317225259008*log(2)^21*log(16)^8 - 18989437928832422304
207077376*log(2)^22*log(16)^7 - 697287710342571698749351919616*log(2)^23*log(16)^6 - 6987783323493876264859934
392320*log(2)^24*log(16)^5 + 16687806004197771376028509274112*log(2)^25*log(16)^4 + 28845985574462842749655337
6120832*log(2)^26*log(16)^3 - 285968801336343775228245049344000*log(2)^27*log(16)^2 - 134700892237838202332774
4*log(2)^21*log(16)^9 + 1644491871618702037280096256*log(2)^22*log(16)^8 + 174403438712283947028505952256*log(
2)^23*log(16)^7 + 4623403351353546740969760620544*log(2)^24*log(16)^6 + 25188798623640562146202915700736*log(2
)^25*log(16)^5 - 208028409629218126020747963924480*log(2)^26*log(16)^4 - 922424441127871144367744775880704*log
(2)^27*log(16)^3 + 3502592907179358375146975769133056*log(2)^28*log(16)^2 + 51694268995526604783353856*log(2)^
22*log(16)^9 - 13934735349055965044970356736*log(2)^23*log(16)^8 - 1247159105465056837327518695424*log(2)^24*l
og(16)^7 - 23255171684483298080810493542400*log(2)^25*log(16)^6 - 25577896339529958093415633649664*log(2)^26*l
og(16)^5 + 1205107476953373990620083991347200*log(2)^27*log(16)^4 + 496469513653650814954167884316672*log(2)^2
8*log(16)^3 - 16152928462532288237478403274440704*log(2)^29*log(16)^2 - 540232248869548102860668928*log(2)^23*
log(16)^9 + 125950624587615418853546262528*log(2)^24*log(16)^8 + 7631046767365474131171380035584*log(2)^25*log
(16)^7 + 83452887335738735017286462078976*log(2)^26*log(16)^6 - 342846407798168096542940744122368*log(2)^27*lo
g(16)^5 - 4043325401859681014835818759454720*log(2)^28*log(16)^4 + 11072849482790856087224209077436416*log(2)^
29*log(16)^3 + 35030175522053097846942777835782144*log(2)^30*log(16)^2 - 7047738108873934167343104*log(2)^23*l
og(16)^10 - 2460556761559078284281511936*log(2)^24*log(16)^9 - 1167863740867530724234965811200*log(2)^25*log(1
6)^8 - 37242770253525276010231615193088*log(2)^26*log(16)^7 - 149030092974119029490859821236224*log(2)^27*log(
16)^6 + 2463203813872043807804744238366720*log(2)^28*log(16)^5 + 5344263382402319547594492881141760*log(2)^29*
log(16)^4 - 57081897683817809279344169705275392*log(2)^30*log(16)^3 + 15974686788771788894895350678028288*log(
2)^31*log(16)^2 + 256651005860920557777715200*log(2)^24*log(16)^10 + 94567347770298631485489414144*log(2)^25*l
og(16)^9 + 8042637634020542957893850234880*log(2)^26*log(16)^8 + 125967135542004703856227761782784*log(2)^27*l
og(16)^7 - 305036003678411435318741978578944*log(2)^28*log(16)^6 - 8137884018014244695513945434226688*log(2)^2
9*log(16)^5 + 16481134333868901531248898217082880*log(2)^30*log(16)^4 + 127564189061226323193724068754882560*l
og(2)^31*log(16)^3 - 330286309523625241579318621180526592*log(2)^32*log(16)^2 - 3834093922234395228968583168*l
og(2)^25*log(16)^10 - 940362877656594155321167970304*log(2)^26*log(16)^9 - 38108948855765561365396872757248*lo
g(2)^27*log(16)^8 - 238796731185282229985294382268416*log(2)^28*log(16)^7 + 2965062579002441779635856695361536
*log(2)^29*log(16)^6 + 12539714589757594550811083289919488*log(2)^30*log(16)^5 - 10016459744031138485134603245
8465280*log(2)^31*log(16)^4 - 62807435057755253962749566238326784*log(2)^32*log(16)^3 + 9694738309879267022914
33603731554304*log(2)^33*log(16)^2 + 19364654058817338904412160*log(2)^25*log(16)^11 + 43517953973322090325991
227392*log(2)^26*log(16)^10 + 5914611626961793090447724249088*log(2)^27*log(16)^9 + 12566799412118096332437907
2036864*log(2)^28*log(16)^8 - 77393853548436666420283249262592*log(2)^29*log(16)^7 - 9461252127635361480137843
920601088*log(2)^30*log(16)^6 + 4655966218690648183129425278140416*log(2)^31*log(16)^5 + 250531933423139494930
476686408417280*log(2)^32*log(16)^4 - 482746486284110746466523621214912512*log(2)^33*log(16)^3 - 1248414688146
915401516684236145295360*log(2)^34*log(16)^2 - 309834464941077422470594560*log(2)^26*log(16)^11 - 398684661670
680391321078726656*log(2)^27*log(16)^10 - 26765661890119467933700743757824*log(2)^28*log(16)^9 - 2339047907525
11227171817874522112*log(2)^29*log(16)^8 + 1755765967041548998042354710478848*log(2)^30*log(16)^7 + 1725989549
4812202061114684188131328*log(2)^31*log(16)^6 - 72302856444158315710288768480051200*log(2)^32*log(16)^5 - 3763
98616038242139731818120413708288*log(2)^33*log(16)^4 + 1946030498587823862265678433511014400*log(2)^34*log(16)
^3 - 1190706047500732044594083214064091136*log(2)^35*log(16)^2 + 2489389106805248634639517483008*log(2)^28*log
(16)^10 + 68498515638708448311869089775616*log(2)^29*log(16)^9 + 98457975291676704400196247748608*log(2)^30*lo
g(16)^8 - 4229825254790654564121675105828864*log(2)^31*log(16)^7 - 24136321383765636790804072032632832*log(2)^
32*log(16)^6 + 252676375438019782306716829561651200*log(2)^33*log(16)^5 - 47662909724534370321333042347507712*
log(2)^34*log(16)^4 - 3430515850967297327478999928616779776*log(2)^35*log(16)^3 + 8633053298698063062411411152
248504320*log(2)^36*log(16)^2 - 7379182862084668468184997691392*log(2)^29*log(16)^10 - 65460834282463026371835
312734208*log(2)^30*log(16)^9 + 47779565188329847070365140910080*log(2)^31*log(16)^8 + 80976694404459333452957
24149997568*log(2)^32*log(16)^7 + 9542051450696938569829196878577664*log(2)^33*log(16)^6 - 5217548455686666056
70237097175285760*log(2)^34*log(16)^5 + 2076781076551009140453662363001815040*log(2)^35*log(16)^4 - 1038340837
787635163714733666981642240*log(2)^36*log(16)^3 - 8863084190327310473802238474126884864*log(2)^37*log(16)^2 +
6493469404973108476482391375872*log(2)^30*log(16)^10 + 30951499118167151152831376916480*log(2)^31*log(16)^9 +
261753639669739978461094751502336*log(2)^32*log(16)^8 - 19193019119487932657912800358694912*log(2)^33*log(16)^
7 + 125637531391413908209471846115966976*log(2)^34*log(16)^6 + 42771609497474677572718203286585344*log(2)^35*l
og(16)^5 - 2817076391933227266010956876258213888*log(2)^36*log(16)^4 + 9961659809225468691043351440434135040*l
og(2)^37*log(16)^3 - 13614109517575371638486343940898291712*log(2)^38*log(16)^2 + 5076327873594612489758221271
040*log(2)^31*log(16)^10 - 208467864675618752912737620197376*log(2)^32*log(16)^9 + 218635561394285295262594087
0987776*log(2)^33*log(16)^8 + 7268265359174603222043682293153792*log(2)^34*log(16)^7 - 22312749738941453685674
1228595642368*log(2)^35*log(16)^6 + 1286216442559326706499306534241042432*log(2)^36*log(16)^5 - 30452140703461
17279633227641220235264*log(2)^37*log(16)^4 + 1629918283426365028834016770073296896*log(2)^38*log(16)^3 + 7355
716909781832483727326145884979200*log(2)^39*log(16)^2 + 162442491955027599672263080673280*log(2)^33*log(16)^9
- 3718128149192853948054021624299520*log(2)^34*log(16)^8 + 26183323147714078287914404707041280*log(2)^35*log(1
6)^7 - 20479786763515331454977167652290560*log(2)^36*log(16)^6 - 684039317234030295271763822971453440*log(2)^3
7*log(16)^5 + 4529329855684716219128487390719508480*log(2)^38*log(16)^4 - 150446294415806539244910532457870131
20*log(2)^39*log(16)^3 + 29713451186217646960614393859308257280*log(2)^40*log(16)^2 + x*(538001863308200151677
6128512*log(2)^21*log(16) - 113458046037667978011475968*log(2)^20*log(16) - 107314226932436422929634295808*log
(2)^22*log(16) + 1139129436560077844634377650176*log(2)^23*log(16) - 6356344498814545989257303949312*log(2)^24
*log(16) + 9797990653292776659335799373824*log(2)^25*log(16) + 97670093603528147674197456322560*log(2)^26*log(
16) - 584301715003967104977391576940544*log(2)^27*log(16) + 35880660412120425876381065281536*log(2)^28*log(16)
+ 11623419915017377245489905849597952*log(2)^29*log(16) - 42498175730877147334110140317040640*log(2)^30*log(1
6) - 46262266493882722077765327604678656*log(2)^31*log(16) + 799846458373555442328039634312888320*log(2)^32*lo
g(16) - 1969798377314162910303862019000893440*log(2)^33*log(16) - 2675239787511469273398601725448814592*log(2)
^34*log(16) + 21644683535212489955209412251836481536*log(2)^35*log(16) - 2218139076862342735592799057222618316
8*log(2)^36*log(16) - 68208145891977225972590866599228997632*log(2)^37*log(16) + 13653666292390741717298640847
6600172544*log(2)^38*log(16) + 87834165914712318535237995233034633216*log(2)^39*log(16) - 25997685953589250935
0176296084923482112*log(2)^40*log(16) - 236479560294264076169921204677226004480*log(2)^41*log(16) + 5559226741
97087414423694301012546289664*log(2)^42*log(16) + 226916092075335956022951936*log(2)^21 - 12202745830761453955
194028032*log(2)^22 + 289375917923365596018405015552*log(2)^23 - 3957260528574169344916756365312*log(2)^24 + 3
3964792890164929222886780043264*log(2)^25 - 182139613212865732759066314276864*log(2)^26 + 51426021398862046455
3937694883840*log(2)^27 + 220789816493450258477242808008704*log(2)^28 - 7924936622212801297643511918624768*log
(2)^29 + 27200784135041884965742891027660800*log(2)^30 - 11756336315873038515468679199588352*log(2)^31 - 16569
1123121350037333175323930394624*log(2)^32 + 275353502083546401361532993566408704*log(2)^33 + 10260098852566691
69790603631653814272*log(2)^34 - 2781943395321824301246194307217489920*log(2)^35 - 698674688706604454860072655
1149936640*log(2)^36 + 29924589099603889251654461840538206208*log(2)^37 + 205860224611446283069586644543104614
4*log(2)^38 - 117035921329369717566331883607331700736*log(2)^39 + 73158890590580124526080761501073801216*log(2
)^40 + 175185598735282634574697997642571448320*log(2)^41 - 30343904535735154571154764231469957120*log(2)^42 -
310052165573441380156616491491007660032*log(2)^43 + 14182255754708497251434496*log(2)^19*log(16)^2 - 450846426
43670341301305344*log(2)^19*log(16)^3 - 401994473273228141789184000*log(2)^20*log(16)^2 + 59581237834923876953
358336*log(2)^19*log(16)^4 + 1859208349148507426846146560*log(2)^20*log(16)^3 + 352428660945944242619940864*lo
g(2)^21*log(16)^2 - 41779129067928160900743168*log(2)^19*log(16)^5 - 2628198379244713442084388864*log(2)^20*lo
g(16)^4 - 29437816503719667479089250304*log(2)^21*log(16)^3 + 125022728239007610186057646080*log(2)^22*log(16)
^2 + 16349635197061918095310848*log(2)^19*log(16)^6 + 1850819115820235704825282560*log(2)^20*log(16)^5 + 46760
436772105175796509835264*log(2)^21*log(16)^4 + 197019928295084342650538557440*log(2)^22*log(16)^3 - 2192598062
488634698603627020288*log(2)^23*log(16)^2 - 3376860970133270518824960*log(2)^19*log(16)^7 - 706458770502270433
080901632*log(2)^20*log(16)^6 - 32519064611571678295168647168*log(2)^21*log(16)^5 - 41846902374598146763033411
5840*log(2)^22*log(16)^4 + 14354621542388508831239897088*log(2)^23*log(16)^3 + 1783784554226964869013886205952
0*log(2)^24*log(16)^2 + 286883763834330946732032*log(2)^19*log(16)^8 + 139299250483672335085731840*log(2)^20*l
og(16)^7 + 11443149831457863946997858304*log(2)^21*log(16)^6 + 278734907619126307596307267584*log(2)^22*log(16
)^5 + 1777726822110106455575856414720*log(2)^23*log(16)^4 - 8535589616551327550959616262144*log(2)^24*log(16)^
3 - 71772355415596451785826428256256*log(2)^25*log(16)^2 - 11056978397781505238630400*log(2)^20*log(16)^8 - 18
84970937606494899935379456*log(2)^21*log(16)^7 - 77878451596112617302940188672*log(2)^22*log(16)^6 - 100507230
8378070956686241169408*log(2)^23*log(16)^5 - 675681123041710155246870724608*log(2)^24*log(16)^4 + 464473248481
70576748897525301248*log(2)^25*log(16)^3 + 43534674764563925658343430946816*log(2)^26*log(16)^2 + 847487043531
34360129437696*log(2)^21*log(16)^8 + 5174405043760997379650617344*log(2)^22*log(16)^7 + 2187323722225004287991
8473216*log(2)^23*log(16)^6 - 1959913754424513806295625629696*log(2)^24*log(16)^5 - 23097938499856209004824316
870656*log(2)^25*log(16)^4 + 20704156818378075674851449765888*log(2)^26*log(16)^3 + 88727797260588818898121600
1654784*log(2)^27*log(16)^2 + 5375708652786271685443584*log(2)^21*log(16)^9 + 1193820224118929350182567936*log
(2)^22*log(16)^8 + 105282687908985248229114249216*log(2)^23*log(16)^7 + 3407916513298911464921562611712*log(2)
^24*log(16)^6 + 37591556788775063188376911872000*log(2)^25*log(16)^5 + 16010710850237898367654617415680*log(2)
^26*log(16)^4 - 1370669595457963079623217252401152*log(2)^27*log(16)^3 - 2770470676519900835277309506224128*lo
g(2)^28*log(16)^2 - 110419291404436463740256256*log(2)^22*log(16)^9 - 19205242721883704063762104320*log(2)^23*
log(16)^8 - 1258016178012173848015018131456*log(2)^24*log(16)^7 - 30022597001668818749793666859008*log(2)^25*l
og(16)^6 - 177907339972254023284401635328000*log(2)^26*log(16)^5 + 1029645981262235339386192983490560*log(2)^2
7*log(16)^4 + 6696071469008657846033971553501184*log(2)^28*log(16)^3 - 11458769682973898024187294539317248*log
(2)^29*log(16)^2 - 410496821414663102203428864*log(2)^23*log(16)^9 + 78992724242581715539948732416*log(2)^24*l
og(16)^8 + 8736685466674810140565193097216*log(2)^25*log(16)^7 + 169809388785364597136556979912704*log(2)^26*l
og(16)^6 + 183505630386975684769279855558656*log(2)^27*log(16)^5 - 8446853584156035009290223168258048*log(2)^2
8*log(16)^4 - 4430403298016326277818811890532352*log(2)^29*log(16)^3 + 110313773946846579969967223526653952*lo
g(2)^30*log(16)^2 + 41976764385457341405855744*log(2)^23*log(16)^10 + 20786489687539744284195422208*log(2)^24*
log(16)^9 - 435376433432406978341873123328*log(2)^25*log(16)^8 - 61226794233970767602691398959104*log(2)^26*lo
g(16)^7 - 677757705050454058918163804848128*log(2)^27*log(16)^6 + 3538519445765075094554838835396608*log(2)^28
*log(16)^5 + 31756021286127558813034748470886400*log(2)^29*log(16)^4 - 111352173388661174978201674963746816*lo
g(2)^30*log(16)^3 - 268681905202401530225549074891800576*log(2)^31*log(16)^2 - 586825921881747911620952064*log
(2)^24*log(16)^10 - 118573878553569579276567576576*log(2)^25*log(16)^9 + 8951796188218310688173935558656*log(2
)^26*log(16)^8 + 366825230740278367538437171445760*log(2)^27*log(16)^7 + 1024948738540207280463171714809856*lo
g(2)^28*log(16)^6 - 27271681661510236884580823772168192*log(2)^29*log(16)^5 - 19228781792805743594314653247733
760*log(2)^30*log(16)^4 + 588375042925931205199739282817810432*log(2)^31*log(16)^3 - 5448293580636210447313859
68827826176*log(2)^32*log(16)^2 + 1879944821847560782513963008*log(2)^25*log(16)^10 - 478623381320459323106094
