For what it's worth, .wxmx files are compressed archives. If you open
embedded in an .xml file.
strip out the maxima. I've opened them to repair corrupted .xml that had
trashed my wxMaxima worksheet.
Message: 1
Date: Thu, 11 May 2017 04:52:04 -0300
Subject: [Maxima-discuss] how do i use file wxmx
Content-Type: text/plain; charset="utf-8"
you sent me file fft_animation.wxmx, i dont know this file extension
-------------- next part --------------
An HTML attachment was scrubbed...
------------------------------
Message: 2
Date: Thu, 11 May 2017 08:44:00 +0000
Subject: Re: [Maxima-discuss] how do i use file wxmx
Content-Type: text/plain; charset="utf-8"
Dear Fiore,
this is one of the two storage formats of wxMaxima. wxmx files contains results and plot images. wxm files just contain the input / script.
So to read wxmx files, you need to install wxMaxima. You can also use wxMaxima to convert the file to a wxm file, which is essentially a plain maxima file with some comments.
Best regards,
Michael
Sent: Thursday, May 11, 2017 9:52 AM
Subject: [Maxima-discuss] how do i use file wxmx
you sent me file fft_animation.wxmx, i dont know this file extension
Intel Deutschland GmbH
Registered Address: Am Campeon 10-12, 85579 Neubiberg, Germany
Tel: +49 89 99 8853-0, www.intel.de
Managing Directors: Christin Eisenschmid, Christian Lamprechter
Chairperson of the Supervisory Board: Nicole Lau
Registered Office: Munich
Commercial Register: Amtsgericht Muenchen HRB 186928
-------------- next part --------------
An HTML attachment was scrubbed...
------------------------------
Message: 3
Date: Thu, 11 May 2017 08:46:34 -0600
Subject: [Maxima-discuss] expand(bfloat()) inside a block seemingly
causes zero to be returned from ratcoef() instead of answer...
Content-Type: text/plain; charset="utf-8"
I read in two files, N23v3.txt and D23v3.txt, and then arrange a
Numerator and a Denominator, NNQs2 and DDQs2, resp. Then I just take the
Taylor/Laurent series of each, and as a check, look at the z1^9*z2^1
coefficient, first for the Numerator, NNQs2 (after some substitutions).
The answer is: 3.7055384b3*%i-5.5576267b3
n: openr("N23v3.txt")$
NNQs: eval_string(readline(n))$
d: openr("D23v3.txt")$
DDQs: eval_string(readline(d))$
NNQs2: NNQs*((A1-A2)^2)-DDQs$
DDQs2: DDQs*((A1-A2)^2)$
One way, I get the same answer as Mathematica, but the other way I get a
zero. Here are the two ways (in this first example one can ignore bot1pre);
top1pre: sublis([Q=2, A1 = %e^((z1)^2 + rhs(ptsuvb[4][1])) , A2 =
%e^((z2)^2 + rhs(ptsuvb[4][1])) , B1 = %e^(exfn2[4,2](z1)) , B2 =
%e^(exfn2[4,2](z2)) ],NNQs2) * 4* z1*z2* %e^((z1)^2 +
rhs(ptsuvb[4][1])) * %e^((z2)^2 + rhs(ptsuvb[4][1])) $
Evaluation took 0.6320 seconds (0.6320 elapsed) using 177.685 MB.
(%i79) bot1pre: sublis([Q=2, A1 = %e^((z1)^2 + rhs(ptsuvb[4][1])) ,
A2 = %e^((z2)^2 + rhs(ptsuvb[4][1])) , B1 = %e^(exfn2[4,2](z1)) , B2 =
%e^(exfn2[4,2](z2)) ],DDQs2) $
Evaluation took 0.3720 seconds (0.3750 elapsed) using 55.820 MB.
(%i80) taylor(top1pre,[z1,z2],[0,0],12)$
Evaluation took 3881.3240 seconds (3880.8980 elapsed) using 855740.234 MB.
(%i81) expand(bfloat(%))$
Evaluation took 260.1320 seconds (260.1130 elapsed) using 157348.855 MB.
(%i82) ratcoef(%,z1,9)$
Evaluation took 1.2000 seconds (1.2010 elapsed) using 366.486 MB.
(%i83) ratcoef(%,z2,1)$
Evaluation took 0.0000 seconds (0.0000 elapsed) using 31.984 KB.
(%i84) expand(bfloat(%));
Evaluation took 0.0000 seconds (0.0000 elapsed) using 32.000 KB.
(%o84) 3.7055384b3*%i-5.5576267b3
Then another way with a memoized function;
top1fnB[iT,iT1,jT,jT1](z1,z2):=
block([],
print("Faster than 'A' version"),
sublis(
[
Q=2,
A1 = bfloat(%e)^((z1)^2 + rhs(ptsuvb[iT][1])) ,
A2 = bfloat(%e)^((z2)^2 + rhs(ptsuvb[jT][1])) ,
B1 = bfloat(%e)^(exfn2[iT,iT1](z1)) ,
B2 = bfloat(%e)^(exfn2[jT,jT1](z2))
],
NNQs2)
*
4 * z1 * z2 * ((bfloat(%e))^((z1)^2 + rhs(ptsuvb[iT][1]))) *
((bfloat(%e))^((z2)^2 + rhs(ptsuvb[jT][1])))
);
Evaluation took 0.0000 seconds (0.0000 elapsed) using 0 bytes.
(%o85) top1fnB[iT,iT1,jT,jT1](z1,z2):=block([],print("Faster than 'A'
version"),
sublis([Q = 2,A1 =
bfloat(%e)^(z1^2+rhs(ptsuvb[iT][1])),
A2 =
bfloat(%e)^(z2^2+rhs(ptsuvb[jT][1])),
B1 = bfloat(%e)^exfn2[iT,iT1](z1),
B2 =
bfloat(%e)^exfn2[jT,jT1](z2)],NNQs2)
*4*z1*z2*bfloat(%e)^(z1^2+rhs(ptsuvb[iT][1]))
*bfloat(%e)^(z2^2+rhs(ptsuvb[jT][1])))
block([i,i1,j,j1],
for i:4 step 1 thru 4 do(
for i1:2 step 1 thru 2 do(
for j:4 step 1 thru 4 do(
for j1:2 step 1 thru 2 do(
top1fnB[i,i1,j,j1](z1,z2)
)
)
)
)
)$
Faster than 'A' version
Evaluation took 2.1440 seconds (2.1410 elapsed) using 414.795 MB.
(%i87) taylor( top1fnB[4,2,4,2](z1,z2) ,[z1,z2],[0,0],12)$
Evaluation took 3876.9960 seconds (3876.5680 elapsed) using 856283.796 MB.
(%i88) expand(bfloat(%))$
Evaluation took 254.8480 seconds (254.8190 elapsed) using 157348.706 MB.
(%i89) ratcoef(%,z1,9)$
Evaluation took 1.2040 seconds (1.2030 elapsed) using 366.508 MB.
(%i90) ratcoef(%,z2,1)$
Evaluation took 0.0000 seconds (0.0000 elapsed) using 31.984 KB.
(%i91) expand(bfloat(%));
Evaluation took 0.0000 seconds (0.0000 elapsed) using 32.000 KB.
(%o91) 3.7055384b3*%i-5.5576267b3
*But this way, where I put the expand(bfloat()) inside the block, I only
get a zero. I don't understand this - it works as the "next call" in the
above but putting it inside the block it seemingly doesn't work.*
top2fnB[iT,iT1,jT,jT1](z1,z2):=
block([],
print("Faster than 'A' version"),
expand(bfloat(
sublis(
[
Q=2,
A1 = bfloat(%e)^((z1)^2 + rhs(ptsuvb[iT][1])) ,
A2 = bfloat(%e)^((z2)^2 + rhs(ptsuvb[jT][1])) ,
B1 = bfloat(%e)^(exfn2[iT,iT1](z1)) ,
B2 = bfloat(%e)^(exfn2[jT,jT1](z2))
],
NNQs2)
*
4 * z1 * z2 * ((bfloat(%e))^((z1)^2 + rhs(ptsuvb[iT][1]))) *
((bfloat(%e))^((z2)^2 + rhs(ptsuvb[jT][1])))
))
);
Evaluation took 0.0000 seconds (0.0000 elapsed) using 0 bytes.
(%o92) top2fnB[iT,iT1,jT,jT1](z1,z2):=block([],print("Faster than 'A'
version"),
expand(bfloat(sublis(
[Q = 2,A1 =
bfloat(%e)^(z1^2+rhs(ptsuvb[iT][1])),
A2 =
bfloat(%e)^(z2^2+rhs(ptsuvb[jT][1])),
B1 =
bfloat(%e)^exfn2[iT,iT1](z1),
B2 =
bfloat(%e)^exfn2[jT,jT1](z2)],NNQs2)
*4*z1*z2*bfloat(%e)^(z1^2+rhs(ptsuvb[iT][1]))
*bfloat(%e)^(z2^2+rhs(ptsuvb[jT][1])))))
block([i,i1,j,j1],
for i:4 step 1 thru 4 do(
for i1:2 step 1 thru 2 do(
for j:4 step 1 thru 4 do(
for j1:2 step 1 thru 2 do(
top2fnB[i,i1,j,j1](z1,z2)
)
)
)
)
)$
Faster than 'A' version
Evaluation took 21.6280 seconds (21.6570 elapsed) using 7947.459 MB.
(%i94) taylor( top2fnB[4,2,4,2](z1,z2) ,[z1,z2],[0,0],12)$
Evaluation took 38816.2720 seconds (38813.4920 elapsed) using
10108576.760 MB.
(%i95) ratcoef(%,z1,9)$
Evaluation took 0.0000 seconds (0.0000 elapsed) using 0 bytes.
(%i96) ratcoef(%,z2,1)$
Evaluation took 0.0000 seconds (0.0000 elapsed) using 0 bytes.
(%i97) expand(bfloat(%));
Evaluation took 0.0000 seconds (0.0010 elapsed) using 0 bytes.
(%o97) 0.0b0
*I just renamed it after adding the expand(bfloat()) at the top... yet
%o97 doesn't agree with %o84 and %o91...*
=======================================================
I think this is quite a minimal MWE given the expressions involved, but
here are the ptsuvb,
(%i99) block(fpprintprec:20, ptsuvb);
Evaluation took 0.0000 seconds (0.0010 elapsed) using 0 bytes.
(%o99) [[u = 2.4575665902970741191b0*%i+1.7328679513998632735b0,
v = 1.0659728892122526172b-1*%i-6.2462192585820903824b-1],
[u = 2.4575665902970741191b0*%i+1.7328679513998632735b0,
v = 1.99994907982258735b0*%i-3.4657359027997265471b-1],
[u = 2.4575665902970741191b0*%i+1.7328679513998632735b0,
v = 1.0659728892122526172b-1*%i-6.8525254701736271174b-2],
[u = 3.8256187168825123578b0*%i+1.7328679513998632735b0,
v = 4.283236227356999127b0*%i-3.4657359027997265471b-1],
[u = 3.8256187168825123578b0*%i+1.7328679513998632735b0,
v = (-1.0659728892122526172b-1*%i)-6.2462192585820903824b-1],
[u = 3.8256187168825123578b0*%i+1.7328679513998632735b0,
v = (-1.0659728892122526172b-1*%i)-6.8525254701736271174b-2]]
and here are the exfn2[4,2](z),
(%i100) exfn2[4,2];
Evaluation took 0.0000 seconds (0.0000 elapsed) using 0 bytes.
(%o100) lambda([z],
(2.4999684170294571596b-10*%i-1.5926675716423077427b-101)*z^20
+(5.4422914890781373089b-10*%i-5.4422914890781373089b-10)*z^19
+(7.4241242679465273643b-101*%i-2.1949862172470072458b-9)*z^18
+((-2.7992768580505408022b-9)*%i-2.7992768580505408022b-9)*z^17
+(1.4103141949123651483b-101-7.1392995876137563033b-9*%i)*z^16
+(1.9699729746253592549b-8-1.9699729746253592549b-8*%i)*z^15
+(8.4984738269409529652b-8-8.8363073202616006704b-101*%i)*z^14
+(8.7244343353343759624b-8*%i+8.7244343353343759624b-8)*z^13
+(1.9184319783579921697b-7*%i-8.639553201771663587b-101)*z^12
+(8.5983832108788477827b-7*%i-8.5983832108788477827b-7)*z^11
+((-5.6057307303393292715b-101)*%i-3.7822162375954109441b-6)*z^10
+((-2.1254377383626516676b-6)*%i-2.1254377383626516676b-6)*z^9
+((-4.1261569538346143584b-6)*%i-6.6008214046417929809b-101)*z^8
+(5.5294619424072340975b-5-5.5294619424072340975b-5*%i)*z^7
+(2.0308491043521559466b-4-2.4501360860327145097b-101*%i)*z^6
+((-1.6650561926470379026b-4)*%i-1.6650561926470379026b-4)*z^5
+(1.6878155229425973096b-5*%i+1.0865710252595124002b-102)*z^4
+(1.3066623626319121467b-2*%i-1.3066623626319121467b-2)*z^3
+(6.916608748068922997b-102*%i-2.6588364455577754348b-1)*z^2
+((-1.8641996229708285664b-1)*%i-1.8641996229708285664b-1)*z
+(-1.99994907982258735b0)*%i-3.4657359027997265471b-1)
and the N23v3 & D23v3 text files are attached.
Hope this is a clear question...
Best wishes,
Brett
-------------- next part --------------
(6*Q^5-6*Q^4)*A1*A2*B1^13*B2^9+(6*Q^5-6*Q^4)*A1*A2*B1^9*B2^13+(2*Q^5-10*Q^4+8*Q^3)*A1*A2*B1^13*B2^8+(-6*Q^5+12*Q^4-6*Q^3)*A1*A2*B1^12*B2^9+(-24*Q^4+24*Q^3)*A1*A2*B1^11*B2^10+(-24*Q^4+24*Q^3)*A1*A2*B1^10*B2^11+(-6*Q^5+12*Q^4-6*Q^3)*A1*A2*B1^9*B2^12+(2*Q^5-10*Q^4+8*Q^3)*A1*A2*B1^8*B2^13+(-24*Q^4+44*Q^3-20*Q^2)*A1*A2*B1^13*B2^7+(-2*Q^5+12*Q^4-27*Q^3+17*Q^2)*A1*A2*B1^12*B2^8+(-8*Q^4+46*Q^3-38*Q^2)*A1*A2*B1^11*B2^9+(48*Q^4-70*Q^3+22*Q^2)*A1*A2*B1^10*B2^10+(-8*Q^4+46*Q^3-38*Q^2)*A1*A2*B1^9*B2^11+(-2*Q^5+12*Q^4-27*Q^3+17*Q^2)*A1*A2*B1^8*B2^12+(-24*Q^4+44*Q^3-20*Q^2)*A1*A2*B1^7*B2^13+(-8*Q^4+26*Q^3-28*Q^2+10*Q)*A1*A2*B1^13*B2^6+(24*Q^4-68*Q^3+64*Q^2-20*Q)*A1*A2*B1^12*B2^7+(75*Q^3-150*Q^2+75*Q)*A1*A2*B1^11*B2^8+(2*Q^4-63*Q^3+126*Q^2-65*Q)*A1*A2*B1^10*B2^9+(2*Q^4-63*Q^3+126*Q^2-65*Q)*A1*A2*B1^9*B2^10+(75*Q^3-150*Q^2+75*Q)*A1*A2*B1^8*B2^11+(24*Q^4-68*Q^3+64*Q^2-20*Q)*A1*A2*B1^7*B2^12+(-8*Q^4+26*Q^3-28*Q^2+10*Q)*A1*A2*B1^6*B2^13+(12*Q^3-16*Q^2+4*Q)*A1*A2*B1^13*B2^5+(8*Q^4-55*Q^3+129*Q^2!
-107*Q+25)*A1*A2*B1^12*B2^6+(24*Q^3-40*Q^2+16*Q)*A1*A2*B1^11*B2^7+(-2*Q^4-55*Q^3+297*Q^2-515*Q+275)*A1*A2*B1^10*B2^8+(64*Q^3-228*Q^2+264*Q-100)*A1*A2*B1^9*B2^9+(6*Q^7-6*Q^6)*A2*B1^10*B2^9+(-2*Q^4-55*Q^3+297*Q^2-515*Q+275)*A1*A2*B1^8*B2^10+(6*Q^7-6*Q^6)*A1*B1^9*B2^10+(24*Q^3-40*Q^2+16*Q)*A1*A2*B1^7*B2^11+(8*Q^4-55*Q^3+129*Q^2-107*Q+25)*A1*A2*B1^6*B2^12+(12*Q^3-16*Q^2+4*Q)*A1*A2*B1^5*B2^13+(6*Q^3-12*Q^2+6*Q)*A1*A2*B1^13*B2^4+(-18*Q^3+46*Q^2-38*Q+10)*A1*A2*B1^12*B2^5+(21*Q^3-150*Q^2+249*Q-120)*A1*A2*B1^11*B2^6+(3*Q^3-98*Q^2+235*Q-140)*A1*A2*B1^9*B2^8+(-24*Q^6+24*Q^5)*A1*B1^10*B2^8+(2*Q^7-10*Q^6+8*Q^5)*A2*B1^10*B2^8+(3*Q^3-98*Q^2+235*Q-140)*A1*A2*B1^8*B2^9+(2*Q^7-10*Q^6+8*Q^5)*A1*B1^8*B2^10+(-24*Q^6+24*Q^5)*A2*B1^8*B2^10+(21*Q^3-150*Q^2+249*Q-120)*A1*A2*B1^6*B2^11+(-18*Q^3+46*Q^2-38*Q+10)*A1*A2*B1^5*B2^12+(6*Q^3-12*Q^2+6*Q)*A1*A2*B1^4*B2^13+(-4*Q^2+4*Q)*A1*A2*B1^13*B2^3+(-6*Q^3+18*Q^2-27*Q+15)*A1*A2*B1^12*B2^4+(-4*Q^5+4*Q^4)*A1*B1^13*B2^4+(6*Q^3-48*Q^2+62*Q-20)*A1*A2*B1^11*B2^5!
+(-9*Q^5+9*Q^4)*A1*B1^12*B2^5+(8*Q^3+59*Q^2-164*Q+97)*A1*A2*B1^10*B2^6+(6*Q^5-6*Q^4)*A1*B1^11*B2^6+(-46*Q^2+94*Q-48)*A1*A2*B1^9*B2^7+(26*Q^5-26*Q^4)*A1*B1^10*B2^7+(-24*Q^6+44*Q^5-20*Q^4)*A2*B1^10*B2^7+(-4*Q^3-54*Q^2+206*Q-148)*A1*A2*B1^8*B2^8+(-14*Q^6+52*Q^5-38*Q^4)*A1*B1^9*B2^8+(-9*Q^5+9*Q^4)*A2*B1^9*B2^8+(-46*Q^2+94*Q-48)*A1*A2*B1^7*B2^9+(-9*Q^5+9*Q^4)*A1*B1^8*B2^9+(-14*Q^6+52*Q^5-38*Q^4)*A2*B1^8*B2^9+(8*Q^3+59*Q^2-164*Q+97)*A1*A2*B1^6*B2^10+(-24*Q^6+44*Q^5-20*Q^4)*A1*B1^7*B2^10+(26*Q^5-26*Q^4)*A2*B1^7*B2^10+(6*Q^3-48*Q^2+62*Q-20)*A1*A2*B1^5*B2^11+(6*Q^5-6*Q^4)*A2*B1^6*B2^11+(-6*Q^3+18*Q^2-27*Q+15)*A1*A2*B1^4*B2^12+(-9*Q^5+9*Q^4)*A2*B1^5*B2^12+(-4*Q^2+4*Q)*A1*A2*B1^3*B2^13+(-4*Q^5+4*Q^4)*A2*B1^4*B2^13+(10*Q^2-20*Q+10)*A1*A2*B1^12*B2^3+(-6*Q^4+6*Q^3)*A1*B1^13*B2^3+(4*Q^5-8*Q^4+4*Q^3)*A1*B1^12*B2^4+(14*Q^2-52*Q+38)*A1*A2*B1^10*B2^5+(9*Q^5-18*Q^4+9*Q^3)*A1*B1^11*B2^5+(-16*Q^2+32*Q-16)*A1*A2*B1^9*B2^6+(38*Q^5-82*Q^4+44*Q^3)*A1*B1^10*B2^6+(-8*Q^6+26*Q^5-28*Q^4+10*Q^3)*A2*B1^10*B2^6+(18*Q^2-42*Q+24)*A1*A2*B1^8*B2^7+(-59*Q^5+130*Q^4-71*Q^3)*A1*B1^9!