219264*log(2)^26*log(16)^9 - 88079009400229508480641982791680*log(2)^27*log(16)^8 - 13741495971108645571069012
80620544*log(2)^28*log(16)^7 + 6969969038479890747648631929569280*log(2)^29*log(16)^6 + 8540144384940289562570
2902545252352*log(2)^30*log(16)^5 - 372658761652791707233218036863336448*log(2)^31*log(16)^4 - 842903903704683
463140290736414523392*log(2)^32*log(16)^3 + 4702452101496820331047657459647774720*log(2)^33*log(16)^2 - 524055
95046674423410065408*log(2)^25*log(16)^11 + 18584742616598470580036960256*log(2)^26*log(16)^10 + 9864592992690
201290585552191488*log(2)^27*log(16)^9 + 479464960991738020136802305703936*log(2)^28*log(16)^8 + 1817129227280
699178483737702694912*log(2)^29*log(16)^7 - 51032832935422207704165109305704448*log(2)^30*log(16)^6 - 83419107
54447488176237751228694528*log(2)^31*log(16)^5 + 1526774950279067022481490355771408384*log(2)^32*log(16)^4 - 3
171926544666501625693547008081526784*log(2)^33*log(16)^3 - 7104359241837480775039507485501161472*log(2)^34*log
(16)^2 - 347272796121457611019124736*log(2)^26*log(16)^11 - 359999246768912366147104407552*log(2)^27*log(16)^1
0 - 75843955232490922774099465863168*log(2)^28*log(16)^9 - 1548398430506672787203039831261184*log(2)^29*log(16
)^8 + 10000151073293443202188719842918400*log(2)^30*log(16)^7 + 121850385420813395670524458105307136*log(2)^31
*log(16)^6 - 792918346819877120494359603736215552*log(2)^32*log(16)^5 - 1018248357260638053424924635873411072*
log(2)^33*log(16)^4 + 13496330442780198716665589535816548352*log(2)^34*log(16)^3 - 170968150718279747508401695
16821905408*log(2)^35*log(16)^2 + 5091613040531705642600103936*log(2)^27*log(16)^11 + 473249424003400083812852
0134656*log(2)^28*log(16)^10 + 374480131631490806167852460015616*log(2)^29*log(16)^9 + 13977269090532290393927
79946426368*log(2)^30*log(16)^8 - 53641328748992560629469630540283904*log(2)^31*log(16)^7 + 553677309655440914
53172810747215872*log(2)^32*log(16)^6 + 1933286052479236916080043960964218880*log(2)^33*log(16)^5 - 7057497868
064161498522347979325571072*log(2)^34*log(16)^4 - 5997692804977288192860150166638821376*log(2)^35*log(16)^3 +
58686329720209684421490756130336407552*log(2)^36*log(16)^2 - 35033272129721569164344432787456*log(2)^29*log(16
)^10 - 888781580277753402168059721940992*log(2)^30*log(16)^9 + 8162462603132110506193806862319616*log(2)^31*lo
g(16)^8 + 63517024321737037672008506079707136*log(2)^32*log(16)^7 - 709933791972613310855432999289225216*log(2
)^33*log(16)^6 + 372966559271506681446843708038184960*log(2)^34*log(16)^5 + 1403791570261398259047028017904327
0656*log(2)^35*log(16)^4 - 44963435680910248064610187735386292224*log(2)^36*log(16)^3 + 4683719991214897120327
683284517519360*log(2)^37*log(16)^2 + 111499426606891665582335264292864*log(2)^30*log(16)^10 + 100373808017263
473208948496007168*log(2)^31*log(16)^9 - 21280908073593810113272125509861376*log(2)^32*log(16)^8 + 11245482754
8363002725774201177767936*log(2)^33*log(16)^7 + 562879664796485785797408837253201920*log(2)^34*log(16)^6 - 558
2279700782983096071555200776667136*log(2)^35*log(16)^5 + 5520184359856811149010431743772065792*log(2)^36*log(1
6)^4 + 56781956546019730207005074435390570496*log(2)^37*log(16)^3 - 165751936252914245152323373488024846336*lo
g(2)^38*log(16)^2 - 114555799014118421852210526683136*log(2)^31*log(16)^10 + 240460011007872799625969432474419
2*log(2)^32*log(16)^9 - 918752674406136038269821281894400*log(2)^33*log(16)^8 - 205599701824609103562598375118
340096*log(2)^34*log(16)^7 + 997298900318599474143613201063870464*log(2)^35*log(16)^6 + 2708834441789285538822
180641716568064*log(2)^36*log(16)^5 - 29699901878018306744948890849115111424*log(2)^37*log(16)^4 + 56375437675
435776270945455020978470912*log(2)^38*log(16)^3 + 57475737816918666311282903480203739136*log(2)^39*log(16)^2 -
40610622988756899918065770168320*log(2)^32*log(16)^10 - 976459868307443682474381407158272*log(2)^33*log(16)^9
+ 21091051844353509385595757615120384*log(2)^34*log(16)^8 - 50900652942105623546687768525537280*log(2)^35*log
(16)^7 - 796977359492620051828102462980489216*log(2)^36*log(16)^6 + 3206885929771409258659802718274584576*log(
2)^37*log(16)^5 + 19319904052958579719290629986128494592*log(2)^38*log(16)^4 - 1513023864030381711183438122588
30745600*log(2)^39*log(16)^3 + 340286065925389929436768174811721498624*log(2)^40*log(16)^2 - 12995399356402207
97378104645386240*log(2)^34*log(16)^9 + 9241172875663792336910966367191040*log(2)^35*log(16)^8 + 1809729688150
8259993117309135749120*log(2)^36*log(16)^7 + 23338239831826845924930241450475520*log(2)^37*log(16)^6 - 2023303
461277278088875895469616660480*log(2)^38*log(16)^5 - 2136764528250705761456857890013839360*log(2)^39*log(16)^4
+ 90612232811782739865756215643312488448*log(2)^40*log(16)^3 - 359438088671107283595271588908846022656*log(2)
^41*log(16)^2)) - 15545588856641810602131456*log(2)^25*log(16) + 667993422159834025543335936*log(2)^26*log(16)
- 10593928279888686984254717952*log(2)^27*log(16) + 77112083779261342790977585152*log(2)^28*log(16) - 2197723
08810529499290131234816*log(2)^29*log(16) - 395929468750651763698314510336*log(2)^30*log(16) + 660281715521371
2871258910097408*log(2)^31*log(16) - 39042497092576389938122240032768*log(2)^32*log(16) + 13284973569755919494
8852053442560*log(2)^33*log(16) - 132599084546828002948499801899008*log(2)^34*log(16) - 6405175050423583833611
28331739136*log(2)^35*log(16) + 2470616844513040292318670388985856*log(2)^36*log(16) - 24705882433493210648606
04992323584*log(2)^37*log(16) - 4270977508885364492601339666235392*log(2)^38*log(16) + 86392833337131422338043
24921671680*log(2)^39*log(16) + 1776572702138606374028832770359296*log(2)^40*log(16) - 77009773963864936140924
7197265920*log(2)^41*log(16) + 20440767788672089659015168*log(2)^26 - 975749372344131730116968448*log(2)^27 +
18442930677890788600810831872*log(2)^28 - 182134485341296106332772892672*log(2)^29 + 1019391070191317708810596
909056*log(2)^30 - 3144661293593218100017678516224*log(2)^31 + 2788387186277791977465773555712*log(2)^32 + 227
12593859321686521661825744896*log(2)^33 - 122515246164248880285163821465600*log(2)^34 + 2394059663319760826101
59769092096*log(2)^35 + 100087037264381443815696072966144*log(2)^36 - 1408841207337040224104489089499136*log(2
)^37 + 2500224228680672714020969286467584*log(2)^38 + 74186110105507439070146998566912*log(2)^39 - 41840974455
60146081187976276082688*log(2)^40 + 459919483395304479730522631700480*log(2)^41 + 6503047579170816829678087443
57888*log(2)^42 - 326106153421055880855552*log(2)^23*log(16)^3 + 3913273841052670570266624*log(2)^24*log(16)^2
+ 1123254528450303589613568*log(2)^23*log(16)^4 + 1883421793297782074769408*log(2)^24*log(16)^3 - 13151977939
6846258986418176*log(2)^25*log(16)^2 - 1167706569981925181620224*log(2)^23*log(16)^5 - 37481662582209332285276
160*log(2)^24*log(16)^4 + 279460090989153992117846016*log(2)^25*log(16)^3 + 1052398360441574018229731328*log(2
)^26*log(16)^2 - 165107582831737341739008*log(2)^23*log(16)^6 + 48825337970541422161428480*log(2)^24*log(16)^5
+ 333281902242054961209802752*log(2)^25*log(16)^4 - 5961550722562836685255606272*log(2)^26*log(16)^3 + 753652
2754484412050873253888*log(2)^27*log(16)^2 + 1196469655678856799977472*log(2)^23*log(16)^7 + 86330347213219043
09796864*log(2)^24*log(16)^6 - 820052095845689351146045440*log(2)^25*log(16)^5 + 367250417723647387974500352*l
og(2)^26*log(16)^4 + 51716277124342208840155004928*log(2)^27*log(16)^3 - 172461887547221613939479543808*log(2)
^28*log(16)^2 - 922286475139274879533056*log(2)^23*log(16)^8 - 57753287706898748713992192*log(2)^24*log(16)^7
- 132469318234194663306166272*log(2)^25*log(16)^6 + 9260226695704798061704249344*log(2)^26*log(16)^5 - 2099965
0109176560715642699776*log(2)^27*log(16)^4 - 289602195049931961817695780864*log(2)^28*log(16)^3 + 129410156894
0673437343751864320*log(2)^29*log(16)^2 + 297343067724124262498304*log(2)^23*log(16)^9 + 444449441468392322566
71744*log(2)^24*log(16)^8 + 1112477794609785745736466432*log(2)^25*log(16)^7 - 1044320450939536847325364224*lo
g(2)^26*log(16)^6 - 96732914338630024598522953728*log(2)^27*log(16)^5 + 266591031196249874592209829888*log(2)^
28*log(16)^4 + 1574705978738882880659112591360*log(2)^29*log(16)^3 - 7257101770655942876171625037824*log(2)^30
*log(16)^2 - 35860470479291368341504*log(2)^23*log(16)^10 - 14128091502422067580502016*log(2)^24*log(16)^9 - 8
61670992891713568985055232*log(2)^25*log(16)^8 - 10967485109697747496608989184*log(2)^26*log(16)^7 + 598967361
02416809251422863360*log(2)^27*log(16)^6 + 721271736003046768749941096448*log(2)^28*log(16)^5 - 34849820852824
25791348482244608*log(2)^29*log(16)^4 - 4025995331839562612588628934656*log(2)^30*log(16)^3 + 3370376024458382
5029941409349632*log(2)^31*log(16)^2 + 1663029318477137206837248*log(2)^24*log(16)^10 + 2639180916815591808958
46400*log(2)^25*log(16)^9 + 9004648659070400432053420032*log(2)^26*log(16)^8 + 50825335245187825660015411200*l
og(2)^27*log(16)^7 - 781274791193612423603643482112*log(2)^28*log(16)^6 - 1877574215906859267940253958144*log(
2)^29*log(16)^5 + 23783499555541328513009474076672*log(2)^30*log(16)^4 - 23961985835226713721593294487552*log(
2)^31*log(16)^3 - 83433390725425948379791119876096*log(2)^32*log(16)^2 - 27566659816241139598491648*log(2)^25*
log(16)^10 - 2613654682165965134078410752*log(2)^26*log(16)^9 - 55744057760444389506108358656*log(2)^27*log(16
)^8 + 32445000381866333738750705664*log(2)^28*log(16)^7 + 4254277823223895232452296179712*log(2)^29*log(16)^6
- 6781902876766793714117206081536*log(2)^30*log(16)^5 - 74105322002121056057449198387200*log(2)^31*log(16)^4 +
208002685440837480570013058334720*log(2)^32*log(16)^3 - 43459322994623465841155182166016*log(2)^33*log(16)^2
- 500715827063386703659008*log(2)^25*log(16)^11 + 209039647541409208904712192*log(2)^26*log(16)^10 + 158145175
36607537449471574016*log(2)^27*log(16)^9 + 186258788720237439446364979200*log(2)^28*log(16)^8 - 11975681923403
99897845293907968*log(2)^29*log(16)^7 - 11161591592671147859661224411136*log(2)^30*log(16)^6 + 585875175566015
19563069529784320*log(2)^31*log(16)^5 + 63087805176146235256926482989056*log(2)^32*log(16)^4 - 587806790507238
715316875133190144*log(2)^33*log(16)^3 + 794182952090692413173693933420544*log(2)^34*log(16)^2 + 1465796730841
0346809589760*log(2)^26*log(16)^11 - 841181297312142582897180672*log(2)^27*log(16)^10 - 5653948250211569447836
8964608*log(2)^28*log(16)^9 - 355968882514999729377308049408*log(2)^29*log(16)^8 + 526924434613820207886578692
9152*log(2)^30*log(16)^7 + 11211956587739196451963526971392*log(2)^31*log(16)^6 - 1728695229992502542958479340
99456*log(2)^32*log(16)^5 + 272827831125227517315899178614784*log(2)^33*log(16)^4 + 51964632818805070937361060
2004480*log(2)^34*log(16)^3 - 1740073287965620034927179811782656*log(2)^35*log(16)^2 - 14598797532119516051826
2784*log(2)^27*log(16)^11 + 1069681973926782226258722816*log(2)^28*log(16)^10 + 150259626750727709259944951808
*log(2)^29*log(16)^9 + 281616402612476954014453334016*log(2)^30*log(16)^8 - 13055927183054277687380168146944*l
og(2)^31*log(16)^7 + 21420786906595602150222446198784*log(2)^32*log(16)^6 + 250225201467125040206341340135424*
log(2)^33*log(16)^5 - 1034191905577676009514046001774592*log(2)^34*log(16)^4 + 1320728114704773570765848555028
480*log(2)^35*log(16)^3 - 50511145393680889014648462901248*log(2)^36*log(16)^2 + 742742064567082821089230848*l
og(2)^28*log(16)^11 - 3155147634649971752158887936*log(2)^29*log(16)^10 - 293713892483698697911828217856*log(2
)^30*log(16)^9 + 766235422251108813498589642752*log(2)^31*log(16)^8 + 18468217524133126809322814177280*log(2)^
32*log(16)^7 - 99095974181509447430427302166528*log(2)^33*log(16)^6 - 16724959280417267150395747074048*log(2)^
34*log(16)^5 + 1246321036609051923693748497678336*log(2)^35*log(16)^4 - 4012721384699057746669116334276608*log
(2)^36*log(16)^3 + 6386147242614873859048135446233088*log(2)^37*log(16)^2 - 1308189963084549117098065920*log(2
)^29*log(16)^11 + 12723868693580246149459083264*log(2)^30*log(16)^10 + 250988867303379458676920156160*log(2)^3
1*log(16)^9 - 1847027543699903174331403862016*log(2)^32*log(16)^8 - 11734332384848726900575416877056*log(2)^33
*log(16)^7 + 147004197940150234344252726312960*log(2)^34*log(16)^6 - 525196777350907793486424878088192*log(2)^
35*log(16)^5 + 617073742123372136252768293748736*log(2)^36*log(16)^4 + 1324571663518964601558568796160000*log(
2)^37*log(16)^3 - 6112019923189258494263304162115584*log(2)^38*log(16)^2 - 220326730624766167090200576*log(2)^
30*log(16)^11 + 10135029608739243686149226496*log(2)^31*log(16)^10 - 214451351141439069301128560640*log(2)^32*
log(16)^9 + 2059777482865962104897780318208*log(2)^33*log(16)^8 - 6323605655910696160402775998464*log(2)^34*lo
g(16)^7 - 33582102358835470402925220593664*log(2)^35*log(16)^6 + 367273366166478360673614255095808*log(2)^36*l
og(16)^5 - 1471466595721223516681438641520640*log(2)^37*log(16)^4 + 3254264588832386246767670382821376*log(2)^
38*log(16)^3 - 3909315608860088077709442369454080*log(2)^39*log(16)^2 - 7050455379992517346886418432*log(2)^32
*log(16)^10 + 564036430399401387750913474560*log(2)^34*log(16)^8 - 2047243339968197629614426685440*log(2)^35*l
og(16)^7 - 6350632401534000810232507269120*log(2)^36*log(16)^6 + 61901953724426155266055807696896*log(2)^37*lo
g(16)^5 - 195198385394518761746093907640320*log(2)^38*log(16)^4 + 267395048485642139378210832384000*log(2)^39*
log(16)^3 + 117653821333682541326412766248960*log(2)^40*log(16)^2) - x*(41036619660614864732160*log(2)^27*log(
16) + 1796737750663651922018304*log(2)^28*log(16) + 11986947477956718527250432*log(2)^29*log(16) - 54268302029
082956622987264*log(2)^30*log(16) - 2513693980767730653097623552*log(2)^31*log(16) + 5798889487014265261714833
408*log(2)^32*log(16) + 56907876864372854671238234112*log(2)^33*log(16) - 4181527997518713342218207232*log(2)^
34*log(16) - 865109751561386264879997911040*log(2)^35*log(16) - 931395635967978201875761594368*log(2)^36*log(1
6) + 6163989471040605682013457874944*log(2)^37*log(16) + 9518754379195804214522988724224*log(2)^38*log(16) - 1
3127458302589123375086755119104*log(2)^39*log(16) - 32505732837489946087967227379712*log(2)^40*log(16) - 12218
468187746703313254356090880*log(2)^41*log(16) + 15865439543481433603107176054784*log(2)^42*log(16) - 164146478
642459458928640*log(2)^28 - 270774574866611218415616*log(2)^29 - 1784151732188023760093184*log(2)^30 + 4957361
2658665896856780800*log(2)^31 + 1662552850176834570773594112*log(2)^32 - 9659717933692540819712507904*log(2)^3
3 - 29272313647983057564145287168*log(2)^34 + 144203718934737298291282673664*log(2)^35 + 441927661214316549967
127248896*log(2)^36 - 809327983274938205486004043776*log(2)^37 - 4144854338170109145015977508864*log(2)^38 + 5
33012636006064007255148199936*log(2)^39 + 15274506931447245945477399576576*log(2)^40 + 10806636258567954777865
495511040*log(2)^41 - 8497220429654850206907588673536*log(2)^42 - 13429173546167805222105699581952*log(2)^43 -
432300384116105835184128*log(2)^27*log(16)^2 + 2434082936545474787672064*log(2)^27*log(16)^3 - 12620536351000
940110675968*log(2)^28*log(16)^2 - 8675778241270089611476992*log(2)^27*log(16)^4 + 52687196142189044293435392*
log(2)^28*log(16)^3 - 61473578234916330201415680*log(2)^29*log(16)^2 + 18780634428870539756961792*log(2)^27*lo
g(16)^5 - 102764900375328417260765184*log(2)^28*log(16)^4 - 127152784907935403149885440*log(2)^29*log(16)^3 +
1475331297221131121354342400*log(2)^30*log(16)^2 - 25443587795828106225254400*log(2)^27*log(16)^6 + 9972685408
6260694330638336*log(2)^28*log(16)^5 + 766082309358212907861540864*log(2)^29*log(16)^4 - 428333886125770230471
6423168*log(2)^30*log(16)^3 + 4162242284470446194813829120*log(2)^31*log(16)^2 + 22380251074678523028307968*lo
g(2)^27*log(16)^7 - 44679098505228413772496896*log(2)^28*log(16)^6 - 1387895752581102923377803264*log(2)^29*lo
g(16)^5 + 6308563169757917463032365056*log(2)^30*log(16)^4 + 33518578830198752227098624*log(2)^31*log(16)^3 -
36127937238882539823005958144*log(2)^32*log(16)^2 - 13015972358237618165514240*log(2)^27*log(16)^8 + 299222263
1233589379858432*log(2)^28*log(16)^7 + 1492357621462498936872763392*log(2)^29*log(16)^6 - 63624340206103334774
66800128*log(2)^30*log(16)^5 - 10654410632533707487507906560*log(2)^31*log(16)^4 + 951093119652883289238184919
04*log(2)^32*log(16)^3 - 142533204496085495504670031872*log(2)^33*log(16)^2 + 4974805635889936038100992*log(2)
^27*log(16)^9 + 3065635394428190117068800*log(2)^28*log(16)^8 - 1152289388568506891526733824*log(2)^29*log(16)
^7 + 4659441761070088840405843968*log(2)^30*log(16)^6 + 22570376562078919264416301056*log(2)^31*log(16)^5 - 14
3202342431043043316717322240*log(2)^32*log(16)^4 + 134544649230665326712271667200*log(2)^33*log(16)^3 + 390343
049895436585135132114944*log(2)^34*log(16)^2 - 1202367605779658220503040*log(2)^27*log(16)^10 + 13374679204670
08061177856*log(2)^28*log(16)^9 + 674050154357646556454191104*log(2)^29*log(16)^8 - 22299033814722629248588185
60*log(2)^30*log(16)^7 - 25769963498549944296960688128*log(2)^31*log(16)^6 + 128278105225212933005528530944*lo
g(2)^32*log(16)^5 + 29026141796834252657730256896*log(2)^33*log(16)^4 - 1050710728957915500497382408192*log(2)
^34*log(16)^3 + 1988467062778205192659773947904*log(2)^35*log(16)^2 + 166625115762176104071168*log(2)^27*log(1
6)^11 - 1726905781518374956695552*log(2)^28*log(16)^10 - 285619433218890930919047168*log(2)^29*log(16)^9 + 530
885626875734274217082880*log(2)^30*log(16)^8 + 17734165322618431447347757056*log(2)^31*log(16)^7 - 67104737978
167739889651548160*log(2)^32*log(16)^6 - 181697538299881804246347153408*log(2)^33*log(16)^5 + 1304631897386196
556218894385152*log(2)^34*log(16)^4 - 1906077831353570431063969234944*log(2)^35*log(16)^3 - 130983636509821402
2873782157312*log(2)^36*log(16)^2 - 10085757322300697346048*log(2)^27*log(16)^12 + 524459380759636261994496*lo
g(2)^28*log(16)^11 + 79619209581646660560224256*log(2)^29*log(16)^10 + 16095374500121942490611712*log(2)^30*lo
g(16)^9 - 7406583720073999965254320128*log(2)^31*log(16)^8 + 18319729533898858562215477248*log(2)^32*log(16)^7
+ 173235456750121155098100891648*log(2)^33*log(16)^6 - 864448793135517051851391369216*log(2)^34*log(16)^5 + 5
17183889859339747085535674368*log(2)^35*log(16)^4 + 4510567455946859604933611618304*log(2)^36*log(16)^3 - 1178
3855768957900385451946016768*log(2)^37*log(16)^2 - 53790705718937052512256*log(2)^28*log(16)^12 - 126946065496
69144392892416*log(2)^29*log(16)^11 - 35501865774498454658088960*log(2)^30*log(16)^10 + 1815559837412443081446
260736*log(2)^31*log(16)^9 - 1490393029093108638378098688*log(2)^32*log(16)^8 - 80130045968120886023512129536*
log(2)^33*log(16)^7 + 313052479079530596374660775936*log(2)^34*log(16)^6 + 362888283149294529804415008768*log(
2)^35*log(16)^5 - 4516896203863191361576601911296*log(2)^36*log(16)^4 + 10149893616143928592552370896896*log(2
)^37*log(16)^3 - 5244830221068411281558470656000*log(2)^38*log(16)^2 + 860651291502992840196096*log(2)^29*log(
16)^12 + 5163907749017957041176576*log(2)^30*log(16)^11 - 240408594093169333361442816*log(2)^31*log(16)^10 - 3
28450033616549563902984192*log(2)^32*log(16)^9 + 19829660764019029998959591424*log(2)^33*log(16)^8 - 596313616
41515609800071708672*log(2)^34*log(16)^7 - 328805231133925087137377550336*log(2)^35*log(16)^6 + 22584632323938
06795131565637632*log(2)^36*log(16)^5 - 4077764969115213160312964382720*log(2)^37*log(16)^4 - 3177169484048469
631641078202368*log(2)^38*log(16)^3 + 23757249265486391353388707086336*log(2)^39*log(16)^2 + 13770420664047885
443137536*log(2)^31*log(16)^11 + 55081682656191541772550144*log(2)^32*log(16)^10 - 257047852395560528271900672
0*log(2)^33*log(16)^9 + 4879829070874450663701479424*log(2)^34*log(16)^8 + 102618761503623086523052720128*log(
2)^35*log(16)^7 - 549050585939458444501255716864*log(2)^36*log(16)^6 + 363446622705663656566965927936*log(2)^3
7*log(16)^5 + 4545251596741184351826496978944*log(2)^38*log(16)^4 - 17251274731835189152723155025920*log(2)^39
*log(16)^3 + 26988795023975307390678894379008*log(2)^40*log(16)^2 + 146884487083177444726800384*log(2)^33*log(
16)^10 - 11750758966654195578144030720*log(2)^35*log(16)^8 + 42650902916004117283633889280*log(2)^36*log(16)^7
+ 132159770600271261378879160320*log(2)^37*log(16)^6 - 1289624035925544901376162660352*log(2)^38*log(16)^5 +
4073596441773454467089930649600*log(2)^39*log(16)^4 - 5607868377962772645293032734720*log(2)^40*log(16)^3 - 23
39706674249368719559344783360*log(2)^41*log(16)^2) - 10065004735217774100480*log(2)^28 + 102229527295490984509
440*log(2)^29 + 568373354725777763991552*log(2)^30 + 9693098040939471962112000*log(2)^31 + 1166048238989716103
15489280*log(2)^32 - 1575902915696345696736116736*log(2)^33 + 1729986834031364328703131648*log(2)^34 + 1899954
7659283913855949864960*log(2)^35 - 39066106571158236012365217792*log(2)^36 - 70837413343245102563985457152*log
(2)^37 + 173129477991808404878920777728*log(2)^38 + 68175255976982686706499059712*log(2)^39 - 1304334245298615
70917398740992*log(2)^40 + 28782105913385091391404638208*log(2)^41 + 14855280471424563298789490688*log(2)^42 -
29691763968892433596416*log(2)^27*log(16)^2 + 182295913083168519880704*log(2)^27*log(16)^3 - 5426101122370380
05649408*log(2)^28*log(16)^2 - 715300171574198428237824*log(2)^27*log(16)^4 + 1845063230148383820742656*log(2)
^28*log(16)^3 + 8030979188177402484228096*log(2)^29*log(16)^2 + 1792556590755202644049920*log(2)^27*log(16)^5
- 713320893581164623691776*log(2)^28*log(16)^4 - 64260936980736633464684544*log(2)^29*log(16)^3 + 202042561876
911472697671680*log(2)^30*log(16)^2 - 2898928889613548173393920*log(2)^27*log(16)^6 - 115944937498896855874928
64*log(2)^28*log(16)^5 + 220662484231682989089619968*log(2)^29*log(16)^4 - 575073557689512485002936320*log(2)^
30*log(16)^3 - 8674838038286682355138560*log(2)^31*log(16)^2 + 3078936829970824405450752*log(2)^27*log(16)^7 +
33540738512942051855695872*log(2)^28*log(16)^6 - 376850485470034221022052352*log(2)^29*log(16)^5 + 4648903636
99006433642151936*log(2)^30*log(16)^4 + 2749063549722785195860426752*log(2)^31*log(16)^3 - 7342342687904738000
303554560*log(2)^32*log(16)^2 - 2163851502549323892129792*log(2)^27*log(16)^8 - 45419031673410868922548224*log
(2)^28*log(16)^7 + 347454217250845559466491904*log(2)^29*log(16)^6 + 427649272145388565199585280*log(2)^30*log
(16)^5 - 6058229336732489081180651520*log(2)^31*log(16)^4 + 7754257340525461222503481344*log(2)^32*log(16)^3 +
11494655115073564872221392896*log(2)^33*log(16)^2 + 994925718076276969832448*log(2)^27*log(16)^9 + 3578962374
1063653746540544*log(2)^28*log(16)^8 - 166880503475915629887750144*log(2)^29*log(16)^7 - 104416937502390572463
3710592*log(2)^30*log(16)^6 + 4997952816870691296170213376*log(2)^31*log(16)^5 + 4031432917896074315333369856*
log(2)^32*log(16)^4 - 39332984970748298218639982592*log(2)^33*log(16)^3 + 52075192132355609519984738304*log(2)
^34*log(16)^2 - 287304003722760142454784*log(2)^27*log(16)^10 - 17240465938330252065374208*log(2)^28*log(16)^9
+ 27815927246173459967901696*log(2)^29*log(16)^8 + 760027364740423471916384256*log(2)^30*log(16)^7 - 12516119
60100682074370867200*log(2)^31*log(16)^6 - 11089723801176714413195919360*log(2)^32*log(16)^5 + 302325514851689
13868023398400*log(2)^33*log(16)^4 + 7234154154127433422885355520*log(2)^34*log(16)^3 - 1157602820996727073137
19836672*log(2)^35*log(16)^2 + 47206947466879652855808*log(2)^27*log(16)^11 + 4995531633720659288260608*log(2)
^28*log(16)^10 + 8706810168401696447791104*log(2)^29*log(16)^9 - 245634220036171904134938624*log(2)^30*log(16)
^8 - 498927832583025230308442112*log(2)^31*log(16)^7 + 6090455698739419932776202240*log(2)^32*log(16)^6 - 8488
14347872286747696037888*log(2)^33*log(16)^5 - 55016380739448752190800265216*log(2)^34*log(16)^4 + 137045482559
191746903105601536*log(2)^35*log(16)^3 - 124880095978418829143612325888*log(2)^36*log(16)^2 - 3361919107433565
782016*log(2)^27*log(16)^12 - 797895468164232945598464*log(2)^28*log(16)^11 - 4437733221812306832261120*log(2)
^29*log(16)^10 + 25677092987352600048304128*log(2)^30*log(16)^9 + 328272059429726414148993024*log(2)^31*log(16
)^8 - 802894240660303054733574144*log(2)^32*log(16)^7 - 7119940575569366485913567232*log(2)^33*log(16)^6 + 303
04978788851567090856886272*log(2)^34*log(16)^5 - 29475518137672117898591600640*log(2)^35*log(16)^4 - 809911399
81481647892947009536*log(2)^36*log(16)^3 + 323727232675963494681928531968*log(2)^37*log(16)^2 + 53790705718937
052512256*log(2)^28*log(16)^12 + 537907057189370525122560*log(2)^29*log(16)^11 + 3084000461219057677369344*log
(2)^30*log(16)^10 - 48068968429130118630211584*log(2)^31*log(16)^9 - 217266637143866636991725568*log(2)^32*log
(16)^8 + 2357029920113138753882554368*log(2)^33*log(16)^7 - 3556168635192020588883345408*log(2)^34*log(16)^6 -
15415730925611532792750931968*log(2)^35*log(16)^5 + 81955140263462242918644842496*log(2)^36*log(16)^4 - 16699
8141522743289449621225472*log(2)^37*log(16)^3 + 93712302759067209735698644992*log(2)^38*log(16)^2 - 5737675276
68661893464064*log(2)^30*log(16)^11 + 45901402213492951477125120*log(2)^32*log(16)^9 - 16660508951564108313919
4880*log(2)^33*log(16)^8 - 517382471863198329612533760*log(2)^34*log(16)^7 + 5029660314642938767041626112*log(
2)^35*log(16)^6 - 15749281115029581573484707840*log(2)^36*log(16)^5 + 21582952657579974656029360128*log(2)^37*
log(16)^4 + 6629749194766626394088669184*log(2)^38*log(16)^3 - 48047547774763821919522258944*log(2)^39*log(16)
^2 - 18133887294219437620592640*log(2)^36*log(16)^6 + 870426590122533005788446720*log(2)^38*log(16)^4 - 464227
5147320176030871715840*log(2)^39*log(16)^3 + 13926825441960528092615147520*log(2)^40*log(16)^2) - 232385740772
317593600*log(2)^31*log(16)^2 + 618470329627535474688*log(2)^31*log(16)^3 + 2187668554991492136960*log(2)^32*l
og(16)^2 - 906412475403095506944*log(2)^31*log(16)^4 - 8665790374189289439232*log(2)^32*log(16)^3 + 3878853081
3022570020864*log(2)^33*log(16)^2 + 753794491230764138496*log(2)^31*log(16)^5 + 15207827279298728820736*log(2)
^32*log(16)^4 - 48958163174783415484416*log(2)^33*log(16)^3 - 96895990817989771395072*log(2)^34*log(16)^2 - 35
3586613944112381952*log(2)^31*log(16)^6 - 13521823693999290974208*log(2)^32*log(16)^5 + 1555536105534365525606
4*log(2)^33*log(16)^4 + 228024526950766043201536*log(2)^34*log(16)^3 - 330464196708469762424832*log(2)^35*log(
16)^2 + 86829400815703162880*log(2)^31*log(16)^7 + 6358794443470988640256*log(2)^32*log(16)^6 + 10595060396960
771997696*log(2)^33*log(16)^5 - 153890233052665024086016*log(2)^34*log(16)^4 - 76028255699793916985344*log(2)^
35*log(16)^3 + 828885998208064992313344*log(2)^36*log(16)^2 - 8646911284551352320*log(2)^31*log(16)^8 - 149879
7955988901068800*log(2)^32*log(16)^7 - 7982828497897808461824*log(2)^33*log(16)^6 + 25940733853654056960000*lo
g(2)^34*log(16)^5 + 218889065178637539475456*log(2)^35*log(16)^4 - 561149954722244560158720*log(2)^36*log(16)^
3 + 575538415099738010419200*log(2)^37*log(16)^2 + 138350580552821637120*log(2)^32*log(16)^8 + 138350580552821
6371200*log(2)^33*log(16)^7 + 6456360425798343065600*log(2)^34*log(16)^6 - 64637391234278268862464*log(2)^35*l
og(16)^5 - 65522834949816327340032*log(2)^36*log(16)^4 + 944473296573929042739200*log(2)^37*log(16)^3 - 348510
6464357798167707648*log(2)^38*log(16)^2 - 1475739525896764129280*log(2)^34*log(16)^7 + 70835497243044678205440
*log(2)^36*log(16)^5 - 377789318629571617095680*log(2)^37*log(16)^4 + 1133367955888714851287040*log(2)^38*log(
16)^3 - 1813388729421943762059264*log(2)^39*log(16)^2)*root(39891853389577611902976*z^9*log(2)^5*log(16)^5 - 8
6060733699094216704*z^9*log(2)*log(16)^5 + 326184205507809509376*z^9*log(2)^3*log(16)^8 - 29028517133043105792
0*z^9*log(2)^2*log(16)^7 + 2215816992556113199104*z^9*log(2)^3*log(16)^6 + 123842530044178792278650781696*z^9*
log(2)^16*log(16)^2 - 39687253348106798042751959040*z^9*log(2)^15*log(16)^3 + 5454138023163812483180789760*z^9
*log(2)^14*log(16)^4 + 298798124991149884399681536*z^9*log(2)^13*log(16)^5 - 211052981826882783179440128*z^9*l
og(2)^12*log(16)^6 + 27482585573562273629208576*z^9*log(2)^11*log(16)^7 - 1246561192484064460800000*z^9*log(2)