*B2^7+(18*Q^2-42*Q+24)*A1*A2*B1^7*B2^8+(-2*Q^6+84*Q^5-162*Q^4+80*Q^3)*A1*B1^8*B2^8+(-2*Q^6+84*Q^5-162*Q^4+80*Q^3)*A2*B1^8*B2^8+(-16*Q^2+32*Q-16)*A1*A2*B1^6*B2^9+(-59*Q^5+130*Q^4-71*Q^3)*A2*B1^7*B2^9+(14*Q^2-52*Q+38)*A1*A2*B1^5*B2^10+(-8*Q^6+26*Q^5-28*Q^4+10*Q^3)*A1*B1^6*B2^10+(38*Q^5-82*Q^4+44*Q^3)*A2*B1^6*B2^10+(9*Q^5-18*Q^4+9*Q^3)*A2*B1^5*B2^11+(10*Q^2-20*Q+10)*A1*A2*B1^3*B2^12+(4*Q^5-8*Q^4+4*Q^3)*A2*B1^4*B2^12+(-6*Q^4+6*Q^3)*A2*B1^3*B2^13+(-6*Q^4+26*Q^3-20*Q^2)*A1*B1^13*B2^2+(-6*Q^2+26*Q-20)*A1*A2*B1^11*B2^3+(18*Q^3-18*Q^2)*A1*B1^12*B2^3+(-6*Q^2+30*Q-24)*A1*A2*B1^10*B2^4+(-6*Q^4+44*Q^3-38*Q^2)*A1*B1^11*B2^4+(4*Q^2+24*Q-28)*A1*A2*B1^9*B2^5+(105*Q^4-292*Q^3+187*Q^2)*A1*B1^10*B2^5+(12*Q^5-16*Q^4+4*Q^3)*A2*B1^10*B2^5+(6*Q^2-46*Q+40)*A1*A2*B1^8*B2^6+(12*Q^5-72*Q^4+108*Q^3-48*Q^2)*A1*B1^9*B2^6+(-21*Q^5+75*Q^4-69*Q^3+15*Q^2)*A2*B1^9*B2^6+(-11*Q^5+108*Q^4-229*Q^3+132*Q^2)*A1*B1^8*B2^7+(48*Q^5-108*Q^4+80*Q^3-20*Q^2)*A2*B1^8*B2^7+(6*Q^2-46*Q+40)*A1*A2*B1^6*B2^8+(48*Q^5-108*Q^4+80*!
Q^3-20*Q^2)*A1*B1^7*B2^8+(-11*Q^5+108*Q^4-229*Q^3+132*Q^2)*A2*B1^7*B2^8+(4*Q^2+24*Q-28)*A1*A2*B1^5*B2^9+(-21*Q^5+75*Q^4-69*Q^3+15*Q^2)*A1*B1^6*B2^9+(12*Q^5-72*Q^4+108*Q^3-48*Q^2)*A2*B1^6*B2^9+(-6*Q^2+30*Q-24)*A1*A2*B1^4*B2^10+(12*Q^5-16*Q^4+4*Q^3)*A1*B1^5*B2^10+(105*Q^4-292*Q^3+187*Q^2)*A2*B1^5*B2^10+(-6*Q^2+26*Q-20)*A1*A2*B1^3*B2^11+(-6*Q^4+44*Q^3-38*Q^2)*A2*B1^4*B2^11+(18*Q^3-18*Q^2)*A2*B1^3*B2^12+(-6*Q^4+26*Q^3-20*Q^2)*A2*B1^2*B2^13+(10*Q^3-20*Q^2+10*Q)*A1*B1^13*B2+(6*Q^4-32*Q^3+46*Q^2-20*Q)*A1*B1^12*B2^2+(-6*Q+6)*A1*A2*B1^10*B2^3+(6*Q^4-49*Q^3+68*Q^2-25*Q)*A1*B1^11*B2^3+(-10*Q^4-20*Q^3+70*Q^2-40*Q)*A1*B1^10*B2^4+(6*Q^5-12*Q^4+6*Q^3)*A2*B1^10*B2^4+(48*Q^4-219*Q^3+336*Q^2-165*Q)*A1*B1^9*B2^5+(-6*Q^5+18*Q^4-18*Q^3+6*Q^2)*A2*B1^9*B2^5+(-108*Q^4+316*Q^3-308*Q^2+100*Q)*A1*B1^8*B2^6+(8*Q^5-82*Q^4+150*Q^3-86*Q^2+10*Q)*A2*B1^8*B2^6+(112*Q^4-344*Q^3+352*Q^2-120*Q)*A1*B1^7*B2^7+(112*Q^4-344*Q^3+352*Q^2-120*Q)*A2*B1^7*B2^7+(8*Q^5-82*Q^4+150*Q^3-86*Q^2+10*Q)*A1*B1^6*B2^8+(-108*Q^4+316*Q^3-308*Q^2+100*Q)*A2*B1^6*B2^8+(-6*Q^5+18*Q^4-18*Q^3+6*Q^2)*A1*B1^5!
*B2^9+(48*Q^4-219*Q^3+336*Q^2-165*Q)*A2*B1^5*B2^9+(-6*Q+6)*A1*A2*B1^3*B2^10+(6*Q^5-12*Q^4+6*Q^3)*A1*B1^4*B2^10+(-10*Q^4-20*Q^3+70*Q^2-40*Q)*A2*B1^4*B2^10+(6*Q^4-49*Q^3+68*Q^2-25*Q)*A2*B1^3*B2^11+(6*Q^4-32*Q^3+46*Q^2-20*Q)*A2*B1^2*B2^12+(10*Q^3-20*Q^2+10*Q)*A2*B1*B2^13+(-4*Q^2+4*Q)*A1*B1^13+(-16*Q^3+48*Q^2-57*Q+25)*A1*B1^12*B2+(-16*Q^2+16*Q)*A1*B1^11*B2^2+(-4*Q+4)*A1*A2*B1^9*B2^3+(-49*Q^3+339*Q^2-565*Q+275)*A1*B1^10*B2^3+(-4*Q^4+4*Q^3)*A2*B1^10*B2^3+(-9*Q+9)*A1*A2*B1^8*B2^4+(-4*Q^4+80*Q^3-240*Q^2+264*Q-100)*A1*B1^9*B2^4+(-9*Q^3+9*Q^2)*A2*B1^9*B2^4+(-4*Q^7+4*Q^6)*B1^10*B2^4+(-329*Q^3+1019*Q^2-965*Q+275)*A1*B1^8*B2^5+(-36*Q^4+60*Q^3-28*Q^2+4*Q)*A2*B1^8*B2^5+(-9*Q^7+9*Q^6)*B1^9*B2^5+(26*Q-26)*A1*A2*B1^6*B2^6+(-36*Q^4+84*Q^3-64*Q^2+16*Q)*A1*B1^7*B2^6+(80*Q^4-277*Q^3+329*Q^2-157*Q+25)*A2*B1^7*B2^6+(80*Q^4-277*Q^3+329*Q^2-157*Q+25)*A1*B1^6*B2^7+(-36*Q^4+84*Q^3-64*Q^2+16*Q)*A2*B1^6*B2^7+(26*Q^7-26*Q^6)*B1^7*B2^7+(-9*Q+9)*A1*A2*B1^4*B2^8+(-36*Q^4+60*Q^3-28*Q^2+4*Q)*A1*B1^5*B2^8+(-32!
9*Q^3+1019*Q^2-965*Q+275)*A2*B1^5*B2^8+(-4*Q+4)*A1*A2*B1^3*B2^9+(-9*Q^3+9*Q^2)*A1*B1^4*B2^9+(-4*Q^4+80*Q^3-240*Q^2+264*Q-100)*A2*B1^4*B2^9+(-9*Q^7+9*Q^6)*B1^5*B2^9+(-4*Q^4+4*Q^3)*A1*B1^3*B2^10+(-49*Q^3+339*Q^2-565*Q+275)*A2*B1^3*B2^10+(-4*Q^7+4*Q^6)*B1^4*B2^10+(-16*Q^2+16*Q)*A2*B1^2*B2^11+(-16*Q^3+48*Q^2-57*Q+25)*A2*B1*B2^12+(-4*Q^2+4*Q)*A2*B2^13+(10*Q^2-20*Q+10)*A1*B1^12+(6*Q^3-32*Q^2+46*Q-20)*A1*B1^11*B2+(6*Q^3-49*Q^2+68*Q-25)*A1*B1^10*B2^2+(-10*Q^3-20*Q^2+70*Q-40)*A1*B1^9*B2^3+(6*Q^4-12*Q^3+6*Q^2)*A2*B1^9*B2^3+(-6*Q^6+6*Q^5)*B1^10*B2^3+(48*Q^3-219*Q^2+336*Q-165)*A1*B1^8*B2^4+(-6*Q^4+18*Q^3-18*Q^2+6*Q)*A2*B1^8*B2^4+(-108*Q^3+316*Q^2-308*Q+100)*A1*B1^7*B2^5+(8*Q^4-82*Q^3+150*Q^2-86*Q+10)*A2*B1^7*B2^5+(112*Q^3-344*Q^2+352*Q-120)*A1*B1^6*B2^6+(112*Q^3-344*Q^2+352*Q-120)*A2*B1^6*B2^6+(8*Q^4-82*Q^3+150*Q^2-86*Q+10)*A1*B1^5*B2^7+(-108*Q^3+316*Q^2-308*Q+100)*A2*B1^5*B2^7+(-6*Q^4+18*Q^3-18*Q^2+6*Q)*A1*B1^4*B2^8+(48*Q^3-219*Q^2+336*Q-165)*A2*B1^4*B2^8+(6*Q^4-12*Q^3+6*Q^2)*A1*B1^3*B2^9+(-10*Q^3-20*Q^2+70*Q-40)*A2*B1^3*B2^9+(6*Q^3-49*Q^2+68*Q-25)*A2*B1!
^2*B2^10+(-6*Q^6+6*Q^5)*B1^3*B2^10+(6*Q^3-32*Q^2+46*Q-20)*A2*B1*B2^11+(10*Q^2-20*Q+10)*A2*B2^12+(-6*Q^2+26*Q-20)*A1*B1^11+(18*Q-18)*A1*B1^10*B2+(-6*Q^2+44*Q-38)*A1*B1^9*B2^2+(-6*Q^6+26*Q^5-20*Q^4)*B1^10*B2^2+(105*Q^2-292*Q+187)*A1*B1^8*B2^3+(12*Q^3-16*Q^2+4*Q)*A2*B1^8*B2^3+(-6*Q^6+30*Q^5-24*Q^4)*B1^9*B2^3+(12*Q^3-72*Q^2+108*Q-48)*A1*B1^7*B2^4+(-21*Q^3+75*Q^2-69*Q+15)*A2*B1^7*B2^4+(4*Q^6+24*Q^5-28*Q^4)*B1^8*B2^4+(-11*Q^3+108*Q^2-229*Q+132)*A1*B1^6*B2^5+(48*Q^3-108*Q^2+80*Q-20)*A2*B1^6*B2^5+(6*Q^6-46*Q^5+40*Q^4)*B1^7*B2^5+(48*Q^3-108*Q^2+80*Q-20)*A1*B1^5*B2^6+(-11*Q^3+108*Q^2-229*Q+132)*A2*B1^5*B2^6+(-21*Q^3+75*Q^2-69*Q+15)*A1*B1^4*B2^7+(12*Q^3-72*Q^2+108*Q-48)*A2*B1^4*B2^7+(6*Q^6-46*Q^5+40*Q^4)*B1^5*B2^7+(12*Q^3-16*Q^2+4*Q)*A1*B1^3*B2^8+(105*Q^2-292*Q+187)*A2*B1^3*B2^8+(4*Q^6+24*Q^5-28*Q^4)*B1^4*B2^8+(-6*Q^2+44*Q-38)*A2*B1^2*B2^9+(-6*Q^6+30*Q^5-24*Q^4)*B1^3*B2^9+(18*Q-18)*A2*B1*B2^10+(-6*Q^6+26*Q^5-20*Q^4)*B1^2*B2^10+(-6*Q^2+26*Q-20)*A2*B2^11+(-6*Q+6)*A1*B1^10+(4*Q^2-8*Q+4)*!
A1*B1^9*B2+(10*Q^5-20*Q^4+10*Q^3)*B1^10*B2+(9*Q^2-18*Q+9)*A1*B1^8*B2^2+(38*Q^2-82*Q+44)*A1*B1^7*B2^3+(-8*Q^3+26*Q^2-28*Q+10)*A2*B1^7*B2^3+(14*Q^5-52*Q^4+38*Q^3)*B1^8*B2^3+(-59*Q^2+130*Q-71)*A1*B1^6*B2^4+(-16*Q^5+32*Q^4-16*Q^3)*B1^7*B2^4+(-2*Q^3+84*Q^2-162*Q+80)*A1*B1^5*B2^5+(-2*Q^3+84*Q^2-162*Q+80)*A2*B1^5*B2^5+(18*Q^5-42*Q^4+24*Q^3)*B1^6*B2^5+(-59*Q^2+130*Q-71)*A2*B1^4*B2^6+(18*Q^5-42*Q^4+24*Q^3)*B1^5*B2^6+(-8*Q^3+26*Q^2-28*Q+10)*A1*B1^3*B2^7+(38*Q^2-82*Q+44)*A2*B1^3*B2^7+(-16*Q^5+32*Q^4-16*Q^3)*B1^4*B2^7+(9*Q^2-18*Q+9)*A2*B1^2*B2^8+(14*Q^5-52*Q^4+38*Q^3)*B1^3*B2^8+(4*Q^2-8*Q+4)*A2*B1*B2^9+(-6*Q+6)*A2*B2^10+(10*Q^5-20*Q^4+10*Q^3)*B1*B2^10+(-4*Q+4)*A1*B1^9+(-4*Q^4+4*Q^3)*B1^10+(-9*Q+9)*A1*B1^8*B2+(-6*Q^5+18*Q^4-27*Q^3+15*Q^2)*B1^9*B2+(6*Q-6)*A1*B1^7*B2^2+(6*Q^5-48*Q^4+62*Q^3-20*Q^2)*B1^8*B2^2+(26*Q-26)*A1*B1^6*B2^3+(-24*Q^2+44*Q-20)*A2*B1^6*B2^3+(8*Q^5+59*Q^4-164*Q^3+97*Q^2)*B1^7*B2^3+(-14*Q^2+52*Q-38)*A1*B1^5*B2^4+(-9*Q+9)*A2*B1^5*B2^4+(-46*Q^4+94*Q^3-48*Q^2)*B1^6*B2^4+(-9*Q+9)*A1*B1^4*B2^5+(-14*Q^2+52*Q-38)*A2*B1^4*B2^5+(-4*Q^5-54*Q^4+206*Q^!
3-148*Q^2)*B1^5*B2^5+(-24*Q^2+44*Q-20)*A1*B1^3*B2^6+(26*Q-26)*A2*B1^3*B2^6+(-46*Q^4+94*Q^3-48*Q^2)*B1^4*B2^6+(6*Q-6)*A2*B1^2*B2^7+(8*Q^5+59*Q^4-164*Q^3+97*Q^2)*B1^3*B2^7+(-9*Q+9)*A2*B1*B2^8+(6*Q^5-48*Q^4+62*Q^3-20*Q^2)*B1^2*B2^8+(-4*Q+4)*A2*B2^9+(-6*Q^5+18*Q^4-27*Q^3+15*Q^2)*B1*B2^9+(-4*Q^4+4*Q^3)*B2^10+(6*Q^4-12*Q^3+6*Q^2)*B1^9+(-18*Q^4+46*Q^3-38*Q^2+10*Q)*B1^8*B2+(21*Q^4-150*Q^3+249*Q^2-120*Q)*B1^7*B2^2+(-24*Q+24)*A1*B1^5*B2^3+(2*Q^2-10*Q+8)*A2*B1^5*B2^3+(3*Q^4-98*Q^3+235*Q^2-140*Q)*B1^5*B2^4+(2*Q^2-10*Q+8)*A1*B1^3*B2^5+(-24*Q+24)*A2*B1^3*B2^5+(3*Q^4-98*Q^3+235*Q^2-140*Q)*B1^4*B2^5+(21*Q^4-150*Q^3+249*Q^2-120*Q)*B1^2*B2^7+(-18*Q^4+46*Q^3-38*Q^2+10*Q)*B1*B2^8+(6*Q^4-12*Q^3+6*Q^2)*B2^9+(12*Q^3-16*Q^2+4*Q)*B1^8+(8*Q^4-55*Q^3+129*Q^2-107*Q+25)*B1^7*B2+(24*Q^3-40*Q^2+16*Q)*B1^6*B2^2+(6*Q-6)*A2*B1^4*B2^3+(-2*Q^4-55*Q^3+297*Q^2-515*Q+275)*B1^5*B2^3+(6*Q-6)*A1*B1^3*B2^4+(64*Q^3-228*Q^2+264*Q-100)*B1^4*B2^4+(-2*Q^4-55*Q^3+297*Q^2-515*Q+275)*B1^3*B2^5+(24*Q^3-40*Q^2+16*Q)*B1^2*B2^6!