^10*log(16)^8 + 78974202988091481407839272960*z^9*log(2)^15*log(16)^2 - 19800736991040315305911910400*z^9*log(
2)^14*log(16)^3 + 35741402510903096220057600*z^9*log(2)^13*log(16)^4 + 1223249500935658468131471360*z^9*log(2)
^12*log(16)^5 - 306705910296687194438369280*z^9*log(2)^11*log(16)^6 + 32893259498315505740021760*z^9*log(2)^10
*log(16)^7 - 1371217311732470906880000*z^9*log(2)^9*log(16)^8 - 51928236940559722209418936320*z^9*log(2)^14*lo
g(16)^2 + 22653906138356001533853696000*z^9*log(2)^13*log(16)^3 - 6044904314510044363436851200*z^9*log(2)^12*l
og(16)^4 + 1002092592156767649508884480*z^9*log(2)^11*log(16)^5 - 99400540176440803291299840*z^9*log(2)^10*log
(16)^6 + 5252821880948975028142080*z^9*log(2)^9*log(16)^7 - 106425161808327003340800*z^9*log(2)^8*log(16)^8 -
25985456805598117123973971968*z^9*log(2)^13*log(16)^2 + 8904500033259910636662423552*z^9*log(2)^12*log(16)^3 -
1463726986292979050238443520*z^9*log(2)^11*log(16)^4 + 20687960714495345893048320*z^9*log(2)^10*log(16)^5 + 3
2455132194194622209064960*z^9*log(2)^9*log(16)^6 - 4895014799513938934366208*z^9*log(2)^8*log(16)^7 + 23580185
2472521541025792*z^9*log(2)^7*log(16)^8 + 10458077679364933922039267328*z^9*log(2)^12*log(16)^2 - 425262667958
3287373148979200*z^9*log(2)^11*log(16)^3 + 1050715833374681819460403200*z^9*log(2)^10*log(16)^4 - 159876925083
096894274535424*z^9*log(2)^9*log(16)^5 + 14373805337304631496146944*z^9*log(2)^8*log(16)^6 - 67396178143711461
5857152*z^9*log(2)^7*log(16)^7 + 11539273312125069557760*z^9*log(2)^6*log(16)^8 + 1175256299792052575249891328
*z^9*log(2)^11*log(16)^2 - 414390373412585697812938752*z^9*log(2)^10*log(16)^3 + 64650176991809711068151808*z^
9*log(2)^9*log(16)^4 + 1854550914029806128463872*z^9*log(2)^8*log(16)^5 - 2211484668165338274201600*z^9*log(2)
^7*log(16)^6 + 288343697632312141283328*z^9*log(2)^6*log(16)^7 - 9549428705086377295872*z^9*log(2)^5*log(16)^8
- 354577405862133891072*z^9*log(2)^4*log(16)^9 - 1122171285897950218351017984*z^9*log(2)^10*log(16)^2 + 39917
1427934682113755840512*z^9*log(2)^9*log(16)^3 - 79960309389239938543779840*z^9*log(2)^8*log(16)^4 + 8199395580
102011120517120*z^9*log(2)^7*log(16)^5 + 238933186347363315530858496*z^9*log(2)^9*log(16)^2 - 8060153107179436
3376861184*z^9*log(2)^8*log(16)^3 + 15801573355560166081167360*z^9*log(2)^7*log(16)^4 + 9298394831979139540451
328*z^9*log(2)^8*log(16)^2 + 41083204191928713216*z^9*log(2)*log(16)^7 + 72576741127237926912*z^9*log(2)^2*log
(16)^6 + 217433519037860334796800*z^9*log(2)^6*log(16)^4 - 62604813896100347904*z^9*log(2)*log(16)^6 + 2287301
029909015560192*z^9*log(2)^4*log(16)^8 + 860607336990942167040*z^9*log(2)^2*log(16)^4 - 3478106075374052337254
4*z^9*log(2)^5*log(16)^7 - 12061675477612716097536*z^9*log(2)^4*log(16)^6 - 192354918162450272539197308928*z^9
*log(2)^17*log(16) - 135253636564688379661548257280*z^9*log(2)^16*log(16) + 66912756119322790115577692160*z^9*
log(2)^15*log(16) + 38739683348011375398255329280*z^9*log(2)^14*log(16) - 14380633479077761339166294016*z^9*lo
g(2)^13*log(16) - 1654810668631251437947453440*z^9*log(2)^12*log(16) + 1695121451630735519083659264*z^9*log(2)
^11*log(16) - 382080505242181519143862272*z^9*log(2)^10*log(16) - 16613830070636780816695296*z^9*log(2)^9*log(
16) + 28001302559665836968116224*z^9*log(2)^8*log(16) - 6335599650440650149593088*z^9*log(2)^7*log(16) + 61311
9287375828443201536*z^9*log(2)^6*log(16) - 22031547826968119476224*z^9*log(2)^5*log(16) - 36095280241649909760
*z^9*log(2)^2*log(16)^8 - 2458276284328756924907520*z^9*log(2)^7*log(16)^3 - 16460432045742883193487360*z^9*lo
g(2)^7*log(16)^2 + 3812507577701533835329536*z^9*log(2)^6*log(16)^2 - 377487671839938079358976*z^9*log(2)^5*lo
g(16)^2 + 122973282561668677632000*z^9*log(2)^4*log(16)^3 + 13769717391855074672640*z^9*log(2)^4*log(16)^2 - 4
589905797285024890880*z^9*log(2)^3*log(16)^3 - 768681489346863971696640*z^9*log(2)^5*log(16)^4 - 1962769190849
62793127936*z^9*log(2)^6*log(16)^6 - 1834819010729760125878272*z^9*log(2)^6*log(16)^5 + 2038004543189661253632
*z^9*log(2)^2*log(16)^5 - 7492712245033376415744*z^9*log(2)^4*log(16)^7 + 201471172650377737666560*z^9*log(2)^
4*log(16)^4 - 22165008797507455549440*z^9*log(2)^3*log(16)^4 + 1127838816842859675648*z^9*log(2)^3*log(16)^7 +
44356209745678118682624*z^9*log(2)^4*log(16)^5 - 15545798395541757886464*z^9*log(2)^3*log(16)^5 + 49666196548
90161942036480*z^9*log(2)^6*log(16)^3 - 1197214757321908357693440*z^9*log(2)^5*log(16)^3 + 1326385888550410549
98528*z^9*log(2)^5*log(16)^6 + 3585863904128925696*z^9*log(16)^6 - 1593717290723966976*z^9*log(16)^7 + 1215877
58137205248379968290816*z^9*log(2)^18 + 90125520571493247428497244160*z^9*log(2)^17 - 372394778675743774244811
57120*z^9*log(2)^16 - 23739599107574474469613240320*z^9*log(2)^15 + 8502961830657655140280958976*z^9*log(2)^14
+ 939420088284129196372918272*z^9*log(2)^13 - 1075155890689253891458990080*z^9*log(2)^12 + 255637045349843010
236448768*z^9*log(2)^11 + 11790098290366654212734976*z^9*log(2)^10 - 19460207080956855054237696*z^9*log(2)^9 +
4335917636540526772617216*z^9*log(2)^8 - 413098102265755874623488*z^9*log(2)^7 + 14687698551312079650816*z^9*
log(2)^6 - 233436164811607425024*z^7*log(2)^5*log(16)^5 + 673556266932240384*z^7*log(2)^3*log(16)^7 - 98151710
219933303439360*z^7*log(2)^8*log(16)^5 - 368858378993352376320*z^7*log(2)^5*log(16)^4 - 1211190257092474699776
*z^7*log(2)^7*log(16)^7 + 36615732518464782336*z^7*log(2)^6*log(16)^7 + 3275199983043307634688*z^7*log(2)^7*lo
g(16)^6 - 53175788508856320*z^7*log(2)^2*log(16)^5 - 9932316492180586053500928*z^7*log(2)^11*log(16) - 6259056
483078122766336*z^7*log(2)^7*log(16)^2 + 493943913405283272104293171200*z^7*log(2)^21*log(16)^2 - 111697745193
015762968012390400*z^7*log(2)^20*log(16)^3 + 4396381616790873973142323200*z^7*log(2)^19*log(16)^4 + 2869750959
700828919357767680*z^7*log(2)^18*log(16)^5 - 533246596826690744557240320*z^7*log(2)^17*log(16)^6 + 29548117155
177824256000000*z^7*log(2)^16*log(16)^7 + 289354164750296469628551954432*z^7*log(2)^20*log(16)^2 - 32531711100
654122296651284480*z^7*log(2)^19*log(16)^3 - 12992699512127510086869319680*z^7*log(2)^18*log(16)^4 + 485299789
0202389306851459072*z^7*log(2)^17*log(16)^5 - 591267752442472403111510016*z^7*log(2)^16*log(16)^6 + 1991046687
8907783674068992*z^7*log(2)^15*log(16)^7 + 738702928879445606400000*z^7*log(2)^14*log(16)^8 - 2856378001923257
36722920898560*z^7*log(2)^19*log(16)^2 + 98371693751310900807635828736*z^7*log(2)^18*log(16)^3 - 1836824899905
6039214432911360*z^7*log(2)^17*log(16)^4 + 1497119415985076891453227008*z^7*log(2)^16*log(16)^5 + 492213126533
29530001293312*z^7*log(2)^15*log(16)^6 - 18180808744995139375595520*z^7*log(2)^14*log(16)^7 + 1009060813820033
903886336*z^7*log(2)^13*log(16)^8 - 5771116631870668800000*z^7*log(2)^12*log(16)^9 - 1248315906239400009686329
58976*z^7*log(2)^18*log(16)^2 + 24630628253627355554195177472*z^7*log(2)^17*log(16)^3 + 9373887531078487974818
61120*z^7*log(2)^16*log(16)^4 - 1255047485601324419870883840*z^7*log(2)^15*log(16)^5 + 20480953669552927466009
3952*z^7*log(2)^14*log(16)^6 - 11717187665417145497419776*z^7*log(2)^13*log(16)^7 + 69037790665081337413632*z^
7*log(2)^12*log(16)^8 + 144277915796766720000*z^7*log(2)^11*log(16)^9 + 72750650048106420194682863616*z^7*log(
2)^17*log(16)^2 - 25310229592600211136102531072*z^7*log(2)^16*log(16)^3 + 4981570747192999094035415040*z^7*log
(2)^15*log(16)^4 - 495839183287916587621810176*z^7*log(2)^14*log(16)^5 + 7131518524768016161308672*z^7*log(2)^
13*log(16)^6 + 3145327788913513784672256*z^7*log(2)^12*log(16)^7 - 228036237932676369088512*z^7*log(2)^11*log(
16)^8 + 2050189183472055091200*z^7*log(2)^10*log(16)^9 + 11113397738566568150550183936*z^7*log(2)^16*log(16)^2
- 1730273245377871585134772224*z^7*log(2)^15*log(16)^3 - 347977740172590822444761088*z^7*log(2)^14*log(16)^4
+ 177676161562494994156093440*z^7*log(2)^13*log(16)^5 - 25932052540748540682436608*z^7*log(2)^12*log(16)^6 + 1
329392070928597228978176*z^7*log(2)^11*log(16)^7 + 4594920680657661198336*z^7*log(2)^10*log(16)^8 - 3257696147
62388226048*z^7*log(2)^9*log(16)^9 - 9757349142126044471428644864*z^7*log(2)^15*log(16)^2 + 295608765967249145
5326191616*z^7*log(2)^14*log(16)^3 - 479416112984416385910177792*z^7*log(2)^13*log(16)^4 + 3260081647565775192
6669312*z^7*log(2)^12*log(16)^5 + 1332058076129642781081600*z^7*log(2)^11*log(16)^6 - 348047925730145546010624
*z^7*log(2)^10*log(16)^7 + 15244077027130664288256*z^7*log(2)^9*log(16)^8 + 109741896929963409408*z^7*log(2)^8
*log(16)^9 + 1054325623872774442202431488*z^7*log(2)^14*log(16)^2 - 387903928159702219449434112*z^7*log(2)^13*
log(16)^3 + 94358641643715969140391936*z^7*log(2)^12*log(16)^4 - 14804334826554067802652672*z^7*log(2)^11*log(
16)^5 - 20050167035881976758272*z^7*log(2)^9*log(16)^7 - 3085423018457822134272*z^7*log(2)^8*log(16)^8 + 92337
8661099307008*z^7*log(2)^6*log(16)^10 + 439717063721098183459209216*z^7*log(2)^13*log(16)^2 - 1001632752063316
87237582848*z^7*log(2)^12*log(16)^3 + 7724437987936607636815872*z^7*log(2)^11*log(16)^4 + 98398544066479172616
1920*z^7*log(2)^10*log(16)^5 - 56362394569203379077120*z^7*log(2)^8*log(16)^4 - 25715459326234001080320*z^7*lo
g(2)^7*log(16)^4 + 3861909841379328*z^7*log(2)^2*log(16)^8 + 1103104398484302980972544*z^7*log(2)^9*log(16)^4
- 467987975245246475796480*z^7*log(2)^9*log(16)^3 - 30229233644077056*z^7*log(2)^2*log(16)^7 - 109810526281502
1170688*z^7*log(2)^6*log(16)^6 - 528327635325136404480*z^7*log(2)^6*log(16)^2 + 12904500695113138176*z^7*log(2
)^7*log(16)^9 + 15363997671139118678016*z^7*log(2)^8*log(16)^7 + 232469737601699598336*z^7*log(2)^5*log(16)^6
+ 193036236732594980388864*z^7*log(2)^8*log(16)^2 - 6433183308303386089095168*z^7*log(2)^10*log(16)^3 + 340325
04645668044800*z^7*log(2)^5*log(16)^2 - 105806342382944256*z^7*log(2)^3*log(16)^8 + 295492739690166422077440*z
^7*log(2)^9*log(16)^5 - 1134893795057860608*z^7*log(2)^5*log(16)^8 + 18766310142140689416192*z^7*log(2)^7*log(
16)^5 + 331686148607325946773504*z^7*log(2)^8*log(16)^3 + 3787247002506018737356800*z^7*log(2)^10*log(16)^2 +
33737800838501744640*z^7*log(2)^4*log(16)^5 + 72098540908904448*z^7*log(2)^2*log(16)^6 + 99279094903159652352*
z^7*log(2)^6*log(16)^8 - 7858413694841978880*z^7*log(2)^4*log(16)^4 - 11716246718464647168*z^7*log(2)^4*log(16
)^6 - 8507061461380497408*z^7*log(2)^6*log(16)^9 - 959750984463104950780475473920*z^7*log(2)^22*log(16) - 6739
64515164969840628325154816*z^7*log(2)^21*log(16) + 439228720274831278204772155392*z^7*log(2)^20*log(16) + 2513
43221001540985426135744512*z^7*log(2)^19*log(16) - 113041109799459185843836551168*z^7*log(2)^18*log(16) - 2339
7168799708306983792672768*z^7*log(2)^17*log(16) + 16900330545976756923311063040*z^7*log(2)^16*log(16) - 171870
3458769011084227510272*z^7*log(2)^15*log(16) - 898591475115826182843531264*z^7*log(2)^14*log(16) + 36268173428
1810942703435776*z^7*log(2)^13*log(16) + 3769363937713880825856*z^7*log(2)^8*log(16)^6 + 109010375740434677760
*z^7*log(2)^5*log(16)^3 - 383490952522447284338688*z^7*log(2)^9*log(16) - 992433976724791296*z^7*log(2)^3*log(
16)^6 + 1167398629486350041088*z^7*log(2)^7*log(16) - 35667488908657354868785152*z^7*log(2)^12*log(16) - 10253
21872492855296*z^7*log(2)^5*log(16)^9 + 1247799857715365541838848*z^7*log(2)^10*log(16)^6 - 181055630873788315
437367296*z^7*log(2)^12*log(16)^2 + 45379975869148682111680512*z^7*log(2)^11*log(16)^3 + 341273878285248573839
7696*z^7*log(2)^10*log(16) - 48352356082211838492672*z^7*log(2)^7*log(16)^3 - 1237597405618296176640*z^7*log(2
)^6*log(16)^5 + 94555012633657344*z^7*log(2)^4*log(16)^9 - 8508126161417011200*z^7*log(2)^4*log(16)^3 - 278511
45844400455680*z^7*log(2)^5*log(16)^7 + 388840485125652480*z^7*log(2)^4*log(16)^8 - 1530928540315008000*z^7*lo
g(2)^4*log(16)^7 + 10127001790863988752384*z^7*log(2)^8*log(16) - 236894163845093517164544*z^7*log(2)^9*log(16
)^6 + 5902651046377927802880*z^7*log(2)^6*log(16)^4 + 2044855353392022159360*z^7*log(2)^6*log(16)^3 - 21580843
5478151036928*z^7*log(2)^7*log(16)^8 + 1063515770177126400*z^7*log(2)^3*log(16)^4 - 472261806164754432*z^7*log
(2)^3*log(16)^5 - 1567115335638115119267840*z^7*log(2)^9*log(16)^2 - 68065009291336089600*z^7*log(2)^6*log(16)
- 5748226214355619320692736*z^7*log(2)^10*log(16)^4 + 20827507222737454708555776*z^7*log(2)^11*log(16)^2 + 54
452007433068871680*z^7*log(2)^7 + 25300655133870152849817600*z^7*log(2)^13 - 2874745128757553906319360*z^7*log
(2)^11 + 9225285048457606968901632*z^7*log(2)^12 - 6793323754933683486720*z^7*log(2)^9 + 304595883082212333060
096*z^7*log(2)^10 - 992982028301654556672*z^7*log(2)^8 + 720520048220475545955367649280*z^7*log(2)^23 + 552090
160147694095632571564032*z^7*log(2)^22 - 281630088362585703573054554112*z^7*log(2)^21 - 1907182796288065632042
85071360*z^7*log(2)^20 + 74129332484801326692616372224*z^7*log(2)^19 + 17874904475116872155529216000*z^7*log(2
)^18 - 12107553952535868219429224448*z^7*log(2)^17 + 1250650789250916910198947840*z^7*log(2)^16 + 719253331991
231457971404800*z^7*log(2)^15 - 291026699643141903372779520*z^7*log(2)^14 - 2314755750369888829440*z^6*log(2)^
9*log(16)^7 + 10269228642301440*z^6*log(2)^3*log(16)^7 - 29533695505431924510720*z^6*log(2)^8*log(16)^3 + 1189
958038774087680*z^6*log(2)^7*log(16)^9 + 431293688860620635504640*z^6*log(2)^10*log(16)^4 - 453678130239952896
*z^6*log(2)^5*log(16)^8 - 20520927023415414975627264*z^6*log(2)^12*log(16)^4 + 883499937163902720*z^6*log(2)^4
*log(16)^3 - 562516217229312*z^6*log(2)^3*log(16)^8 + 27219164301383612282323379159040*z^6*log(2)^26*log(16)^2
- 3362185909333931709796460789760*z^6*log(2)^25*log(16)^3 - 440378052836251376471538401280*z^6*log(2)^24*log(
16)^4 + 151116596367261494852991320064*z^6*log(2)^23*log(16)^5 - 10758141143787410502451200000*z^6*log(2)^22*l
og(16)^6 + 15387618866833669109579608227840*z^6*log(2)^25*log(16)^2 + 1689217502858754107309681541120*z^6*log(
2)^24*log(16)^3 - 1369261778729601489038380892160*z^6*log(2)^23*log(16)^4 + 185699286562434753157750849536*z^6
*log(2)^22*log(16)^5 - 356309634682239035841183744*z^6*log(2)^21*log(16)^6 - 1008575732230069734604800000*z^6*