+(8*Q^4-55*Q^3+129*Q^2-107*Q+25)*B1*B2^7+(12*Q^3-16*Q^2+4*Q)*B2^8+(-8*Q^3+26*Q^2-28*Q+10)*B1^7+(24*Q^3-68*Q^2+64*Q-20)*B1^6*B2+(75*Q^2-150*Q+75)*B1^5*B2^2+(2*Q^3-63*Q^2+126*Q-65)*B1^4*B2^3+(2*Q^3-63*Q^2+126*Q-65)*B1^3*B2^4+(75*Q^2-150*Q+75)*B1^2*B2^5+(24*Q^3-68*Q^2+64*Q-20)*B1*B2^6+(-8*Q^3+26*Q^2-28*Q+10)*B2^7+(-24*Q^2+44*Q-20)*B1^6+(-2*Q^3+12*Q^2-27*Q+17)*B1^5*B2+(-8*Q^2+46*Q-38)*B1^4*B2^2+(48*Q^2-70*Q+22)*B1^3*B2^3+(-8*Q^2+46*Q-38)*B1^2*B2^4+(-2*Q^3+12*Q^2-27*Q+17)*B1*B2^5+(-24*Q^2+44*Q-20)*B2^6+(2*Q^2-10*Q+8)*B1^5+(-6*Q^2+12*Q-6)*B1^4*B2+(-24*Q+24)*B1^3*B2^2+(-24*Q+24)*B1^2*B2^3+(-6*Q^2+12*Q-6)*B1*B2^4+(2*Q^2-10*Q+8)*B2^5+(6*Q-6)*B1^4+(6*Q-6)*B2^4
-------------- next part --------------
(24*Q-96)*A1^3*A2^2*B1^9*B2^9+(24*Q-96)*A1^2*A2^3*B1^9*B2^9+(-24*Q+132)*A1^3*A2^2*B1^9*B2^8+(-24*Q+132)*A1^2*A2^3*B1^8*B2^9+(-24*Q^3+138*Q^2-150*Q)*A1^3*A2*B1^9*B2^9+(-244*Q^3+1788*Q^2-3900*Q+2500)*A1^2*A2^2*B1^9*B2^9+(-24*Q^3+138*Q^2-150*Q)*A1*A2^3*B1^9*B2^9-36*A1^3*A2^2*B1^9*B2^7+(24*Q^3-126*Q^2+210*Q)*A1^3*A2*B1^9*B2^8+(82*Q^3-1185*Q^2+3120*Q-2125)*A1^2*A2^2*B1^9*B2^8-36*A1^2*A2^3*B1^7*B2^9+(82*Q^3-1185*Q^2+3120*Q-2125)*A1^2*A2^2*B1^8*B2^9+(24*Q^3-126*Q^2+210*Q)*A1*A2^3*B1^8*B2^9+(36*Q^5)*A1^2*A2*B1^9*B2^9+(36*Q^5)*A1*A2^2*B1^9*B2^9+(20*Q^2-100*Q-100)*A1^3*A2*B1^9*B2^7+(-24*Q^3+489*Q^2-1554*Q+1125)*A1^2*A2^2*B1^9*B2^7+(-90*Q^2+90*Q)*A1*A2^3*B1^9*B2^7+(80*Q^3+24*Q^2-504*Q+400)*A1^2*A2^2*B1^8*B2^8+(168*Q^5-276*Q^4)*A1^2*A2*B1^9*B2^8+(18*Q^5-18*Q^4)*A1*A2^2*B1^9*B2^8+(-90*Q^2+90*Q)*A1^3*A2*B1^7*B2^9+(-24*Q^3+489*Q^2-1554*Q+1125)*A1^2*A2^2*B1^7*B2^9+(20*Q^2-100*Q-100)*A1*A2^3*B1^7*B2^9+(18*Q^5-18*Q^4)*A1^2*A2*B1^8*B2^9+(168*Q^5-276*Q^4)*A1*A2^2*B1^8*B2^9+(24*Q^3-104*Q^2-32*Q+!
220)*A1^3*A2*B1^9*B2^6+(120*Q^2-432*Q+240)*A1^2*A2^2*B1^9*B2^6+(24*Q^3-258*Q^2+624*Q-390)*A1^2*A2^2*B1^8*B2^7+(54*Q^2-54*Q)*A1*A2^3*B1^8*B2^7+(94*Q^5-974*Q^4+1060*Q^3)*A1^2*A2*B1^9*B2^7+(36*Q^5-216*Q^4+180*Q^3)*A1*A2^2*B1^9*B2^7+(54*Q^2-54*Q)*A1^3*A2*B1^7*B2^8+(24*Q^3-258*Q^2+624*Q-390)*A1^2*A2^2*B1^7*B2^8+(-222*Q^5+552*Q^4-330*Q^3)*A1^2*A2*B1^8*B2^8+(-222*Q^5+552*Q^4-330*Q^3)*A1*A2^2*B1^8*B2^8+(120*Q^2-432*Q+240)*A1^2*A2^2*B1^6*B2^9+(24*Q^3-104*Q^2-32*Q+220)*A1*A2^3*B1^6*B2^9+(36*Q^5-216*Q^4+180*Q^3)*A1^2*A2*B1^7*B2^9+(94*Q^5-974*Q^4+1060*Q^3)*A1*A2^2*B1^7*B2^9+(12*Q^2+120*Q-132)*A1^3*A2*B1^9*B2^5+(48*Q^2-204*Q+156)*A1^2*A2^2*B1^9*B2^5+(-120*Q^2+684*Q-456)*A1^2*A2^2*B1^8*B2^6+(-24*Q^5+84*Q^4-60*Q^3)*A1^3*B1^9*B2^6+(-122*Q^5+512*Q^4-676*Q^3+250*Q^2)*A1^2*A2*B1^9*B2^6+(-96*Q^4+210*Q^3-150*Q^2)*A1*A2^2*B1^9*B2^6+(12*Q^2+48*Q-60)*A1^3*A2*B1^7*B2^7+(96*Q^2-120*Q+24)*A1^2*A2^2*B1^7*B2^7+(12*Q^2+48*Q-60)*A1*A2^3*B1^7*B2^7+(-94*Q^5+1167*Q^4-2448*Q^3+1375*Q^2)*A1^2*A2*B1^8*B2^7+(-3!
6*Q^5+84*Q^4+102*Q^3-150*Q^2)*A1*A2^2*B1^8*B2^7+(-120*Q^2+684*Q-456)*A1^2*A2^2*B1^6*B2^8+(-36*Q^5+84*Q^4+102*Q^3-150*Q^2)*A1^2*A2*B1^7*B2^8+(-94*Q^5+1167*Q^4-2448*Q^3+1375*Q^2)*A1*A2^2*B1^7*B2^8+(48*Q^2-204*Q+156)*A1^2*A2^2*B1^5*B2^9+(12*Q^2+120*Q-132)*A1*A2^3*B1^5*B2^9+(-96*Q^4+210*Q^3-150*Q^2)*A1^2*A2*B1^6*B2^9+(-122*Q^5+512*Q^4-676*Q^3+250*Q^2)*A1*A2^2*B1^6*B2^9+(-24*Q^5+84*Q^4-60*Q^3)*A2^3*B1^6*B2^9+(-48*Q^2+204*Q-156)*A1^3*A2*B1^9*B2^4+(-72*Q+72)*A1^2*A2^2*B1^9*B2^4+(-48*Q^2+312*Q-264)*A1^2*A2^2*B1^8*B2^5+(-323*Q^4+1593*Q^3-2145*Q^2+875*Q)*A1^2*A2*B1^9*B2^5+(-18*Q^4-72*Q^3+90*Q^2)*A1*A2^2*B1^9*B2^5+(-108*Q+72)*A1^2*A2^2*B1^7*B2^6+(-40*Q^5+438*Q^4-2451*Q^3+5320*Q^2-3375*Q)*A1^2*A2*B1^8*B2^6+(96*Q^4-588*Q^3+1350*Q^2-750*Q)*A1*A2^2*B1^8*B2^6+(36*Q^7)*A1*A2*B1^9*B2^6+(-108*Q+72)*A1^2*A2^2*B1^6*B2^7+(-373*Q^4+2013*Q^3-3015*Q^2+1375*Q)*A1^2*A2*B1^7*B2^7+(-373*Q^4+2013*Q^3-3015*Q^2+1375*Q)*A1*A2^2*B1^7*B2^7+(-48*Q^2+312*Q-264)*A1^2*A2^2*B1^5*B2^8+(96*Q^4-588*Q^3+1350*Q^2-750*Q)*A1^2*A2*B1^6*B2^8+(-40*Q^5+438*Q^4-2451*Q^3+5320*Q^2-3375*Q)*A1*A2^2!
*B1^6*B2^8+(-72*Q+72)*A1^2*A2^2*B1^4*B2^9+(-48*Q^2+204*Q-156)*A1*A2^3*B1^4*B2^9+(-18*Q^4-72*Q^3+90*Q^2)*A1^2*A2*B1^5*B2^9+(-323*Q^4+1593*Q^3-2145*Q^2+875*Q)*A1*A2^2*B1^5*B2^9+(36*Q^7)*A1*A2*B1^6*B2^9+(-96*Q+168)*A1^3*A2*B1^9*B2^3+(-24*Q+96)*A1^2*A2^2*B1^9*B2^3+(72*Q-72)*A1^2*A2^2*B1^8*B2^4+(56*Q^4-84*Q^3-72*Q^2+100*Q)*A1^3*B1^9*B2^4+(260*Q^4-1498*Q^3+3888*Q^2-5150*Q+2500)*A1^2*A2*B1^9*B2^4+(27*Q^3-252*Q^2+225*Q)*A1*A2^2*B1^9*B2^4+(-36*Q+36)*A1^3*A2*B1^7*B2^5+(-108*Q+108)*A1^2*A2^2*B1^7*B2^5+(206*Q^4-2094*Q^3+6888*Q^2-8750*Q+3750)*A1^2*A2*B1^8*B2^5+(54*Q^4-192*Q^3+438*Q^2-300*Q)*A1*A2^2*B1^8*B2^5+(-144*Q+144)*A1^2*A2^2*B1^6*B2^6+(-36*Q^4+36*Q^3)*A1^3*B1^7*B2^6+(-24*Q^5+204*Q^4-329*Q^3-915*Q^2+1725*Q-625)*A1^2*A2*B1^7*B2^6+(144*Q^3+326*Q^2-1900*Q+1250)*A1*A2^2*B1^7*B2^6+(54*Q^7-54*Q^6)*A1^2*B1^8*B2^6+(168*Q^7-276*Q^6)*A1*A2*B1^8*B2^6+(-108*Q+108)*A1^2*A2^2*B1^5*B2^7+(-36*Q+36)*A1*A2^3*B1^5*B2^7+(144*Q^3+326*Q^2-1900*Q+1250)*A1^2*A2*B1^6*B2^7+(-24*Q^5+204*Q^4-329*Q^3-915*Q^2+1!
725*Q-625)*A1*A2^2*B1^6*B2^7+(-36*Q^4+36*Q^3)*A2^3*B1^6*B2^7+(72*Q-72)*A1^2*A2^2*B1^4*B2^8+(54*Q^4-192*Q^3+438*Q^2-300*Q)*A1^2*A2*B1^5*B2^8+(206*Q^4-2094*Q^3+6888*Q^2-8750*Q+3750)*A1*A2^2*B1^5*B2^8+(168*Q^7-276*Q^6)*A1*A2*B1^6*B2^8+(54*Q^7-54*Q^6)*A2^2*B1^6*B2^8+(-24*Q+96)*A1^2*A2^2*B1^3*B2^9+(-96*Q+168)*A1*A2^3*B1^3*B2^9+(27*Q^3-252*Q^2+225*Q)*A1^2*A2*B1^4*B2^9+(260*Q^4-1498*Q^3+3888*Q^2-5150*Q+2500)*A1*A2^2*B1^4*B2^9+(56*Q^4-84*Q^3-72*Q^2+100*Q)*A2^3*B1^4*B2^9+(24*Q-132)*A1^3*A2*B1^9*B2^2+(24*Q-132)*A1^2*A2^2*B1^8*B2^3+(84*Q^3-258*Q^2+210*Q)*A1^3*B1^9*B2^3+(700*Q^3-4164*Q^2+7320*Q-4000)*A1^2*A2*B1^9*B2^3+(-54*Q^3+90*Q^2)*A1*A2^2*B1^9*B2^3+(64*Q^4-349*Q^3+315*Q^2+845*Q-875)*A1^2*A2*B1^8*B2^4+(-153*Q^3+468*Q^2-315*Q)*A1*A2^2*B1^8*B2^4+(-108*Q^6+108*Q^5)*A1^2*B1^9*B2^4+(-126*Q^6+126*Q^5)*A1*A2*B1^9*B2^4+(-24*Q^4+696*Q^3-2892*Q^2+3720*Q-1500)*A1^2*A2*B1^7*B2^5+(-12*Q^4-20*Q^3-18*Q^2-450*Q+500)*A1*A2^2*B1^7*B2^5+(136*Q^4+134*Q^3-2522*Q^2+4110*Q-1750)*A1^2*A2*B1^6*B2^6+(136*Q^4+134*Q^3-2522*Q^2+4110*Q-1750)*A1*A2^2*B1^6*B2^6+(36*Q^7-126*Q^6+90*Q^5!
)*A1^2*B1^7*B2^6+(94*Q^7-866*Q^6+952*Q^5)*A1*A2*B1^7*B2^6+(-12*Q^4-20*Q^3-18*Q^2-450*Q+500)*A1^2*A2*B1^5*B2^7+(-24*Q^4+696*Q^3-2892*Q^2+3720*Q-1500)*A1*A2^2*B1^5*B2^7+(94*Q^7-866*Q^6+952*Q^5)*A1*A2*B1^6*B2^7+(36*Q^7-126*Q^6+90*Q^5)*A2^2*B1^6*B2^7+(24*Q-132)*A1^2*A2^2*B1^3*B2^8+(-153*Q^3+468*Q^2-315*Q)*A1^2*A2*B1^4*B2^8+(64*Q^4-349*Q^3+315*Q^2+845*Q-875)*A1*A2^2*B1^4*B2^8+(24*Q-132)*A1*A2^3*B1^2*B2^9+(-54*Q^3+90*Q^2)*A1^2*A2*B1^3*B2^9+(700*Q^3-4164*Q^2+7320*Q-4000)*A1*A2^2*B1^3*B2^9+(84*Q^3-258*Q^2+210*Q)*A2^3*B1^3*B2^9+(-126*Q^6+126*Q^5)*A1*A2*B1^4*B2^9+(-108*Q^6+108*Q^5)*A2^2*B1^4*B2^9+36*A1^3*A2*B1^9*B2+(-40*Q^3-48*Q^2+330*Q-350)*A1^3*B1^9*B2^2+(-138*Q^3+1155*Q^2-2784*Q+1875)*A1^2*A2*B1^9*B2^2+36*A1^2*A2^2*B1^7*B2^3+(8*Q^3+819*Q^2-2244*Q+1525)*A1^2*A2*B1^8*B2^3+(-6*Q^3+198*Q^2-300*Q)*A1*A2^2*B1^8*B2^3+(-36*Q^4)*A1^2*B1^9*B2^3+(-108*Q^5+72*Q^4)*A1*A2*B1^9*B2^3+(12*Q^3+48*Q^2-60*Q)*A1^3*B1^7*B2^4+(48*Q^4-438*Q^3+1554*Q^2-1914*Q+750)*A1^2*A2*B1^7*B2^4+(42*Q^3+138*Q^2-330*Q+1!
50)*A1*A2^2*B1^7*B2^4+(-90*Q^6+288*Q^5-198*Q^4)*A1^2*B1^8*B2^4+(-246*Q^6+762*Q^5-516*Q^4)*A1*A2*B1^8*B2^4+(288*Q^2-288*Q)*A1^2*A2*B1^6*B2^5+(48*Q^4-100*Q^3-180*Q^2+882*Q-650)*A1*A2^2*B1^6*B2^5+(243*Q^6-972*Q^5+729*Q^4)*A1*A2*B1^7*B2^5+(48*Q^4-100*Q^3-180*Q^2+882*Q-650)*A1^2*A2*B1^5*B2^6+(288*Q^2-288*Q)*A1*A2^2*B1^5*B2^6+(-204*Q^6+444*Q^5-240*Q^4)*A1^2*B1^6*B2^6+(-980*Q^6+2980*Q^5-2216*Q^4)*A1*A2*B1^6*B2^6+(-204*Q^6+444*Q^5-240*Q^4)*A2^2*B1^6*B2^6+36*A1^2*A2^2*B1^3*B2^7+(42*Q^3+138*Q^2-330*Q+150)*A1^2*A2*B1^4*B2^7+(48*Q^4-438*Q^3+1554*Q^2-1914*Q+750)*A1*A2^2*B1^4*B2^7+(12*Q^3+48*Q^2-60*Q)*A2^3*B1^4*B2^7+(243*Q^6-972*Q^5+729*Q^4)*A1*A2*B1^5*B2^7+(-6*Q^3+198*Q^2-300*Q)*A1^2*A2*B1^3*B2^8+(8*Q^3+819*Q^2-2244*Q+1525)*A1*A2^2*B1^3*B2^8+(-246*Q^6+762*Q^5-516*Q^4)*A1*A2*B1^4*B2^8+(-90*Q^6+288*Q^5-198*Q^4)*A2^2*B1^4*B2^8+36*A1*A2^3*B1*B2^9+(-138*Q^3+1155*Q^2-2784*Q+1875)*A1*A2^2*B1^2*B2^9+(-40*Q^3-48*Q^2+330*Q-350)*A2^3*B1^2*B2^9+(-108*Q^5+72*Q^4)*A1*A2*B1^3*B2^9+(-36*Q^4)*A2^2*B1^3*B2^9+(-80*Q^2+40*Q+220)*A1^3*B1^9*B2+(-183*Q^2+582*Q-435)*A1^2*A2*B1^9*!
B2+(-24*Q^3+108*Q^2-144*Q+60)*A1^2*A2*B1^8*B2^2+(198*Q^5-600*Q^4+510*Q^3)*A1^2*B1^9*B2^2+(54*Q^5-234*Q^4+180*Q^3)*A1*A2*B1^9*B2^2+(54*Q^2-54*Q)*A1^3*B1^7*B2^3+(116*Q^3-597*Q^2+1260*Q-815)*A1^2*A2*B1^7*B2^3+(20*Q^3+160*Q^2-500*Q+500)*A1*A2^2*B1^7*B2^3+(-189*Q^5+594*Q^4-405*Q^3)*A1^2*B1^8*B2^3+(-558*Q^5+1596*Q^4-930*Q^3)*A1*A2*B1^8*B2^3+(-208*Q^3+708*Q^2-540*Q+40)*A1^2*A2*B1^6*B2^4+(-48*Q^3+216*Q^2-288*Q+120)*A1*A2^2*B1^6*B2^4+(-60*Q^6+522*Q^5-792*Q^4+330*Q^3)*A1^2*B1^7*B2^4+(-200*Q^6+1722*Q^5-3132*Q^4+1610*Q^3)*A1*A2*B1^7*B2^4+(104*Q^3-72*Q^2+48*Q-80)*A1^2*A2*B1^5*B2^5+(104*Q^3-72*Q^2+48*Q-80)*A1*A2^2*B1^5*B2^5+(-188*Q^6+891*Q^5-588*Q^4-115*Q^3)*A1*A2*B1^6*B2^5+(-72*Q^6+108*Q^5-36*Q^4)*A2^2*B1^6*B2^5+(-48*Q^3+216*Q^2-288*Q+120)*A1^2*A2*B1^4*B2^6+(-208*Q^3+708*Q^2-540*Q+40)*A1*A2^2*B1^4*B2^6+(-72*Q^6+108*Q^5-36*Q^4)*A1^2*B1^5*B2^6+(-188*Q^6+891*Q^5-588*Q^4-115*Q^3)*A1*A2*B1^5*B2^6+(20*Q^3+160*Q^2-500*Q+500)*A1^2*A2*B1^3*B2^7+(116*Q^3-597*Q^2+1260*Q-815)*A1*A2^2*B1^3*B2^7+(54*!
Q^2-54*Q)*A2^3*B1^3*B2^7+(-200*Q^6+1722*Q^5-3132*Q^4+1610*Q^3)*A1*A2*B1^4*B2^7+(-60*Q^6+522*Q^5-792*Q^4+330*Q^3)*A2^2*B1^4*B2^7+(-24*Q^3+108*Q^2-144*Q+60)*A1*A2^2*B1^2*B2^8+(-558*Q^5+1596*Q^4-930*Q^3)*A1*A2*B1^3*B2^8+(-189*Q^5+594*Q^4-405*Q^3)*A2^2*B1^3*B2^8+(-183*Q^2+582*Q-435)*A1*A2^2*B1*B2^9+(-80*Q^2+40*Q+220)*A2^3*B1*B2^9+(54*Q^5-234*Q^4+180*Q^3)*A1*A2*B1^2*B2^9+(198*Q^5-600*Q^4+510*Q^3)*A2^2*B1^2*B2^9+(-16*Q^2+200*Q-292)*A1^3*B1^9+(-24*Q+96)*A1^2*A2*B1^9+(-60*Q^2+336*Q-276)*A1^2*A2*B1^8*B2+(176*Q^4-106*Q^3-250*Q^2)*A1^2*B1^9*B2+(135*Q^4-360*Q^3+225*Q^2)*A1*A2*B1^9*B2+(-90*Q+90)*A1^3*B1^7*B2^2+(-24*Q^3+204*Q^2-624*Q+444)*A1^2*A2*B1^7*B2^2+(24*Q^5-156*Q^4+132*Q^3)*A1^2*B1^8*B2^2+(90*Q^5-222*Q^4+282*Q^3-150*Q^2)*A1*A2*B1^8*B2^2+(-372*Q^2+720*Q-276)*A1^2*A2*B1^6*B2^3+(-24*Q^3-76*Q^2+392*Q-400)*A1*A2^2*B1^6*B2^3+(-126*Q^5+459*Q^4-558*Q^3+225*Q^2)*A1^2*B1^7*B2^3+(-696*Q^5+4244*Q^4-6478*Q^3+2750*Q^2)*A1*A2*B1^7*B2^3+(-96*Q^3+522*Q^2-792*Q+366)*A1^2*A2*B1^5*B2^4+(-126*Q^2+288*Q-162)*A1*A2^2*B1^5*B2^4+(308*Q^5-588*Q^4+180*Q^3+100*Q^2)*A1^2*B1^6*B2!