log(2)^20*log(16)^7 - 22457535293829652130568540782592*z^6*log(2)^24*log(16)^2 + 61664804384897934007210082304
00*z^6*log(2)^23*log(16)^3 - 618290812001635677655825121280*z^6*log(2)^22*log(16)^4 - 589511708627889975820717
91616*z^6*log(2)^21*log(16)^5 + 17241440770355885301911519232*z^6*log(2)^20*log(16)^6 - 7927808685621240141887
56992*z^6*log(2)^19*log(16)^7 - 31517991632189679206400000*z^6*log(2)^18*log(16)^8 - 1111152628538112236862139
7409792*z^6*log(2)^23*log(16)^2 + 215766892500971873148736634880*z^6*log(2)^22*log(16)^3 + 6273832835998069131
24444930048*z^6*log(2)^21*log(16)^4 - 125346044145486124134118195200*z^6*log(2)^20*log(16)^5 + 550072329575574
2545830739968*z^6*log(2)^19*log(16)^6 + 513075082182089349865144320*z^6*log(2)^18*log(16)^7 - 3005807825978665
3265559552*z^6*log(2)^17*log(16)^8 - 328312412835309158400000*z^6*log(2)^16*log(16)^9 + 7641661186553995955973
220466688*z^6*log(2)^22*log(16)^2 - 2431538076903499767389689479168*z^6*log(2)^21*log(16)^3 + 3379277141239527
01709601472512*z^6*log(2)^20*log(16)^4 + 3626816900865020876657000448*z^6*log(2)^19*log(16)^5 - 60335564290622
05015446257664*z^6*log(2)^18*log(16)^6 + 440080674281603340410290176*z^6*log(2)^17*log(16)^7 + 583094664442371
1364481024*z^6*log(2)^16*log(16)^8 - 320104602514426429440000*z^6*log(2)^15*log(16)^9 + 2521682029196499519342
586626048*z^6*log(2)^21*log(16)^2 - 62673927269462738554645905408*z^6*log(2)^20*log(16)^3 - 147272121731833107
684928782336*z^6*log(2)^19*log(16)^4 + 31961562805852078933071101952*z^6*log(2)^18*log(16)^5 - 180240390425664
1871596486656*z^6*log(2)^17*log(16)^6 - 108389442457409918689345536*z^6*log(2)^16*log(16)^7 + 1007143141016662
8630921216*z^6*log(2)^15*log(16)^8 + 17113284519040489881600*z^6*log(2)^14*log(16)^9 - 15737111189080007777583
90091776*z^6*log(2)^20*log(16)^2 + 459669048626336979857965056000*z^6*log(2)^19*log(16)^3 - 601435201912117208
87859412992*z^6*log(2)^18*log(16)^4 - 835177083244657682398838784*z^6*log(2)^17*log(16)^5 + 108695394537783305
0513080320*z^6*log(2)^16*log(16)^6 - 81126835844624429233471488*z^6*log(2)^15*log(16)^7 - 92300099922691739143
3728*z^6*log(2)^14*log(16)^8 + 72020252441617593532416*z^6*log(2)^13*log(16)^9 - 17978540245049536982524153036
8*z^6*log(2)^19*log(16)^2 - 30068039090131964967329464320*z^6*log(2)^18*log(16)^3 + 23449625719834479951083470
848*z^6*log(2)^17*log(16)^4 - 4121250483220846303751700480*z^6*log(2)^16*log(16)^5 + 1838075485951775274266787
84*z^6*log(2)^15*log(16)^6 + 17376305679592258195685376*z^6*log(2)^14*log(16)^7 - 1280043172054301486874624*z^
6*log(2)^13*log(16)^8 - 9557700150484531150848*z^6*log(2)^12*log(16)^9 + 192938940346291452238979137536*z^6*lo
g(2)^18*log(16)^2 - 44497052490147171980474843136*z^6*log(2)^17*log(16)^3 + 3856744516114102414183759872*z^6*l
og(2)^16*log(16)^4 + 401972629264402942324113408*z^6*log(2)^15*log(16)^5 - 114270926284443271651393536*z^6*log
(2)^14*log(16)^6 + 6180129455730829408862208*z^6*log(2)^13*log(16)^7 + 203456898902253656604672*z^6*log(2)^12*
log(16)^8 - 6299475584994043232256*z^6*log(2)^11*log(16)^9 - 67781764841321005056*z^6*log(2)^10*log(16)^10 - 1
5372741760716459412297875456*z^6*log(2)^17*log(16)^2 + 8531861691574380241052762112*z^6*log(2)^16*log(16)^3 -
2213048992248005897949806592*z^6*log(2)^15*log(16)^4 + 251373508538022605793263616*z^6*log(2)^14*log(16)^5 - 1
848588195123441388486656*z^6*log(2)^13*log(16)^6 - 1731119671003139492806656*z^6*log(2)^12*log(16)^7 + 6814364
0680814264451072*z^6*log(2)^11*log(16)^8 + 1811278236746784964608*z^6*log(2)^10*log(16)^9 + 170969330219168563
2*z^6*log(2)^9*log(16)^10 - 11015863215552855382375268352*z^6*log(2)^16*log(16)^2 + 14479000287776436776400322
56*z^6*log(2)^15*log(16)^3 + 93226789449995161410994176*z^6*log(2)^14*log(16)^4 - 51019420059121061392809984*z
^6*log(2)^13*log(16)^5 + 5784564145627679208505344*z^6*log(2)^12*log(16)^6 - 136334065946209214791680*z^6*log(
2)^11*log(16)^7 - 17794941763487841386496*z^6*log(2)^10*log(16)^8 + 3648653229954170880*z^6*log(2)^8*log(16)^1
0 + 3228381923594686450492243968*z^6*log(2)^15*log(16)^2 - 724641476748366006567567360*z^6*log(2)^14*log(16)^3
+ 82908068489679118496956416*z^6*log(2)^13*log(16)^4 - 288189500947955712*z^6*log(2)^7*log(16)^10 - 742744305
77261214028529664*z^6*log(2)^14*log(16)^2 - 399724281178968953520*z^6*log(2)^6*log(16)^4 - 491944398634433016*
z^6*log(2)^4*log(16)^7 + 161814929667548527337472*z^6*log(2)^9*log(16)^2 + 204961729388639161536*z^6*log(2)^6*
log(16)^5 - 4125897864342222077952*z^6*log(2)^8*log(16)^6 + 87725291999291919360*z^6*log(2)^6*log(16)^3 - 8347
3317454716665856*z^6*log(2)^7*log(16)^7 - 447514063561820547072*z^6*log(2)^7*log(16) - 24629495654839511678976
00*z^6*log(2)^12*log(16)^5 - 43456222173745970675712*z^6*log(2)^10*log(16)^6 + 1819862218468885964783616*z^6*l
og(2)^11*log(16)^5 - 16921304824794814944*z^6*log(2)^5*log(16)^6 - 8528799859198433280*z^6*log(2)^6*log(16)^7
- 96732379502899200*z^6*log(2)^5*log(16) + 35643209532966099323191296*z^6*log(2)^12*log(16)^2 + 88461897328779
5751911424*z^6*log(2)^10*log(16)^3 - 2446871157259259756544*z^6*log(2)^7*log(16)^5 + 171922188275712*z^6*log(2
)^2*log(16)^7 + 502886819236945809786273792*z^6*log(2)^14*log(16) - 1018783545280713404153856*z^6*log(2)^10*lo
g(16)^2 + 425490490287776880*z^6*log(2)^4*log(16)^4 - 348875765437990227148800*z^6*log(2)^10*log(16)^5 - 49254
962822814528*z^6*log(2)^3*log(16)^6 - 154996914339531802206535680*z^6*log(2)^13*log(16)^2 - 680481100889971448
8320*z^6*log(2)^9*log(16) + 456861058425862225920*z^6*log(2)^8*log(16)^8 + 67772689496808044249088*z^6*log(2)^
9*log(16)^3 + 5159438920934536660992*z^6*log(2)^8*log(16) + 14453852827109437440*z^6*log(2)^6*log(16) - 709628
33399624687096411801518080*z^6*log(2)^27*log(16) - 60240412727039816808800100286464*z^6*log(2)^26*log(16) + 38
339495049476810267699982630912*z^6*log(2)^25*log(16) + 33994301636480779734595267461120*z^6*log(2)^24*log(16)
- 11694573104251476175848877326336*z^6*log(2)^23*log(16) - 7522709754609024209173233008640*z^6*log(2)^22*log(1
6) + 2717666363233404803119388295168*z^6*log(2)^21*log(16) + 699533694742374515451497545728*z^6*log(2)^20*log(
16) - 407394900425855259027255066624*z^6*log(2)^19*log(16) + 9222872550385717278758928384*z^6*log(2)^18*log(16
) + 30665138708432699678445797376*z^6*log(2)^17*log(16) - 7322398929748928765796286464*z^6*log(2)^16*log(16) -
381648905787739458332786688*z^6*log(2)^15*log(16) + 39224176485751990517760*z^6*log(2)^9*log(16)^5 - 70219924
94910173771464704*z^6*log(2)^11*log(16)^3 + 11077820355270188520*z^6*log(2)^5*log(16)^5 + 50622673245337152*z^
6*log(2)^4*log(16)^8 + 377860857433200*z^6*log(2)^2*log(16)^4 + 863456387448098562048*z^6*log(2)^7*log(16)^6 -
4709884366472984064*z^6*log(2)^6*log(16)^6 + 153845414578809377280*z^6*log(2)^6*log(16)^2 - 34285015581799219
20*z^6*log(2)^7*log(16)^8 - 20960866872766080000*z^6*log(2)^5*log(16)^3 + 12364927703379980845056*z^6*log(2)^9
*log(16)^6 + 89867773389200328*z^6*log(2)^3*log(16)^5 + 3452328953182252861489152*z^6*log(2)^11*log(16) + 1573
81389216852738048*z^6*log(2)^9*log(16)^9 + 86928721173973590085730304*z^6*log(2)^13*log(16)^3 - 34182510930590
42661120*z^6*log(2)^8*log(16)^2 - 733874513250816*z^6*log(2)^4*log(16)^9 - 913808341670584909824*z^6*log(2)^9*
log(16)^8 - 52735513006439280*z^6*log(2)^3*log(16)^4 + 17349706531128648858624*z^6*log(2)^8*log(16)^4 - 345032
36222976*z^6*log(2)^2*log(16)^8 - 174443291874146602745856*z^6*log(2)^9*log(16)^4 - 302539563370824597504*z^6*
log(2)^8*log(16)^7 + 21591662529873134160*z^6*log(2)^5*log(16)^4 - 6045773718931200*z^6*log(2)^3*log(16)^3 - 5
64419724979741890969600*z^6*log(2)^11*log(16)^2 - 25436296905818112*z^6*log(2)^5*log(16)^9 - 59400480071405668
1914368*z^6*log(2)^11*log(16)^6 + 70491051041827074342912*z^6*log(2)^10*log(16)^7 + 13562859415850719899549696
*z^6*log(2)^12*log(16)^3 + 735335859001098240*z^6*log(2)^6*log(16)^9 + 5649598662527554265088*z^6*log(2)^8*log
(16)^5 - 5380463081105164800*z^6*log(2)^5*log(16)^2 - 2323037267943811560*z^6*log(2)^4*log(16)^5 - 14533172128
72357636608*z^6*log(2)^7*log(16)^2 + 36274642313587200*z^6*log(2)^4*log(16)^2 + 1817781967379052808372224*z^6*
log(2)^11*log(16)^4 + 5497448279142850560*z^6*log(2)^5*log(16)^7 - 176425557898752*z^6*log(2)^2*log(16)^6 - 24
8323306630464*z^6*log(2)^2*log(16)^5 - 5520997424460465451302912*z^6*log(2)^12*log(16) + 142744798254452120524
8*z^6*log(2)^7*log(16)^4 + 1728484150196149155*z^6*log(2)^4*log(16)^6 - 386536493461700910661632*z^6*log(2)^10
*log(16) - 2036008296755822592*z^6*log(2)^6*log(16)^8 - 75919979628975882240*z^6*log(2)^8*log(16)^9 - 77972949
54971136*z^6*log(2)^6*log(16)^10 - 80683436703683078975913984*z^6*log(2)^13*log(16) + 2320643794712151608064*z
^6*log(2)^7*log(16)^3 + 349362663740704896712704*z^6*log(2)^11 - 5948842856418627563520*z^6*log(2)^9 - 3856256
136722973464985600*z^6*log(2)^12 + 10004327821101621269495808*z^6*log(2)^13 + 469797574464302542848*z^6*log(2)
^8 - 553381059242337919624544256*z^6*log(2)^15 - 14517423593606836224*z^6*log(2)^7 + 6968057718967301498417971
2*z^6*log(2)^14 + 96732379502899200*z^6*log(2)^6 + 17129925683795431895040*z^6*log(2)^10 + 6558333594469039636
0737464254464*z^6*log(2)^28 + 65008723831221006196966221152256*z^6*log(2)^27 - 2561017326931360115560541690265
6*z^6*log(2)^26 - 33138871916363335551960641175552*z^6*log(2)^25 + 7111736979389873573331531202560*z^6*log(2)^
24 + 7222052289998236224315715485696*z^6*log(2)^23 - 1939515325658441135798995648512*z^6*log(2)^22 - 731332235
680894030568629469184*z^6*log(2)^21 + 346608512831748543558149210112*z^6*log(2)^20 + 3159310817539929192806744
064*z^6*log(2)^19 - 31033267763033560578351169536*z^6*log(2)^18 + 6668344057743077029359648768*z^6*log(2)^17 +
727043797143999255127523328*z^6*log(2)^16 + 132006530580480*z^5*log(2)^5*log(16)^9 - 3427039353025856913408*z
^5*log(2)^11*log(16)^2 - 4353808876968960*z^5*log(2)^5*log(16)^4 - 923999622463129940656128*z^5*log(2)^14*log(
16)^2 - 921176275444992*z^5*log(2)^4*log(16)^5 + 670291072574844764160*z^5*log(2)^10*log(16)^2 - 3431827243008
*z^5*log(2)^4*log(16)^9 - 574107546279393915568128*z^5*log(2)^14*log(16)^3 + 131718376908075539227811512320*z^
5*log(2)^25*log(16)^2 - 29786065384804203458136637440*z^5*log(2)^24*log(16)^3 + 1172368431144233059504619520*z
^5*log(2)^23*log(16)^4 + 765266922586887711828738048*z^5*log(2)^22*log(16)^5 - 142199092487117531881930752*z^5
*log(2)^21*log(16)^6 + 7879497908047419801600000*z^5*log(2)^20*log(16)^7 - 42516066218836408431582117888*z^5*l
og(2)^24*log(16)^2 + 23464716125479018389527592960*z^5*log(2)^23*log(16)^3 - 6421097399242738965361459200*z^5*
log(2)^22*log(16)^4 + 781651235356965194667393024*z^5*log(2)^21*log(16)^5 + 5144996954038643233652736*z^5*log(
2)^20*log(16)^6 - 10573340652850671683371008*z^5*log(2)^19*log(16)^7 + 738702928879445606400000*z^5*log(2)^18*
log(16)^8 - 64735826717722595642805583872*z^5*log(2)^23*log(16)^2 + 14074681907588614871932993536*z^5*log(2)^2
2*log(16)^3 - 25835297740905880045486080*z^5*log(2)^21*log(16)^4 - 579232449747762613158150144*z^5*log(2)^20*l
og(16)^5 + 102986258980355524156981248*z^5*log(2)^19*log(16)^6 - 5177529431026494018158592*z^5*log(2)^18*log(1
6)^7 - 250390744772976882745344*z^5*log(2)^17*log(16)^8 + 23084466527482675200000*z^5*log(2)^16*log(16)^9 + 24
594148857342384736636502016*z^5*log(2)^22*log(16)^2 - 10625246057370143256572067840*z^5*log(2)^21*log(16)^3 +
2473616569704288913169842176*z^5*log(2)^20*log(16)^4 - 251407554580520862033641472*z^5*log(2)^19*log(16)^5 - 9
612709203047974233440256*z^5*log(2)^18*log(16)^6 + 4502860965536963154149376*z^5*log(2)^17*log(16)^7 - 2884819
61300645495439360*z^5*log(2)^16*log(16)^8 - 2031125261531442315264*z^5*log(2)^15*log(16)^9 + 24046319299461120
0000*z^5*log(2)^14*log(16)^10 + 8543019434984511296942112768*z^5*log(2)^21*log(16)^2 - 11737679580145432870319
55456*z^5*log(2)^20*log(16)^3 - 332037710583611940623351808*z^5*log(2)^19*log(16)^4 + 148977458263875157745467
392*z^5*log(2)^18*log(16)^5 - 20511977438146408092794880*z^5*log(2)^17*log(16)^6 + 691652515470128330047488*z^
5*log(2)^16*log(16)^7 + 80563133794146733522944*z^5*log(2)^15*log(16)^8 - 5521910197178773536768*z^5*log(2)^14
*log(16)^9 - 6011579824865280000*z^5*log(2)^13*log(16)^10 - 4834833576693796045496254464*z^5*log(2)^20*log(16)
^2 + 1639039986688718169031311360*z^5*log(2)^19*log(16)^3 - 294210902150481122842116096*z^5*log(2)^18*log(16)^
4 + 17247314316767045942771712*z^5*log(2)^17*log(16)^5 + 3144813717081002185064448*z^5*log(2)^16*log(16)^6 - 6
24065665283784896937984*z^5*log(2)^15*log(16)^7 + 29831953896608838451200*z^5*log(2)^14*log(16)^8 + 6544915163
76767791104*z^5*log(2)^13*log(16)^9 - 30944607148494028800*z^5*log(2)^12*log(16)^10 + 860724254832840327215185
92*z^5*log(2)^19*log(16)^2 - 164834645243412636556591104*z^5*log(2)^18*log(16)^3 + 72226701162125784766218240*
z^5*log(2)^17*log(16)^4 - 14897200306538161146691584*z^5*log(2)^16*log(16)^5 + 1368018038522216995356672*z^5*l
og(2)^15*log(16)^6 - 1731585822729393143808*z^5*log(2)^14*log(16)^7 - 8226602319029263663104*z^5*log(2)^13*log
(16)^8 + 359307241723590082560*z^5*log(2)^12*log(16)^9 + 2712499961727025152*z^5*log(2)^11*log(16)^10 + 338022
005655935368436908032*z^5*log(2)^18*log(16)^2 - 79903830537139185663344640*z^5*log(2)^17*log(16)^3 + 676243813
3884598200827904*z^5*log(2)^16*log(16)^4 + 928883349623182498725888*z^5*log(2)^15*log(16)^5 - 2960253835293406
47505920*z^5*log(2)^14*log(16)^6 + 29448334755260836872192*z^5*log(2)^13*log(16)^7 - 790337515166430658560*z^5
*log(2)^12*log(16)^8 - 82188481831802834836783104*z^5*log(2)^17*log(16)^2 + 24597030448874089258942464*z^5*log
(2)^16*log(16)^3 - 4221503210974834021367808*z^5*log(2)^15*log(16)^4 + 390043075233695416713216*z^5*log(2)^14*
log(16)^5 - 901736973729792*z^5*log(2)^8*log(16)^11 + 1371353440275512338415616*z^5*log(2)^16*log(16)^2 - 2114
798381067446381445120*z^5*log(2)^15*log(16)^3 + 3935221655932531510345728*z^5*log(2)^15*log(16)^2 - 6098177918
79069696*z^5*log(2)^9*log(16)^6 + 12640384748614053593088*z^5*log(2)^12*log(16) - 102486477643776*z^5*log(2)^6