^4+(870*Q^5-2634*Q^4+2514*Q^3-750*Q^2)*A1*A2*B1^6*B2^4+(54*Q^5-144*Q^4+90*Q^3)*A2^2*B1^6*B2^4+(-126*Q^2+288*Q-162)*A1^2*A2*B1^4*B2^5+(-96*Q^3+522*Q^2-792*Q+366)*A1*A2^2*B1^4*B2^5+(-1276*Q^5+7020*Q^4-10644*Q^3+4900*Q^2)*A1*A2*B1^5*B2^5+(-24*Q^3-76*Q^2+392*Q-400)*A1^2*A2*B1^3*B2^6+(-372*Q^2+720*Q-276)*A1*A2^2*B1^3*B2^6+(54*Q^5-144*Q^4+90*Q^3)*A1^2*B1^4*B2^6+(870*Q^5-2634*Q^4+2514*Q^3-750*Q^2)*A1*A2*B1^4*B2^6+(308*Q^5-588*Q^4+180*Q^3+100*Q^2)*A2^2*B1^4*B2^6+(-24*Q^3+204*Q^2-624*Q+444)*A1*A2^2*B1^2*B2^7+(-90*Q+90)*A2^3*B1^2*B2^7+(-696*Q^5+4244*Q^4-6478*Q^3+2750*Q^2)*A1*A2*B1^3*B2^7+(-126*Q^5+459*Q^4-558*Q^3+225*Q^2)*A2^2*B1^3*B2^7+(-60*Q^2+336*Q-276)*A1*A2^2*B1*B2^8+(90*Q^5-222*Q^4+282*Q^3-150*Q^2)*A1*A2*B1^2*B2^8+(24*Q^5-156*Q^4+132*Q^3)*A2^2*B1^2*B2^8+(-24*Q+96)*A1*A2^2*B2^9+(-16*Q^2+200*Q-292)*A2^3*B2^9+(135*Q^4-360*Q^3+225*Q^2)*A1*A2*B1*B2^9+(176*Q^4-106*Q^3-250*Q^2)*A2^2*B1*B2^9+(24*Q-132)*A1^2*A2*B1^8+(92*Q^4-986*Q^3+1930*Q^2-1000*Q)*A1^2*B1^9+(-54*Q^3+90*Q^2)*A1*A2*B1^9+!
(-36*Q^2+72*Q-36)*A1^2*A2*B1^7*B2+(184*Q^4-1629*Q^3+3570*Q^2-2125*Q)*A1^2*B1^8*B2+(141*Q^4-816*Q^3+1425*Q^2-750*Q)*A1*A2*B1^8*B2+(72*Q^2-444*Q+264)*A1^2*A2*B1^6*B2^2+(40*Q^5-4*Q^4-846*Q^3+1310*Q^2-500*Q)*A1^2*B1^7*B2^2+(114*Q^5-1015*Q^4+2541*Q^3-3015*Q^2+1375*Q)*A1*A2*B1^7*B2^2+(-276*Q^2+588*Q-312)*A1^2*A2*B1^5*B2^3+(-96*Q^2-24*Q+120)*A1*A2^2*B1^5*B2^3+(702*Q^4-2316*Q^3+2400*Q^2-750*Q)*A1^2*B1^6*B2^3+(94*Q^5+1516*Q^4-8294*Q^3+11970*Q^2-5250*Q)*A1*A2*B1^6*B2^3+(36*Q^5-36*Q^4)*A2^2*B1^6*B2^3+(48*Q^2-240*Q+192)*A1^2*A2*B1^4*B2^4+(48*Q^2-240*Q+192)*A1*A2^2*B1^4*B2^4+(120*Q^5-372*Q^4+312*Q^3-60*Q^2)*A1^2*B1^5*B2^4+(400*Q^5-2773*Q^4+6543*Q^3-6295*Q^2+2125*Q)*A1*A2*B1^5*B2^4+(-96*Q^2-24*Q+120)*A1^2*A2*B1^3*B2^5+(-276*Q^2+588*Q-312)*A1*A2^2*B1^3*B2^5+(400*Q^5-2773*Q^4+6543*Q^3-6295*Q^2+2125*Q)*A1*A2*B1^4*B2^5+(120*Q^5-372*Q^4+312*Q^3-60*Q^2)*A2^2*B1^4*B2^5+(72*Q^2-444*Q+264)*A1*A2^2*B1^2*B2^6+(36*Q^5-36*Q^4)*A1^2*B1^3*B2^6+(94*Q^5+1516*Q^4-8294*Q^3+11970*Q^2-5250*Q)*A1*A2*B1^3*B2^6+(702*Q^4-2316*Q^3+2400*Q^2-750*Q)*A2^2*B1^3*B2^6+(-36*Q^2+72*Q-36)*A1*!
A2^2*B1*B2^7+(114*Q^5-1015*Q^4+2541*Q^3-3015*Q^2+1375*Q)*A1*A2*B1^2*B2^7+(40*Q^5-4*Q^4-846*Q^3+1310*Q^2-500*Q)*A2^2*B1^2*B2^7+(24*Q-132)*A1*A2^2*B2^8+(141*Q^4-816*Q^3+1425*Q^2-750*Q)*A1*A2*B1*B2^8+(184*Q^4-1629*Q^3+3570*Q^2-2125*Q)*A2^2*B1*B2^8+(-54*Q^3+90*Q^2)*A1*A2*B2^9+(92*Q^4-986*Q^3+1930*Q^2-1000*Q)*A2^2*B2^9+36*A1^2*A2*B1^7+(16*Q^4-336*Q^3+2928*Q^2-6250*Q+3750)*A1^2*B1^8+(-6*Q^3+198*Q^2-300*Q)*A1*A2*B1^8+(-36*Q^6)*A1*B1^9+(108*Q-72)*A1^2*A2*B1^6*B2+(60*Q^4-215*Q^3-195*Q^2+975*Q-625)*A1^2*B1^7*B2+(151*Q^4-1007*Q^3+2631*Q^2-3025*Q+1250)*A1*A2*B1^7*B2+(48*Q^2-312*Q+264)*A1^2*A2*B1^5*B2^2+(-56*Q^4-248*Q^3+1596*Q^2-2650*Q+1250)*A1^2*B1^6*B2^2+(-222*Q^4+1015*Q^3-2535*Q^2+2475*Q-625)*A1*A2*B1^6*B2^2+(-162*Q^7+162*Q^6)*A1*B1^7*B2^2+(72*Q-72)*A1^2*A2*B1^4*B2^3+(48*Q^2-204*Q+156)*A1*A2^2*B1^4*B2^3+(300*Q^4-828*Q^3+828*Q^2-300*Q)*A1^2*B1^5*B2^3+(1859*Q^4-10557*Q^3+19323*Q^2-14375*Q+3750)*A1*A2*B1^5*B2^3+(-36*Q^6)*A1*B1^6*B2^3+(48*Q^2-204*Q+156)*A1^2*A2*B1^3*B2^4+(72*Q-72)*A1*A2^!
2*B1^3*B2^4+(-90*Q^4+102*Q^3+138*Q^2-150*Q)*A1^2*B1^4*B2^4+(-212*Q^4-976*Q^3+5088*Q^2-6400*Q+2500)*A1*A2*B1^4*B2^4+(-90*Q^4+102*Q^3+138*Q^2-150*Q)*A2^2*B1^4*B2^4+(48*Q^2-312*Q+264)*A1*A2^2*B1^2*B2^5+(1859*Q^4-10557*Q^3+19323*Q^2-14375*Q+3750)*A1*A2*B1^3*B2^5+(300*Q^4-828*Q^3+828*Q^2-300*Q)*A2^2*B1^3*B2^5+(108*Q-72)*A1*A2^2*B1*B2^6+(-222*Q^4+1015*Q^3-2535*Q^2+2475*Q-625)*A1*A2*B1^2*B2^6+(-56*Q^4-248*Q^3+1596*Q^2-2650*Q+1250)*A2^2*B1^2*B2^6+(-36*Q^6)*A2*B1^3*B2^6+36*A1*A2^2*B2^7+(151*Q^4-1007*Q^3+2631*Q^2-3025*Q+1250)*A1*A2*B1*B2^7+(60*Q^4-215*Q^3-195*Q^2+975*Q-625)*A2^2*B1*B2^7+(-162*Q^7+162*Q^6)*A2*B1^2*B2^7+(-6*Q^3+198*Q^2-300*Q)*A1*A2*B2^8+(16*Q^4-336*Q^3+2928*Q^2-6250*Q+3750)*A2^2*B2^8+(-36*Q^6)*A2*B2^9+(16*Q^4-228*Q^3+981*Q^2-1180*Q+375)*A1^2*B1^7+(20*Q^3+160*Q^2-500*Q+500)*A1*A2*B1^7+(-60*Q^6+168*Q^5)*A1*B1^8+(72*Q-72)*A1^2*A2*B1^5*B2+(-220*Q^3-710*Q^2+2860*Q-1750)*A1^2*B1^6*B2+(24*Q^4-437*Q^3+1467*Q^2-1215*Q+125)*A1*A2*B1^6*B2+(-80*Q^4+10*Q^3+720*Q^2-1150*Q+500)*A1^2*B1^5*B2^2+(-228*Q^4+1892*Q^3-5634*Q^2+6720*Q-2750)*A1*A2*B1^5*B2^2+(-42!