*log(16)^10 + 675340603702272*z^5*log(2)^4*log(16)^6 + 1935426638149234703990784*z^5*log(2)^15*log(16) - 12930
1862829049152*z^5*log(2)^7*log(16)^6 - 130841307943333632*z^5*log(2)^6*log(16)^5 - 70596231202064498688*z^5*lo
g(2)^9*log(16) - 10254781155398980608*z^5*log(2)^9*log(16)^4 + 1775307279826944*z^5*log(2)^7*log(16)^10 - 1956
5133833521556619264*z^5*log(2)^12*log(16)^3 + 15361803611147895570432*z^5*log(2)^12*log(16)^5 + 58217693160601
2690432*z^5*log(2)^10*log(16) - 5689064437944680448*z^5*log(2)^10*log(16)^9 + 1320083250374246400*z^5*log(2)^9
*log(16)^9 - 857120247770112*z^5*log(2)^6*log(16)^9 + 13536456402609792*z^5*log(2)^6*log(16)^8 + 1711476300129
16608*z^5*log(2)^6*log(16)^6 + 4656554956851072768*z^5*log(2)^8*log(16)^5 + 7673022659681280*z^5*log(2)^5*log(
16)^7 - 131518295028624015360*z^5*log(2)^10*log(16)^4 - 4155804174170962944*z^5*log(2)^8*log(16)^6 + 352680714
07377408*z^5*log(2)^7*log(16)^7 + 898320235977768960*z^5*log(2)^10*log(16)^10 - 8382664154733191626752*z^5*log
(2)^13*log(16)^6 + 230500278921683533824*z^5*log(2)^10*log(16)^6 - 1754554213697192460288*z^5*log(2)^11*log(16
)^3 + 41669577380045493633024*z^5*log(2)^13*log(16)^2 - 162310626821514240*z^5*log(2)^6*log(16)^4 - 1239565662
5803084800*z^5*log(2)^8*log(16)^4 + 253013643926798598144*z^5*log(2)^11*log(16)^8 - 622669294769515776*z^5*log
(2)^7*log(16)^5 + 7786920356610048*z^5*log(2)^8*log(16)^10 - 19619516593450368*z^5*log(2)^5*log(16)^6 - 430931
68277621116502016*z^5*log(2)^14*log(16) - 3032859585475364585472*z^5*log(2)^11*log(16) + 2788168234537866240*z
^5*log(2)^7*log(16)^4 - 288880754165901950976*z^5*log(2)^11*log(16)^5 - 321914703637905408*z^5*log(2)^9*log(16
)^8 - 74796561819500544*z^5*log(2)^8*log(16)^9 - 255933595856827986874793459712*z^5*log(2)^26*log(16) + 318342
00295758450669593296896*z^5*log(2)^25*log(16) + 125239246061200282049920892928*z^5*log(2)^24*log(16) - 2985154
2121340579585307181056*z^5*log(2)^23*log(16) - 18785114623831078763778539520*z^5*log(2)^22*log(16) + 760260392
0495871859032588288*z^5*log(2)^21*log(16) + 305648191428734758485491712*z^5*log(2)^20*log(16) - 68189151388560
6238098554880*z^5*log(2)^19*log(16) + 147550177208777713951703040*z^5*log(2)^18*log(16) + 61608851394300032927
66208*z^5*log(2)^17*log(16) - 2342660045859301883904*z^5*log(2)^12*log(16)^7 + 685216279974747612119040*z^5*lo
g(2)^14*log(16)^4 + 215270574064865315389440*z^5*log(2)^13*log(16)^3 + 252757063028736*z^5*log(2)^7*log(16)^8
+ 44760377917440*z^5*log(2)^4*log(16)^8 + 7571604617396674560*z^5*log(2)^9*log(16)^3 - 86046899433608577024*z^
5*log(2)^11*log(16)^7 - 70098962430530448*z^5*log(2)^6*log(16)^7 + 5859395460680122368*z^5*log(2)^10*log(16)^7
- 1157754347564556091392*z^5*log(2)^11*log(16)^6 + 22721873868096768*z^5*log(2)^5*log(16)^5 + 476020696154112
00*z^5*log(2)^6*log(16)^2 - 53205679798386425856*z^5*log(2)^11*log(16)^9 + 300965146420595576832*z^5*log(2)^10
*log(16)^3 - 11229996732590850048*z^5*log(2)^9*log(16)^7 - 94938864072508827500544*z^5*log(2)^13*log(16)^5 + 2
1282102130948669440*z^5*log(2)^8*log(16)^2 + 5272688563140729765888*z^5*log(2)^12*log(16)^6 - 1520012294627328
*z^5*log(2)^5*log(16)^8 + 3632633678079959040*z^5*log(2)^8*log(16)^3 - 1848629684946862080*z^5*log(2)^10*log(1
6)^8 - 7933678269235200*z^5*log(2)^5*log(16)^3 - 245059700908032*z^5*log(2)^4*log(16)^7 - 4135509774434304*z^5
*log(2)^7*log(16)^9 + 217049146102702080*z^5*log(2)^6*log(16)^3 - 21743181422538013016064*z^5*log(2)^12*log(16
)^4 - 25853210317173559394304*z^5*log(2)^13*log(16)^4 - 9942398732535984021307392*z^5*log(2)^16*log(16) - 2433
37756076605440*z^5*log(2)^8*log(16)^8 + 50253881914968809472*z^5*log(2)^9*log(16)^5 - 44467548605235534495744*
z^5*log(2)^13*log(16) - 1902965762490163200*z^5*log(2)^7*log(16)^3 - 126938852307763200*z^5*log(2)^7*log(16) -
146908610041685409792*z^5*log(2)^9*log(16)^2 + 2397449564669251584*z^5*log(2)^8*log(16)^7 - 14317231934118297
6*z^5*log(2)^9*log(16)^10 + 4651891970212823040*z^5*log(2)^8*log(16) + 15087476151010817998848*z^5*log(2)^12*l
og(16)^2 - 467205498843053064192*z^5*log(2)^10*log(16)^5 + 4618615152655326117888*z^5*log(2)^11*log(16)^4 + 49
5854891827200*z^5*log(2)^4*log(16)^4 - 1597071284758609920*z^5*log(2)^7*log(16)^2 + 17307076362003491586048*z^
5*log(2)^15 + 46493366016500922580992*z^5*log(2)^14 + 126938852307763200*z^5*log(2)^8 - 1535513002772289631027
2*z^5*log(2)^13 + 79179226025061777408*z^5*log(2)^10 - 1615958925781744767467520*z^5*log(2)^16 - 4887713096726
740992*z^5*log(2)^9 + 3903431027323806941184*z^5*log(2)^12 - 706071491755471798272*z^5*log(2)^11 + 19213867952
5460145588098039808*z^5*log(2)^27 - 1683433926179853995423563776*z^5*log(2)^26 - 92860455213066882926430388224
*z^5*log(2)^25 + 14896068505356114238969479168*z^5*log(2)^24 + 14881111957606974948598874112*z^5*log(2)^23 - 5
045551820213143300428791808*z^5*log(2)^22 - 418564135499955991820107776*z^5*log(2)^21 + 5455380135210114484147
32288*z^5*log(2)^20 - 110312939558252592840572928*z^5*log(2)^19 - 9856275317755459342958592*z^5*log(2)^18 + 91
21870740195240384135168*z^5*log(2)^17 - 84338177603476320*z^4*log(2)^7*log(16)^6 - 37547329959936*z^4*log(2)^4
*log(16)^4 + 3001772724452232192*z^4*log(2)^9*log(16) + 3788951833452478464*z^4*log(2)^11*log(16)^9 + 15653643
1681864032*z^4*log(2)^7*log(16)^5 - 3145952479150080*z^4*log(2)^10*log(16)^11 + 108356279848823558592*z^4*log(
2)^10*log(16)^3 + 35179437762070272*z^4*log(2)^8*log(16)^8 + 871472418480447876*z^4*log(2)^8*log(16)^6 + 63889
5745645299760103424*z^4*log(2)^16*log(16)^3 + 385309127264698944*z^4*log(2)^8*log(16)^3 - 8908461547601264640*
z^4*log(2)^12*log(16)^9 + 20113683775488*z^4*log(2)^8*log(16)^11 - 37696138005381120*z^4*log(2)^9*log(16)^9 +
10069107566310290571264*z^4*log(2)^13*log(16)^3 + 622783407379968*z^4*log(2)^5*log(16)^6 - 2236439020563125475
84*z^4*log(2)^11*log(16)^3 + 27289595710347213275136*z^4*log(2)^14*log(16)^4 - 126073172312202785587200*z^4*lo
g(2)^15*log(16) - 19354073461161984*z^4*log(2)^7*log(16) - 3525484036377266872123392*z^4*log(2)^18*log(16) + 2
360784422827949006342062080*z^4*log(2)^26*log(16)^2 - 833935240995920770781675520*z^4*log(2)^25*log(16)^3 + 10
1793307374575982603141120*z^4*log(2)^24*log(16)^4 + 13453279628246652404367360*z^4*log(2)^23*log(16)^5 - 47686
72133950298463928320*z^4*log(2)^22*log(16)^6 + 352301106466475747573760*z^4*log(2)^21*log(16)^7 - 606349006378
503057312841728*z^4*log(2)^25*log(16)^2 + 661446377990529289059041280*z^4*log(2)^24*log(16)^3 - 23167334769231
7261336412160*z^4*log(2)^23*log(16)^4 + 29748361462014336017891328*z^4*log(2)^22*log(16)^5 + 96726089819887443
0111744*z^4*log(2)^21*log(16)^6 - 540901266394428544647168*z^4*log(2)^20*log(16)^7 + 33028228731232101335040*z
^4*log(2)^19*log(16)^8 - 894713450439723572741013504*z^4*log(2)^24*log(16)^2 + 302370321632756208991469568*z^4
*log(2)^23*log(16)^3 + 8444233561238982340116480*z^4*log(2)^22*log(16)^4 - 23724089147667262306516992*z^4*log(
2)^21*log(16)^5 + 4136603708791374458388480*z^4*log(2)^20*log(16)^6 - 75642359136223141822464*z^4*log(2)^19*lo
g(16)^7 - 28143145223500723126272*z^4*log(2)^18*log(16)^8 + 1032132147851003166720*z^4*log(2)^17*log(16)^9 - 9
9389224410343498976329728*z^4*log(2)^23*log(16)^2 - 189746248219924226597978112*z^4*log(2)^22*log(16)^3 + 8317
9369606214249311371264*z^4*log(2)^21*log(16)^4 - 8537308488715728309977088*z^4*log(2)^20*log(16)^5 - 127809399
2374041399263232*z^4*log(2)^19*log(16)^6 + 272342430878548730314752*z^4*log(2)^18*log(16)^7 - 5721288383380976
566272*z^4*log(2)^17*log(16)^8 - 795343232445349625856*z^4*log(2)^16*log(16)^9 + 10751376540114616320*z^4*log(
2)^15*log(16)^10 + 269622067330630319521923072*z^4*log(2)^22*log(16)^2 - 81985598176980490254286848*z^4*log(2)
^21*log(16)^3 - 7401217130169283179970560*z^4*log(2)^20*log(16)^4 + 7174591531618561469448192*z^4*log(2)^19*lo
g(16)^5 - 910821186891115910922240*z^4*log(2)^18*log(16)^6 - 35129813983212173524992*z^4*log(2)^17*log(16)^7 +
9988687942096609345536*z^4*log(2)^16*log(16)^8 - 48333903335893499904*z^4*log(2)^15*log(16)^9 - 1054751718872
0295936*z^4*log(2)^14*log(16)^10 + 53769757762535700446576640*z^4*log(2)^21*log(16)^2 + 2979667602783461154226
1760*z^4*log(2)^20*log(16)^3 - 14139579939082151279984640*z^4*log(2)^19*log(16)^4 + 899654428086251915575296*z
^4*log(2)^18*log(16)^5 + 344394104779185592467456*z^4*log(2)^17*log(16)^6 - 43850955944141732708352*z^4*log(2)
^16*log(16)^7 - 1060807817785264570368*z^4*log(2)^15*log(16)^8 + 182598664595039059968*z^4*log(2)^14*log(16)^9
+ 1796435389414637568*z^4*log(2)^13*log(16)^10 - 38042028579225600*z^4*log(2)^12*log(16)^11 - 591011676620401
09698514944*z^4*log(2)^20*log(16)^2 + 15529335800688945238376448*z^4*log(2)^19*log(16)^3 + 1463945032400992016
007168*z^4*log(2)^18*log(16)^4 - 1024326746989294918828032*z^4*log(2)^17*log(16)^5 + 79311692238347223171072*z
^4*log(2)^16*log(16)^6 + 10544050160345800507392*z^4*log(2)^15*log(16)^7 - 1093693460735179358208*z^4*log(2)^1
4*log(16)^8 - 36018252148402814976*z^4*log(2)^13*log(16)^9 + 987987489060814848*z^4*log(2)^12*log(16)^10 - 258
2764822132765935796224*z^4*log(2)^19*log(16)^2 - 5055938798197774913372160*z^4*log(2)^18*log(16)^3 + 151864454
6959613274095616*z^4*log(2)^17*log(16)^4 + 7199270108738964078723072*z^4*log(2)^18*log(16)^2 + 387415960668648
68622336*z^4*log(2)^14*log(16) - 15376494673595990016*z^4*log(2)^11*log(16)^8 - 982144924748022528*z^4*log(2)^
8*log(16)^2 + 7709356818432*z^4*log(2)^4*log(16)^7 + 710262926263296*z^4*log(2)^5*log(16)^4 + 70613314043904*z
^4*log(2)^9*log(16)^11 + 3637003806572544*z^4*log(2)^6*log(16)^2 + 31919689853525088*z^4*log(2)^7*log(16)^7 -
2828981493113548032*z^4*log(2)^9*log(16)^6 - 15148063534823577216*z^4*log(2)^9*log(16)^3 - 260669523377219328*
z^4*log(2)^8*log(16)^7 - 984662895957664333824*z^4*log(2)^14*log(16)^6 - 865310992069726530699264*z^4*log(2)^1
7*log(16)^2 + 656491216158720*z^4*log(2)^6*log(16) - 8813001725557056*z^4*log(2)^6*log(16)^3 + 27590261243904*
z^4*log(2)^5*log(16)^8 - 268271887044657568896*z^4*log(2)^11*log(16)^2 - 30274126057623402971136*z^4*log(2)^14
*log(16)^3 - 25302593899951473024*z^4*log(2)^10*log(16)^2 - 474720027343773437952*z^4*log(2)^12*log(16)^4 + 26
933010691392*z^4*log(2)^6*log(16)^7 - 135790778802384027648*z^4*log(2)^11*log(16)^5 - 164122804039680*z^4*log(
2)^5*log(16)^2 + 5107376730931200*z^4*log(2)^9*log(16)^10 - 2705010868224*z^4*log(2)^5*log(16)^3 - 11743547238
410765008896*z^4*log(2)^14*log(16)^2 + 4645375632951552*z^4*log(2)^6*log(16)^4 + 29411770720220872704*z^4*log(
2)^12*log(16)^8 + 3061202024632338036*z^4*log(2)^9*log(16)^4 - 1571575764252694248*z^4*log(2)^8*log(16)^5 - 14
21706041582976*z^4*log(2)^6*log(16)^6 + 101969898457089024*z^4*log(2)^8*log(16) + 1657400898631680*z^4*log(2)^
8*log(16)^9 - 257972305316433887232*z^4*log(2)^12*log(16)^6 + 39540713154674688*z^4*log(2)^10*log(16)^10 + 731
978239587100360704*z^4*log(2)^12*log(16)^5 + 75931582464*z^4*log(2)^4*log(16)^9 + 1214785005255873108*z^4*log(
2)^8*log(16)^4 - 24397741997835310596096*z^4*log(2)^16*log(16) - 2760656993478005501952*z^4*log(2)^13*log(16)
+ 307971779476182750720*z^4*log(2)^11*log(16)^4 + 13397694103780595712*z^4*log(2)^10*log(16)^5 - 6791644318588
4398320*z^4*log(2)^10*log(16)^4 - 2588358426624*z^4*log(2)^7*log(16)^10 - 1751853618759204864*z^4*log(2)^12*lo
g(16)^7 - 77586378584691981680640*z^4*log(2)^15*log(16)^4 - 7472137721589504*z^4*log(2)^7*log(16)^8 - 29391241
60482720549269667840*z^4*log(2)^27*log(16) - 431365599395395869779951616*z^4*log(2)^26*log(16) + 6825690355826
08763403632640*z^4*log(2)^25*log(16) + 771606416403795641471336448*z^4*log(2)^24*log(16) - 1601851287988234146
48274944*z^4*log(2)^23*log(16) - 223815816415430039323017216*z^4*log(2)^22*log(16) + 3596845097092541341866393
6*z^4*log(2)^21*log(16) + 34182363900727098026754048*z^4*log(2)^20*log(16) - 7119962261316079938699264*z^4*log
(2)^19*log(16) + 2653333254036887961600*z^4*log(2)^14*log(16)^7 - 8972697913726272012288*z^4*log(2)^14*log(16)
^5 - 2036080217709895680*z^4*log(2)^10*log(16)^7 - 33045385153414906773504*z^4*log(2)^15*log(16)^3 + 649504560
4335157248*z^4*log(2)^11*log(16)^6 + 1507257514576103595835392*z^4*log(2)^17*log(16) - 1004348561872486662144*
z^4*log(2)^13*log(16)^7 + 194860940004864*z^4*log(2)^6*log(16)^8 + 1017012884891369472*z^4*log(2)^10*log(16)^8
- 1286696337408*z^4*log(2)^5*log(16)^9 - 400585642590304494157824*z^4*log(2)^16*log(16)^2 - 11964843992000568
36096*z^4*log(2)^12*log(16)^3 - 260246007268659230146560*z^4*log(2)^16*log(16)^4 + 10680885945904896*z^4*log(2
)^7*log(16)^2 - 1313236633526941473792*z^4*log(2)^12*log(16) - 2330788863068539453440*z^4*log(2)^13*log(16)^5
+ 17175271421509632*z^4*log(2)^11*log(16)^11 - 8939977413732952178688*z^4*log(2)^16*log(16)^5 - 41196452589710
843314176*z^4*log(2)^15*log(16)^6 - 408425793991999488*z^4*log(2)^11*log(16)^10 + 2172299798674245943296*z^4*l
og(2)^13*log(16)^6 + 149596061565423642476544*z^4*log(2)^15*log(16)^2 - 24418995941376*z^4*log(2)^4*log(16)^6
+ 42015459124224*z^4*log(2)^4*log(16)^5 - 867224684003328*z^4*log(2)^8*log(16)^10 + 10239528852632072448*z^4*l
og(2)^9*log(16)^2 + 26404392849584947200*z^4*log(2)^11*log(16)^7 + 1735900687785397248*z^4*log(2)^10*log(16)^6
- 191703466340352*z^4*log(2)^5*log(16)^7 + 4324537477686111264*z^4*log(2)^9*log(16)^5 - 282170879233228800*z^
4*log(2)^10*log(16)^9 + 778786766899200*z^4*log(2)^7*log(16)^9 - 1234461523968*z^4*log(2)^4*log(16)^8 + 106511
883573377088*z^4*log(2)^7*log(16)^3 - 2514942940770724478976*z^4*log(2)^13*log(16)^4 + 13676900336640*z^4*log(
2)^4*log(16)^3 + 268791140131931160576*z^4*log(2)^13*log(16)^8 - 189591179561554464*z^4*log(2)^7*log(16)^4 + 3
9540776168890368*z^4*log(2)^9*log(16)^8 + 432569494020119924736*z^4*log(2)^11*log(16) + 1779542949888*z^4*log(
2)^6*log(16)^10 + 1219132132403328*z^4*log(2)^6*log(16)^5 - 44780661706752*z^4*log(2)^6*log(16)^9 + 5686553334
43040256*z^4*log(2)^9*log(16)^7 - 1012788741376512*z^4*log(2)^5*log(16)^5 - 1253074956525956908449792*z^4*log(
2)^17*log(16)^3 - 57483640025121051648*z^4*log(2)^10*log(16) + 2381557000119655758336*z^4*log(2)^12*log(16)^2
- 6429898661448514093056*z^4*log(2)^13*log(16)^2 + 81991004329188576460800*z^4*log(2)^15*log(16)^5 + 289406007
215446988685312*z^4*log(2)^16 - 51713267777343726944256*z^4*log(2)^15 - 875321621544960*z^4*log(2)^7 - 1535978
632011881901981696*z^4*log(2)^18 + 29009470104797184*z^4*log(2)^8 + 8314945795309571766484992*z^4*log(2)^19 -
3895747549458193870848*z^4*log(2)^14 - 239592797793792000*z^4*log(2)^9 - 818193595631000509440*z^4*log(2)^12 -
460389950293472169689088*z^4*log(2)^17 + 3779300525433496925184*z^4*log(2)^13 - 3161632934026874880*z^4*log(2
)^10 + 1280936005520287677158522880*z^4*log(2)^28 + 676220891827997332815740928*z^4*log(2)^27 + 23479951222234
2048317964288*z^4*log(2)^26 - 558967134058064751737438208*z^4*log(2)^25 - 202802304848630857353658368*z^4*log(
2)^24 + 154191832350236836311859200*z^4*log(2)^23 + 64403883906833690828734464*z^4*log(2)^22 - 410138805901335
46633396224*z^4*log(2)^21 - 6321598401540173554778112*z^4*log(2)^20 + 86052034038865711104*z^4*log(2)^11 + 302
4395698176*z^3*log(2)^7*log(16)^9 - 6675707002355712*z^3*log(2)^11*log(16)^10 - 53034932404224*z^3*log(2)^5*lo
g(16)^4 - 6515056884969935732736*z^3*log(2)^17*log(16)^5 + 391378894848*z^3*log(2)^10*log(16)^12 - 11878780796
5905866981376*z^3*log(2)^19*log(16)^2 - 1184597979871768704*z^3*log(2)^10*log(16)^4 - 1117145530368*z^3*log(2)
^5*log(16)^8 + 945743622930432*z^3*log(2)^6*log(16)^4 + 1211579596800*z^3*log(2)^4*log(16)^4 + 32762387644416*
z^3*log(2)^5*log(16)^3 - 1955558597926450102272*z^3*log(2)^16*log(16)^5 + 319640366481408*z^3*log(2)^11*log(16
)^11 + 17690684437536768*z^3*log(2)^8*log(16) - 5829741037388619648*z^3*log(2)^11*log(16)^3 + 2059144232643330
048*z^3*log(2)^14*log(16)^9 + 7045807186511047950336*z^3*log(2)^17*log(16) - 492989420316672*z^3*log(2)^6*log(
16)^3 - 49327882371072*z^3*log(2)^10*log(16)^11 + 415379342592000*z^3*log(2)^6*log(16)^6 - 11048481388744704*z
^3*log(2)^10*log(16)^9 - 57496328060317728768*z^3*log(2)^14*log(16)^6 + 88692727873536*z^3*log(2)^6*log(16) -
1729894154058315904057344*z^3*log(2)^26*log(16)^2 - 422699069998522127351808*z^3*log(2)^25*log(16)^3 + 4845599
38019330956984320*z^3*log(2)^24*log(16)^4 - 106519138386566971392000*z^3*log(2)^23*log(16)^5 - 199662585879843
5696640*z^3*log(2)^22*log(16)^6 + 3233877266427795210240*z^3*log(2)^21*log(16)^7 - 291377266391336878080*z^3*l
og(2)^20*log(16)^8 + 5753043215939869939335168*z^3*log(2)^25*log(16)^2 - 2017675305154396695822336*z^3*log(2)^
24*log(16)^3 - 26256238029149124427776*z^3*log(2)^23*log(16)^4 + 171795580274869952053248*z^3*log(2)^22*log(16
)^5 - 33509183616562715688960*z^3*log(2)^21*log(16)^6 + 351402579231070224384*z^3*log(2)^20*log(16)^7 + 420804
175388756410368*z^3*log(2)^19*log(16)^8 - 27316618724187832320*z^3*log(2)^18*log(16)^9 - 685461416868868062707
712*z^3*log(2)^24*log(16)^2 + 1749196552787828272005120*z^3*log(2)^23*log(16)^3 - 688319450520887048011776*z^3
*log(2)^22*log(16)^4 + 57660066999590914621440*z^3*log(2)^21*log(16)^5 + 19895622495355375976448*z^3*log(2)^20
*log(16)^6 - 4160439303960583471104*z^3*log(2)^19*log(16)^7 + 90237999011994796032*z^3*log(2)^18*log(16)^8 + 2
3916469175244029952*z^3*log(2)^17*log(16)^9 - 853644335130869760*z^3*log(2)^16*log(16)^10 - 290566363230975056
4126720*z^3*log(2)^23*log(16)^2 + 770320334764212838465536*z^3*log(2)^22*log(16)^3 + 183392532274083841179648*
z^3*log(2)^21*log(16)^4 - 112317799097530312556544*z^3*log(2)^20*log(16)^5 + 12131527089153650982912*z^3*log(2
)^19*log(16)^6 + 1258561218684024520704*z^3*log(2)^18*log(16)^7 - 253973439372129730560*z^3*log(2)^17*log(16)^
8 + 2729092107586240512*z^3*log(2)^16*log(16)^9 + 656714999367991296*z^3*log(2)^15*log(16)^10 - 88921284909465
60*z^3*log(2)^14*log(16)^11 + 390413454899544726700032*z^3*log(2)^22*log(16)^2 - 783279556261626985316352*z^3*
log(2)^21*log(16)^3 + 223567489436036169203712*z^3*log(2)^20*log(16)^4 + 4225515791085383712768*z^3*log(2)^19*
log(16)^5 - 9639662775697944870912*z^3*log(2)^18*log(16)^6 + 924232118964137754624*z^3*log(2)^17*log(16)^7 + 5
7378714821836406784*z^3*log(2)^16*log(16)^8 - 7697041033242083328*z^3*log(2)^15*log(16)^9 + 846496101317067222
810624*z^3*log(2)^21*log(16)^2 - 88086564436206409482240*z^3*log(2)^20*log(16)^3 - 90963965512844568428544*z^3
*log(2)^19*log(16)^4 + 26313150831923055034368*z^3*log(2)^18*log(16)^5 - 389726365825351286784*z^3*log(2)^17*l
og(16)^6 - 201982726066210407972864*z^3*log(2)^20*log(16)^2 + 174653569735051305811968*z^3*log(2)^19*log(16)^3
+ 353640550510828224*z^3*log(2)^9*log(16)^2 - 73830374387712*z^3*log(2)^9*log(16)^10 + 985042015898112*z^3*lo
g(2)^9*log(16)^9 - 57109099227803136*z^3*log(2)^10*log(16) - 150079537152*z^3*log(2)^4*log(16)^7 - 81023063121
985536*z^3*log(2)^13*log(16)^10 - 97907906679129792*z^3*log(2)^9*log(16)^6 - 43291079561496960*z^3*log(2)^8*lo
g(16)^2 + 427261668695130415104*z^3*log(2)^14*log(16)^4 - 18289604302425209664*z^3*log(2)^12*log(16)^4 - 19051
2327789115200*z^3*log(2)^10*log(16)^7 + 32361543068811264*z^3*log(2)^12*log(16)^10 + 3171724348581554946048*z^
3*log(2)^17*log(16)^2 - 7006452667249536*z^3*log(2)^8*log(16)^7 + 266274151055356015411200*z^3*log(2)^20*log(1
6) - 1990944438091776*z^3*log(2)^12*log(16)^11 - 7688747626920161280*z^3*log(2)^12*log(16)^6 - 833618213425152
*z^3*log(2)^6*log(16)^5 - 6184157331456*z^3*log(2)^5*log(16)^2 - 485970843090864282624*z^3*log(2)^14*log(16)^3
+ 25140658176*z^3*log(2)^4*log(16)^8 + 19366127611431704064*z^3*log(2)^12*log(16)^5 - 4105129063560192*z^3*lo
g(2)^7*log(16)^6 + 3407431873058247168*z^3*log(2)^11*log(16) + 253357701920589312*z^3*log(2)^11*log(16)^6 - 35
16641132544*z^3*log(2)^8*log(16)^10 + 2604106435820544*z^3*log(2)^7*log(16)^2 + 1075953519740181381120*z^3*log
(2)^15*log(16)^2 + 30204630985793863680*z^3*log(2)^15*log(16)^8 - 1587108474859290624*z^3*log(2)^15*log(16)^7
+ 1411278860494761836544*z^3*log(2)^16*log(16) - 37456183296*z^3*log(2)^6*log(16)^10 + 18402702999552*z^3*log(
2)^6*log(16)^8 + 1005210086178816*z^3*log(2)^10*log(16)^10 + 40294167895946428416*z^3*log(2)^13*log(16)^6 + 25
106266550545680960*z^3*log(2)^12*log(16)^2 - 5657073991036991668224*z^3*log(2)^16*log(16)^2 - 1175523366348354
35520*z^3*log(2)^14*log(16)^5 + 63333917178200064*z^3*log(2)^11*log(16)^9 + 13233763609446528*z^3*log(2)^8*log
(16)^3 - 3563082902974362624*z^3*log(2)^11*log(16)^5 - 351851779705930776576*z^3*log(2)^15*log(16)^6 - 2159616
87385178112*z^3*log(2)^12*log(16)^9 - 22551418552320*z^3*log(2)^5*log(16)^6 - 1734578520440832*z^3*log(2)^7*lo
g(16) - 8167634720940096*z^3*log(2)^9*log(16)^8 + 7000774893942369984*z^3*log(2)^11*log(16)^4 + 17680253519732
2988544*z^3*log(2)^14*log(16)^2 + 4162802948137739674976256*z^3*log(2)^27*log(16) - 5591315062210917379866624*
z^3*log(2)^26*log(16) - 2719843628733529099075584*z^3*log(2)^25*log(16) + 2526806326546107098726400*z^3*log(2)
^24*log(16) + 1640369439412613069930496*z^3*log(2)^23*log(16) - 1081013849429457940512768*z^3*log(2)^22*log(16
) - 284621627556534996172800*z^3*log(2)^21*log(16) - 999118209024*z^3*log(2)^6*log(16)^9 - 2417970319994027350
4256*z^3*log(2)^18*log(16)^4 - 18522557908992*z^3*log(2)^6*log(16)^2 + 1115317495860459208704*z^3*log(2)^15*lo
g(16)^5 - 293868944955113472*z^3*log(2)^11*log(16)^8 + 189017501781196800*z^3*log(2)^13*log(16)^9 + 6737091231
744*z^3*log(2)^5*log(16)^7 + 63415555480180224*z^3*log(2)^10*log(16)^8 + 126288661918180525056*z^3*log(2)^13*l
og(16)^3 + 168236431312530240*z^3*log(2)^10*log(16)^5 + 36506279534946048*z^3*log(2)^8*log(16)^4 - 44205975854
530633728*z^3*log(2)^13*log(16)^5 - 1361519543625074343936*z^3*log(2)^15*log(16)^4 + 960101351424*z^3*log(2)^7
*log(16)^10 + 79498838016*z^3*log(2)^5*log(16)^9 - 298658163783693888*z^3*log(2)^9*log(16)^3 - 543218250893230
08*z^3*log(2)^14*log(16)^10 + 6924275407650816*z^3*log(2)^13*log(16)^11 + 17903640458759774404608*z^3*log(2)^1
7*log(16)^4 - 19940131440661860864*z^3*log(2)^12*log(16) + 23130999421086528*z^3*log(2)^9*log(16)^4 - 18977162
52672*z^3*log(2)^5*log(16) + 965557918533888*z^3*log(2)^8*log(16)^8 - 319810830336*z^3*log(2)^8*log(16)^11 + 5
919658740957769629696*z^3*log(2)^16*log(16)^3 + 122907229911607680*z^3*log(2)^9*log(16)^5 - 114616015556849329
7664*z^3*log(2)^16*log(16)^4 - 25354233926377408512*z^3*log(2)^13*log(16)^4 - 1460060291420224704*z^3*log(2)^1
0*log(16)^2 - 1811939328*z^3*log(2)^4*log(16)^9 + 37706378695812288*z^3*log(2)^9*log(16)^7 + 62449793605199462
4*z^3*log(2)^12*log(16)^7 + 2698233318512640*z^3*log(2)^7*log(16)^3 - 1002422697984*z^3*log(2)^4*log(16)^5 - 1
51785837232128*z^3*log(2)^7*log(16)^8 + 53369034601207431168*z^3*log(2)^14*log(16)^7 - 969287210042882383872*z
^3*log(2)^15*log(16) + 24580095114533760*z^3*log(2)^8*log(16)^6 + 499716587520*z^3*log(2)^4*log(16)^6 + 709169
616804062016*z^3*log(2)^11*log(16)^2 - 18298973048110300790784*z^3*log(2)^17*log(16)^3 + 131855527794448899072
*z^3*log(2)^14*log(16) + 1912282238033068032*z^3*log(2)^13*log(16)^8 + 8214439814019072*z^3*log(2)^7*log(16)^5
- 130186767805207041024*z^3*log(2)^13*log(16)^2 + 583987168376211456*z^3*log(2)^11*log(16)^7 - 18120970968059
149811712*z^3*log(2)^18*log(16)^3 - 27965792692224*z^3*log(2)^8*log(16)^9 - 5728812991956604224*z^3*log(2)^12*
log(16)^3 + 50926675856566184312832*z^3*log(2)^18*log(16)^2 - 45684082289468160*z^3*log(2)^8*log(16)^5 - 12003
6932536320*z^3*log(2)^6*log(16)^7 - 8154243389629038329856*z^3*log(2)^19*log(16) + 45038136803328*z^3*log(2)^5
*log(16)^5 + 248459538431661120*z^3*log(2)^10*log(16)^6 + 1134336317349888*z^3*log(2)^7*log(16)^7 - 1449614513
9165036544*z^3*log(2)^13*log(16)^7 - 502250688122883932160*z^3*log(2)^16*log(16)^7 - 817072275456*z^3*log(2)^4
*log(16)^3 - 30742512127194590871552*z^3*log(2)^18*log(16) + 237214531584*z^3*log(2)^4*log(16)^2 - 85833814408
33536*z^3*log(2)^7*log(16)^4 - 86016004088804352*z^3*log(2)^9*log(16) + 146400948574847336448*z^3*log(2)^15*lo
g(16)^3 - 15984018683345240064*z^3*log(2)^14*log(16)^8 + 1992332731362588288*z^3*log(2)^10*log(16)^3 + 5395386
433536*z^3*log(2)^9*log(16)^11 + 562590534280937472*z^3*log(2)^12*log(16)^8 + 38910501265660614144*z^3*log(2)^
13*log(16) + 1625475968626424020992*z^3*log(2)^16*log(16)^6 - 402934424930947104768*z^3*log(2)^16 - 1273306795
60577522688*z^3*log(2)^14 + 9274743813973349376*z^3*log(2)^12 - 66273694284791808*z^3*log(2)^9 + 6362753771360
072761344*z^3*log(2)^18 + 3795432505344*z^3*log(2)^6 - 41283088009540474503168*z^3*log(2)^20 + 482771782228377
6*z^3*log(2)^8 + 483771582408025202688*z^3*log(2)^15 - 203531768561664*z^3*log(2)^7 + 573758098255079424*z^3*l
og(2)^10 + 618463484713055232*z^3*log(2)^13 + 9244255930442594648064*z^3*log(2)^19 - 2601876358108584836333568
*z^3*log(2)^28 + 1330012553557467885207552*z^3*log(2)^27 + 2447930910924488249966592*z^3*log(2)^26 + 114496339
636730380419072*z^3*log(2)^25 - 1611687492765591413981184*z^3*log(2)^24 + 158987552236562213240832*z^3*log(2)^
23 + 384555623338319592554496*z^3*log(2)^22 - 80306247101444391960576*z^3*log(2)^21 - 3130973069338874880*z^3*
log(2)^11 - 2473269322933584396288*z^3*log(2)^17 + 51823851031296*z^2*log(2)^10*log(16)^8 + 107184525989179392
*z^2*log(2)^14*log(16)^4 + 254129799168*z^2*log(2)^11*log(16)^11 - 679477248*z^2*log(2)^8*log(16)^11 - 2205879
069286858752*z^2*log(2)^19*log(16) + 15599558086284672*z^2*log(2)^13*log(16)^3 - 3647034574848*z^2*log(2)^9*lo
g(16)^5 - 752181313536*z^2*log(2)^12*log(16)^12 - 609553663200300367872*z^2*log(2)^22*log(16) + 10757655409766
4*z^2*log(2)^11*log(16)^9 - 3362592458639572992*z^2*log(2)^18*log(16) - 190666942709760*z^2*log(2)^13*log(16)^
9 + 1231672445043984*z^2*log(2)^14*log(16)^2 + 5237545478504256*z^2*log(2)^12*log(16)^5 - 59627343691008*z^2*l
og(2)^11*log(16)^6 + 46403067932928*z^2*log(2)^10*log(16)^5 + 942090369191903232*z^2*log(2)^17*log(16)^6 + 874
8269568*z^2*log(2)^8*log(16)^10 + 148291646879327846400*z^2*log(2)^21*log(16) - 97942568435712*z^2*log(2)^13*l
og(16)^10 - 5327152240618635264*z^2*log(2)^18*log(16)^4 + 604061468850960*z^2*log(2)^12*log(16)^2 + 8796948706
137200394240*z^2*log(2)^26*log(16)^2 - 4454105067465694248960*z^2*log(2)^25*log(16)^3 + 1340951011174215843840
*z^2*log(2)^24*log(16)^4 - 202516319931224555520*z^2*log(2)^23*log(16)^5 - 6063234881138196480*z^2*log(2)^22*l
og(16)^6 + 7751820858611466240*z^2*log(2)^21*log(16)^7 - 1100787061264220160*z^2*log(2)^20*log(16)^8 + 4809263
8598922240*z^2*log(2)^19*log(16)^9 + 680860665590335930368*z^2*log(2)^25*log(16)^2 + 1451522755906718662656*z^
2*log(2)^24*log(16)^3 - 1229356140085741879296*z^2*log(2)^23*log(16)^4 + 437829681936309682176*z^2*log(2)^22*l
og(16)^5 - 69668777483235753984*z^2*log(2)^21*log(16)^6 + 1450883658176004096*z^2*log(2)^20*log(16)^7 + 937405
680690659328*z^2*log(2)^19*log(16)^8 - 109811524800872448*z^2*log(2)^18*log(16)^9 + 4508684868648960*z^2*log(2
)^17*log(16)^10 - 3965446097673299951616*z^2*log(2)^24*log(16)^2 + 2259089177754193625088*z^2*log(2)^23*log(16
)^3 - 484529771466467573760*z^2*log(2)^22*log(16)^4 - 58830522482096603136*z^2*log(2)^21*log(16)^5 + 474168201
34777454592*z^2*log(2)^20*log(16)^6 - 7956108813382189056*z^2*log(2)^19*log(16)^7 + 328148764273410048*z^2*log
(2)^18*log(16)^8 + 39617980929146880*z^2*log(2)^17*log(16)^9 - 4408491871567872*z^2*log(2)^16*log(16)^10 + 140
896402145280*z^2*log(2)^15*log(16)^11 - 1236642419749693685760*z^2*log(2)^23*log(16)^2 - 274083860468421623808
*z^2*log(2)^22*log(16)^3 + 410448007342489337856*z^2*log(2)^21*log(16)^4 - 128548982471975239680*z^2*log(2)^20
*log(16)^5 + 9423999537028005888*z^2*log(2)^19*log(16)^6 + 2475319828848574464*z^2*log(2)^18*log(16)^7 + 10842
21175131405287424*z^2*log(2)^22*log(16)^2 - 660533296388728946688*z^2*log(2)^21*log(16)^3 + 30685496925487104*
z^2*log(2)^15*log(16)^8 - 60419892005664768*z^2*log(2)^17*log(16) - 515240165376*z^2*log(2)^9*log(16)^3 - 1171
0277001668736*z^2*log(2)^13*log(16) + 1764489941987328*z^2*log(2)^12*log(16) - 881026250246258688*z^2*log(2)^1
6*log(16)^4 + 50242810551533568*z^2*log(2)^14*log(16)^7 - 46852079616*z^2*log(2)^8*log(16)^9 + 128421199872*z^
2*log(2)^11*log(16)^12 + 717565356827099136*z^2*log(2)^15*log(16)^5 - 566881797950816256*z^2*log(2)^15*log(16)
^4 - 188514791424*z^2*log(2)^8*log(16)^7 - 17162221213440*z^2*log(2)^10*log(16)^9 - 287968452894720*z^2*log(2)
^12*log(16)^9 + 27057760763904*z^2*log(2)^10*log(16)^2 + 737140405174272*z^2*log(2)^15*log(16)^10 - 1084111863
067312128*z^2*log(2)^16*log(16)^5 + 35102182394880*z^2*log(2)^10*log(16)^6 + 336416590218498048*z^2*log(2)^16*
log(16) - 550234062194197248*z^2*log(2)^16*log(16)^2 + 6300082685952*z^2*log(2)^9*log(16)^7 + 214077702708864*
z^2*log(2)^11*log(16)^4 + 27087481911043584*z^2*log(2)^13*log(16)^6 + 43827642524102400*z^2*log(2)^14*log(16)
+ 2765281794048*z^2*log(2)^10*log(16)^10 + 20639121408*z^2*log(2)^9*log(16)^11 + 119953291371264*z^2*log(2)^12
*log(16)^7 - 189870147610469203968*z^2*log(2)^20*log(16)^2 - 326356460760960*z^2*log(2)^11*log(16)^8 + 4269861
568512*z^2*log(2)^10*log(16) + 630246776555520*z^2*log(2)^12*log(16)^8 + 1741397426844051456*z^2*log(2)^16*log
(16)^3 - 645598789641437184*z^2*log(2)^16*log(16)^7 - 121541476061778048*z^2*log(2)^15*log(16) - 3065424943104
*z^2*log(2)^9*log(16)^6 - 14071187840679936*z^2*log(2)^13*log(16)^7 + 1467670855680*z^2*log(2)^13*log(16)^12 -
3109902989151600*z^2*log(2)^12*log(16)^6 - 127620956160*z^2*log(2)^10*log(16)^11 + 88955449344*z^2*log(2)^8*l
og(16)^3 - 17622647815236747264*z^2*log(2)^19*log(16)^2 - 38838541868236800*z^2*log(2)^14*log(16)^6 - 38108620
752099840*z^2*log(2)^14*log(16)^5 - 27422052947712*z^2*log(2)^10*log(16)^3 + 96554630158221312*z^2*log(2)^16*l
og(16)^8 + 226476561530880*z^2*log(2)^14*log(16)^10 + 173832202876195584*z^2*log(2)^15*log(16)^3 - 15838442790
912*z^2*log(2)^11*log(16)^10 - 7002979294657904640*z^2*log(2)^17*log(16)^5 + 1444839155979780096*z^2*log(2)^16
*log(16)^6 - 11826040582176768*z^2*log(2)^15*log(16)^9 + 11114270123671683072*z^2*log(2)^17*log(16)^4 + 449840
413009152*z^2*log(2)^11*log(16)^7 - 217446653952*z^2*log(2)^8*log(16)^4 - 9732639082717831495680*z^2*log(2)^27
*log(16) - 4298977452401010671616*z^2*log(2)^26*log(16) + 2971287184776470986752*z^2*log(2)^25*log(16) + 30557
33316073644097536*z^2*log(2)^24*log(16) - 763199067422441078784*z^2*log(2)^23*log(16) + 14588735278546944*z^2*
log(2)^16*log(16)^9 + 286466674579055050752*z^2*log(2)^21*log(16)^2 + 4907535040512*z^2*log(2)^9*log(16)^4 - 1
611233865551520*z^2*log(2)^12*log(16)^4 - 77866104183552*z^2*log(2)^10*log(16)^7 - 377717237817016320*z^2*log(
2)^15*log(16)^6 + 1772325124897824*z^2*log(2)^13*log(16)^4 - 99170536438873718784*z^2*log(2)^19*log(16)^4 + 89
270532496838098944*z^2*log(2)^19*log(16)^3 + 9670320193536*z^2*log(2)^13*log(16)^11 - 136064214761472*z^2*log(
2)^11*log(16) - 1067465392128*z^2*log(2)^9*log(16)^2 - 4254325991424*z^2*log(2)^9*log(16)^8 + 8896372987451041
3824*z^2*log(2)^20*log(16)^3 + 25862800679224704*z^2*log(2)^15*log(16)^2 + 976553279591328*z^2*log(2)^13*log(1
6)^2 + 131113893888*z^2*log(2)^8*log(16)^8 - 94102241749330752*z^2*log(2)^14*log(16)^3 - 25628282500026240*z^2
*log(2)^13*log(16)^5 + 20620508126263640064*z^2*log(2)^18*log(16)^5 - 450178442386735104*z^2*log(2)^17*log(16)
^8 - 88190710972416*z^2*log(2)^14*log(16)^11 + 126389930361775718400*z^2*log(2)^20*log(16)^4 + 971544531038109
696*z^2*log(2)^17*log(16)^7 - 21719467066392576*z^2*log(2)^14*log(16)^8 + 1032847884288*z^2*log(2)^12*log(16)^
11 - 10606215168*z^2*log(2)^10*log(16)^12 - 41787745392384*z^2*log(2)^10*log(16)^4 + 3356488844181504*z^2*log(
2)^14*log(16)^9 - 6977354397864099840*z^2*log(2)^17*log(16)^3 + 147940245504*z^2*log(2)^8*log(16)^5 + 32483947
482703724544*z^2*log(2)^20*log(16) - 236740485639168*z^2*log(2)^11*log(16)^2 - 12571751945972219904*z^2*log(2)
^18*log(16)^6 - 498518720128512*z^2*log(2)^11*log(16)^5 - 15235721001943695360*z^2*log(2)^18*log(16)^3 + 45336
9892338432*z^2*log(2)^11*log(16)^3 + 3625465213255680*z^2*log(2)^13*log(16)^8 - 321193057797660672*z^2*log(2)^
17*log(16)^2 - 2950017097048128*z^2*log(2)^12*log(16)^3 + 45334929014784*z^2*log(2)^12*log(16)^10 + 1658812933
6187682816*z^2*log(2)^18*log(16)^2 + 47927957945057280*z^2*log(2)^15*log(16)^7 + 78433837056*z^2*log(2)^8*log(
16)^6 - 271695347712*z^2*log(2)^9*log(16)^10 + 26934548471947984896*z^2*log(2)^19*log(16)^5 + 1487122219008*z^
2*log(2)^9*log(16)^9 + 4544164218667401216*z^2*log(2)^19 - 1703077771003932672*z^2*log(2)^18 - 5693148758016*z
^2*log(2)^11 - 2922920390836224*z^2*log(2)^13 + 22271412623913216*z^2*log(2)^14 - 12105264788523712512*z^2*log
(2)^22 - 29024480644942528512*z^2*log(2)^21 + 135454692631064832*z^2*log(2)^16 + 199974400819200*z^2*log(2)^12
- 88810354905933312*z^2*log(2)^15 - 2145643710136713216*z^2*log(2)^20 + 4698515419243091066880*z^2*log(2)^28
+ 3999209979903882559488*z^2*log(2)^27 - 463547487608408899584*z^2*log(2)^26 - 2241289023483430305792*z^2*log(
2)^25 + 125601701790914445312*z^2*log(2)^24 + 357340032241143644160*z^2*log(2)^23 + 257195848687884288*z^2*log
(2)^17 + 158855462349963264*z*log(2)^22*log(16)^2 + 1802393954823168*z*log(2)^18*log(16)^2 - 97916286829824*z*
log(2)^17*log(16) + 12662203092516864*z*log(2)^20*log(16) - 821118377521152*z*log(2)^18*log(16)^3 - 2295746002
944*z*log(2)^15*log(16)^9 - 25362587225161728*z*log(2)^20*log(16)^2 + 810995052183552*z*log(2)^19*log(16)^7 -
137014445346914304*z*log(2)^22*log(16)^3 - 26098358135040*z*log(2)^14*log(16)^6 - 906288933141504*z*log(2)^18*
log(16) + 24950630925729792*z*log(2)^21*log(16)^2 - 6115295232*z*log(2)^14*log(16)^12 + 156349564416*z*log(2)^
12*log(16)^4 + 638976872335104*z*log(2)^17*log(16)^2 + 10863730627706880*z*log(2)^19*log(16)^5 - 48922361856*z
*log(2)^15*log(16)^11 - 12289425149952*z*log(2)^14*log(16)^4 + 1904085052784640*z*log(2)^17*log(16)^4 - 185964
20352*z*log(2)^13*log(16)^7 + 516770210304*z*log(2)^12*log(16)^6 - 9876639744*z*log(2)^12*log(16)^11 - 2008882
0334592*z*log(2)^16*log(16)^9 + 1186430976*z*log(2)^12*log(16)^12 + 48375949824*z*log(2)^12*log(16)^10 + 19639
02445056*z*log(2)^13*log(16)^4 + 3402698784768*z*log(2)^15*log(16)^8 - 122178232979030016*z*log(2)^23*log(16)
- 782757789696*z*log(2)^17*log(16)^10 + 220010632704*z*log(2)^13*log(16)^2 - 87331037113221120*z*log(2)^22*log
(16) - 69581389824*z*log(2)^13*log(16)^10 - 2365054664048640*z*log(2)^18*log(16)^6 + 3123283230720*z*log(2)^14
*log(16)^9 - 941437387008*z*log(2)^13*log(16)^3 + 62352192819953664*z*log(2)^21*log(16)^4 - 764411904*z*log(2)
^13*log(16)^12 - 40631130056448*z*log(2)^16*log(16)^3 + 663753360384*z*log(2)^15*log(16) + 546148712448*z*log(
2)^15*log(16)^10 - 4342427355709440*z*log(2)^20*log(16)^4 + 1525235788800*z*log(2)^14*log(16)^3 - 213081154329
6*z*log(2)^13*log(16)^5 - 208211387904*z*log(2)^14*log(16) - 1402994358484992*z*log(2)^17*log(16)^5 + 22361119
9488*z*log(2)^13*log(16)^9 - 17036408911822848*z*log(2)^19*log(16)^4 + 18524409974784*z*log(2)^14*log(16)^7 +
335210420736*z*log(2)^12*log(16)^8 + 7718257557504*z*log(2)^17*log(16)^8 + 8215552639107072*z*log(2)^21*log(16
) - 502659767808*z*log(2)^12*log(16)^7 - 1670355875561472*z*log(2)^18*log(16)^4 - 38001979901952*z*log(2)^15*l
og(16)^6 - 441269304689664*z*log(2)^16*log(16)^5 - 5572342176546816*z*log(2)^20*log(16)^5 - 63700992*z*log(2)^
12*log(16)^13 + 34832528367943680*z*log(2)^26*log(16)^2 + 79164837199872000*z*log(2)^25*log(16)^3 - 5779033115
5906560*z*log(2)^24*log(16)^4 + 18326659811770368*z*log(2)^23*log(16)^5 - 1880164883496960*z*log(2)^22*log(16)
^6 - 606105784811520*z*log(2)^21*log(16)^7 + 166988328468480*z*log(2)^20*log(16)^8 - 2087354105856*z*log(2)^18
*log(16)^10 - 381772427396382720*z*log(2)^25*log(16)^2 + 244787572226654208*z*log(2)^24*log(16)^3 - 6460592885
8583040*z*log(2)^23*log(16)^4 - 5149425269735424*z*log(2)^22*log(16)^5 + 7801447315931136*z*log(2)^21*log(16)^
6 - 1458364735291392*z*log(2)^20*log(16)^7 - 69346541961216*z*log(2)^19*log(16)^8 + 36528696852480*z*log(2)^18
*log(16)^9 - 334931582785683456*z*log(2)^24*log(16)^2 + 46176292910923776*z*log(2)^23*log(16)^3 + 563891367302
92224*z*log(2)^22*log(16)^4 - 31498791932657664*z*log(2)^21*log(16)^5 + 4613245847470080*z*log(2)^20*log(16)^6
+ 66193902821965824*z*log(2)^23*log(16)^2 - 4016146609078272*z*log(2)^19*log(16)^6 + 24047453081088*z*log(2)^
14*log(16)^5 - 99054694264320*z*log(2)^15*log(16)^4 - 7049501454532608*z*log(2)^19*log(16)^2 - 42675411456*z*l
og(2)^12*log(16)^3 - 154343310336*z*log(2)^12*log(16)^9 + 1047580876210176*z*log(2)^18*log(16)^7 + 98354331648
*z*log(2)^14*log(16)^11 + 81195908380416*z*log(2)^15*log(16)^5 + 39940011491328*z*log(2)^16*log(16) + 11419428
02688*z*log(2)^14*log(16)^2 - 9113383065600*z*log(2)^14*log(16)^8 + 70045967308032*z*log(2)^15*log(16)^3 - 267
880734130176*z*log(2)^18*log(16)^8 - 64830134003171328*z*log(2)^21*log(16)^3 - 30885094656*z*log(2)^13*log(16)
+ 83531912970240*z*log(2)^16*log(16)^8 - 686384640*z*log(2)^12*log(16) + 21708460287590400*z*log(2)^20*log(16
)^3 - 23110265276928*z*log(2)^15*log(16)^2 + 617671176486912*z*log(2)^17*log(16)^6 + 3030407679836160*z*log(2)
^18*log(16)^5 + 674357704151040*z*log(2)^19*log(16) + 272428745829120*z*log(2)^16*log(16)^4 + 2910880530432*z*
log(2)^16*log(16)^10 + 7412954112*z*log(2)^12*log(16)^2 + 397549526704128*z*log(2)^16*log(16)^6 - 225424398680
064*z*log(2)^16*log(16)^7 + 1115409719808*z*log(2)^13*log(16)^6 - 346600650240*z*log(2)^13*log(16)^8 - 3549625
66656*z*log(2)^12*log(16)^5 - 227994731135631360*z*log(2)^27*log(16) + 169887740630925312*z*log(2)^26*log(16)
+ 456073574910787584*z*log(2)^25*log(16) + 186318309820465152*z*log(2)^24*log(16) + 11275075584*z*log(2)^13*lo
g(16)^11 + 15336166912819200*z*log(2)^19*log(16)^3 - 1511822498586624*z*log(2)^17*log(16)^3 + 6208783441920*z*
log(2)^15*log(16)^7 - 715383373824*z*log(2)^14*log(16)^10 - 195689447424*z*log(2)^16*log(16)^11 + 448636177612
8*z*log(2)^17*log(16)^9 - 146916060954624*z*log(2)^17*log(16)^7 - 65071158000192*z*log(2)^16*log(16)^2 - 11901
677573505024*z*log(2)^24 + 43901761536*z*log(2)^15 + 4933112832*z*log(2)^14 - 5564048836460544*z*log(2)^21 + 1
92528884070088704*z*log(2)^28 + 124130464729399296*z*log(2)^27 - 149453317028708352*z*log(2)^26 - 212729524012
449792*z*log(2)^25 - 699594006528*z*log(2)^16 - 2430254759215104*z*log(2)^20 + 161214844925952*z*log(2)^18 + 1
3524738911502336*z*log(2)^22 + 2745538560*z*log(2)^13 + 54965799802109952*z*log(2)^23 + 402187298881536*z*log(
2)^19 - 26888249696256*z*log(2)^17 + 133312896*log(2)^17*log(16)^2 - 125829120*log(2)^19*log(16)^7 - 121777920
*log(2)^16*log(16)^3 - 114814080*log(2)^16*log(16)^5 + 112992768*log(2)^17*log(16)^3 - 112601088*log(2)^17*log
(16)^6 + 53324992*log(2)^16*log(16)^6 + 52954944*log(2)^16*log(16)^2 - 34307072*log(2)^19*log(16)^3 + 23298048
*log(2)^17*log(16)^7 - 15728640*log(2)^18*log(16)^8 - 15097344*log(2)^16*log(16)^7 + 2396160*log(2)^16*log(16)
^8 - 1966080*log(2)^17*log(16)^8 - 163840*log(2)^16*log(16)^9 + 4123168604160*log(2)^26*log(16)^2 - 1374389534
720*log(2)^25*log(16)^3 + 257698037760*log(2)^24*log(16)^4 + 3659312136192*log(2)^25*log(16)^2 - 528280977408*
log(2)^24*log(16)^3 - 154618822656*log(2)^23*log(16)^4 + 48782180352*log(2)^22*log(16) - 68516315136*log(2)^21
*log(16)^3 - 21170749440*log(2)^20*log(16)^5 - 3939456000*log(2)^19*log(16)^2 + 3896451072*log(2)^19*log(16)^4
+ 1186511978496*log(2)^23*log(16) + 1081427712*log(2)^18*log(16) - 3641427264*log(2)^18*log(16)^2 + 433057693
696*log(2)^22*log(16)^3 - 76425707520*log(2)^20*log(16)^3 - 3222405120*log(2)^19*log(16)^5 - 92994048*log(2)^1
7*log(16) - 11439744*log(2)^16*log(16) - 6597069766656*log(2)^27*log(16) - 8658654068736*log(2)^26*log(16) + 1
22906247168*log(2)^21*log(16)^2 + 2573893632*log(2)^18*log(16)^5 - 354670608384*log(2)^22*log(16)^2 - 16919126
016*log(2)^20*log(16) + 1318286524416*log(2)^24*log(16) + 6643777536*log(2)^21*log(16)^5 + 3675936768*log(2)^1
9*log(16) - 2013265920*log(2)^21*log(16)^6 + 672028164096*log(2)^23*log(16)^3 - 1298204196864*log(2)^23*log(16
)^2 - 5368709120*log(2)^22*log(16)^6 - 151397597184*log(2)^24*log(16)^2 + 1051721728*log(2)^19*log(16)^6 - 921
206784*log(2)^18*log(16)^6 - 224227491840*log(2)^22*log(16)^4 + 5157718272*log(2)^18*log(16)^3 - 109726298112*
log(2)^21*log(16) + 4970250240*log(2)^20*log(16)^6 - 3279207530496*log(2)^25*log(16) + 56371445760*log(2)^22*l
og(16)^5 - 503316480*log(2)^20*log(16)^7 + 60593372160*log(2)^20*log(16)^2 + 8933867520*log(2)^21*log(16)^4 -
334984128*log(2)^17*log(16)^4 + 276480000*log(2)^17*log(16)^5 + 51784974336*log(2)^20*log(16)^4 - 4504239360*l
og(2)^18*log(16)^4 + 184811520*log(2)^18*log(16)^7 + 152972352*log(2)^16*log(16)^4 - 1051415543808*log(2)^24 +
45828468736*log(2)^22 + 40612807680*log(2)^21 - 1808463168*log(2)^19 + 559956361216*log(2)^25 - 366295646208*
log(2)^23 - 1053684480*log(2)^20 + 174923328*log(2)^18 - 11255232*log(2)^17 + 1906624*log(2)^16 + 439804651110
4*log(2)^28 + 8246337208320*log(2)^27 + 5862630359040*log(2)^26, z, k), k, 1, 9)

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sympy [B]  time = 4.22, size = 94, normalized size = 3.13 \begin {gather*} \frac {x^{2} \log {\relax (2 )}^{2}}{16 x^{6} \log {\relax (2 )}^{2} + x^{5} \left (- 32 \log {\relax (2 )} + 128 \log {\relax (2 )}^{2}\right ) + x^{4} \left (- 136 \log {\relax (2 )} + 16 + 384 \log {\relax (2 )}^{2}\right ) + x^{3} \left (- 176 \log {\relax (2 )} + 8 + 512 \log {\relax (2 )}^{2}\right ) + x^{2} \left (- 96 \log {\relax (2 )} + 17 + 256 \log {\relax (2 )}^{2}\right ) + x \left (4 - 64 \log {\relax (2 )}\right ) + 4} \end {gather*}

Verification of antiderivative is not currently implemented for this CAS.

[In]

integrate(((-16*x**4-32*x**3)*ln(2)**3+(8*x**3-4*x)*ln(2)**2)/((64*x**9+768*x**8+3840*x**7+10240*x**6+15360*x*
*5+12288*x**4+4096*x**3)*ln(2)**3+(-192*x**8-1584*x**7-5088*x**6-8064*x**5-6912*x**4-3840*x**3-1536*x**2)*ln(2
)**2+(192*x**7+864*x**6+1356*x**5+1248*x**4+1056*x**3+384*x**2+192*x)*ln(2)-64*x**6-48*x**5-108*x**4-49*x**3-5
4*x**2-12*x-8),x)

[Out]

x**2*log(2)**2/(16*x**6*log(2)**2 + x**5*(-32*log(2) + 128*log(2)**2) + x**4*(-136*log(2) + 16 + 384*log(2)**2
) + x**3*(-176*log(2) + 8 + 512*log(2)**2) + x**2*(-96*log(2) + 17 + 256*log(2)**2) + x*(4 - 64*log(2)) + 4)

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