*Q^6+150*Q^5)*A1*B1^6*B2^2+(-90*Q^6+90*Q^5)*A2*B1^6*B2^2+(168*Q-240)*A1^2*A2*B1^3*B2^3+(168*Q-240)*A1*A2^2*B1^3*B2^3+(-81*Q^3+396*Q^2-315*Q)*A1^2*B1^4*B2^3+(-200*Q^4+1184*Q^3-3654*Q^2+5420*Q-2750)*A1*A2*B1^4*B2^3+(-60*Q^4+120*Q^3-60*Q^2)*A2^2*B1^4*B2^3+(72*Q^6-72*Q^5)*A1*B1^5*B2^3+(-60*Q^4+120*Q^3-60*Q^2)*A1^2*B1^3*B2^4+(-200*Q^4+1184*Q^3-3654*Q^2+5420*Q-2750)*A1*A2*B1^3*B2^4+(-81*Q^3+396*Q^2-315*Q)*A2^2*B1^3*B2^4+(72*Q^6-72*Q^5)*A1*B1^4*B2^4+(72*Q^6-72*Q^5)*A2*B1^4*B2^4+(72*Q-72)*A1*A2^2*B1*B2^5+(-228*Q^4+1892*Q^3-5634*Q^2+6720*Q-2750)*A1*A2*B1^2*B2^5+(-80*Q^4+10*Q^3+720*Q^2-1150*Q+500)*A2^2*B1^2*B2^5+(72*Q^6-72*Q^5)*A2*B1^3*B2^5+(24*Q^4-437*Q^3+1467*Q^2-1215*Q+125)*A1*A2*B1*B2^6+(-220*Q^3-710*Q^2+2860*Q-1750)*A2^2*B1*B2^6+(-90*Q^6+90*Q^5)*A1*B1^2*B2^6+(-42*Q^6+150*Q^5)*A2*B1^2*B2^6+(20*Q^3+160*Q^2-500*Q+500)*A1*A2*B2^7+(16*Q^4-228*Q^3+981*Q^2-1180*Q+375)*A2^2*B2^7+(-60*Q^6+168*Q^5)*A2*B2^8+(-48*Q^3+548*Q^2-1108*Q+500)*A1^2*B1^6+(-24*Q^3-76*Q^2+392*Q-400)*A1*A2*B1^6+(-76*Q!
^6+722*Q^5-826*Q^4)*A1*B1^7+(-76*Q^3+24*Q^2+702*Q-650)*A1^2*B1^5*B2+(-246*Q^3+1314*Q^2-1818*Q+750)*A1*A2*B1^5*B2+(-94*Q^6+650*Q^5-736*Q^4)*A1*B1^6*B2+(-36*Q^6+126*Q^5-90*Q^4)*A2*B1^6*B2+(-24*Q+132)*A1^2*A2*B1^3*B2^2+(-48*Q^3+423*Q^2-900*Q+525)*A1^2*B1^4*B2^2+(-120*Q^3+1164*Q^2-2544*Q+1500)*A1*A2*B1^4*B2^2+(324*Q^6-648*Q^5+324*Q^4)*A1*B1^5*B2^2+(-24*Q+132)*A1*A2^2*B1^2*B2^3+(-174*Q^3+438*Q^2-300*Q)*A1^2*B1^3*B2^3+(-1600*Q^3+8328*Q^2-12984*Q+6400)*A1*A2*B1^3*B2^3+(-174*Q^3+438*Q^2-300*Q)*A2^2*B1^3*B2^3+(126*Q^5-126*Q^4)*A1*B1^4*B2^3+(108*Q^5-108*Q^4)*A2*B1^4*B2^3+(-120*Q^3+1164*Q^2-2544*Q+1500)*A1*A2*B1^2*B2^4+(-48*Q^3+423*Q^2-900*Q+525)*A2^2*B1^2*B2^4+(108*Q^5-108*Q^4)*A1*B1^3*B2^4+(126*Q^5-126*Q^4)*A2*B1^3*B2^4+(-246*Q^3+1314*Q^2-1818*Q+750)*A1*A2*B1*B2^5+(-76*Q^3+24*Q^2+702*Q-650)*A2^2*B1*B2^5+(324*Q^6-648*Q^5+324*Q^4)*A2*B1^2*B2^5+(-24*Q^3-76*Q^2+392*Q-400)*A1*A2*B2^6+(-48*Q^3+548*Q^2-1108*Q+500)*A2^2*B2^6+(-36*Q^6+126*Q^5-90*Q^4)*A1*B1*B2^6+(-94*Q^6+650*Q^5-736*Q^4)*A2*B1*B2^6+(-76*Q^6+722*Q^5-826*Q^4)*A2*B2^7+(-32*Q^3+348*Q^2-1086*Q+770)*A!
1^2*B1^5+(-96*Q^2-24*Q+120)*A1*A2*B1^5+(290*Q^5-1384*Q^4+1310*Q^3)*A1*B1^6+(36*Q^5-36*Q^4)*A2*B1^6-36*A1^2*A2*B1^3*B2+(-24*Q^2-96*Q+120)*A1^2*B1^4*B2+(-48*Q^3+264*Q^2-456*Q+240)*A1*A2*B1^4*B2+(-435*Q^5+1500*Q^4-1065*Q^3)*A1*B1^5*B2+(40*Q^3+18*Q^2-450*Q+500)*A1^2*B1^3*B2^2+(114*Q^3-939*Q^2+2082*Q-1365)*A1*A2*B1^3*B2^2+(468*Q^5-1278*Q^4+810*Q^3)*A1*B1^4*B2^2+(150*Q^5-480*Q^4+330*Q^3)*A2*B1^4*B2^2-36*A1*A2^2*B1*B2^3+(114*Q^3-939*Q^2+2082*Q-1365)*A1*A2*B1^2*B2^3+(40*Q^3+18*Q^2-450*Q+500)*A2^2*B1^2*B2^3+(48*Q^5-132*Q^4+120*Q^3)*A1*B1^3*B2^3+(48*Q^5-132*Q^4+120*Q^3)*A2*B1^3*B2^3+(-48*Q^3+264*Q^2-456*Q+240)*A1*A2*B1*B2^4+(-24*Q^2-96*Q+120)*A2^2*B1*B2^4+(150*Q^5-480*Q^4+330*Q^3)*A1*B1^2*B2^4+(468*Q^5-1278*Q^4+810*Q^3)*A2*B1^2*B2^4+(-96*Q^2-24*Q+120)*A1*A2*B2^5+(-32*Q^3+348*Q^2-1086*Q+770)*A2^2*B2^5+(-435*Q^5+1500*Q^4-1065*Q^3)*A2*B1*B2^5+(36*Q^5-36*Q^4)*A1*B2^6+(290*Q^5-1384*Q^4+1310*Q^3)*A2*B2^6+(72*Q-72)*A1^2*B1^4+(48*Q^2-204*Q+156)*A1*A2*B1^4+(152*Q^5-873*Q^4+696*Q^3+25*Q^2)*A1*!
B1^5+(8*Q^2+212*Q-400)*A1^2*B1^3*B2+(3*Q^2-96*Q+129)*A1*A2*B1^3*B2+(200*Q^5-1434*Q^4+2484*Q^3-1250*Q^2)*A1*B1^4*B2+(60*Q^5-270*Q^4+360*Q^3-150*Q^2)*A2*B1^4*B2+(48*Q^2-312*Q+264)*A1*A2*B1^2*B2^2+(-162*Q^5+702*Q^4-1398*Q^3+750*Q^2)*A1*B1^3*B2^2+(153*Q^4-378*Q^3+225*Q^2)*A2*B1^3*B2^2+(3*Q^2-96*Q+129)*A1*A2*B1*B2^3+(8*Q^2+212*Q-400)*A2^2*B1*B2^3+(153*Q^4-378*Q^3+225*Q^2)*A1*B1^2*B2^3+(-162*Q^5+702*Q^4-1398*Q^3+750*Q^2)*A2*B1^2*B2^3+(48*Q^2-204*Q+156)*A1*A2*B2^4+(72*Q-72)*A2^2*B2^4+(60*Q^5-270*Q^4+360*Q^3-150*Q^2)*A1*B1*B2^4+(200*Q^5-1434*Q^4+2484*Q^3-1250*Q^2)*A2*B1*B2^4+(152*Q^5-873*Q^4+696*Q^3+25*Q^2)*A2*B2^5+(16*Q^2-128*Q+220)*A1^2*B1^3+(168*Q-240)*A1*A2*B1^3+(-184*Q^4+654*Q^3-720*Q^2+250*Q)*A1*B1^4+(-60*Q^4+120*Q^3-60*Q^2)*A2*B1^4+(24*Q^2-120*Q+96)*A1*A2*B1^2*B2+(872*Q^4-5162*Q^3+8470*Q^2-4000*Q)*A1*B1^3*B2+(174*Q^4-774*Q^3+1350*Q^2-750*Q)*A2*B1^3*B2+(24*Q^2-120*Q+96)*A1*A2*B1*B2^2+(-82*Q^4-228*Q^3+810*Q^2-500*Q)*A1*B1^2*B2^2+(-82*Q^4-228*Q^3+810*Q^2-500*Q)*A2*B1^2*B2^2+(168*Q-240)*A1*A2*B2^3+(16*Q^2-128*Q+220)*A2^2*B2^3+(174*Q^4-774*Q^3+1350*!
Q^2-750*Q)*A1*B1*B2^3+(872*Q^4-5162*Q^3+8470*Q^2-4000*Q)*A2*B1*B2^3+(-60*Q^4+120*Q^3-60*Q^2)*A1*B2^4+(-184*Q^4+654*Q^3-720*Q^2+250*Q)*A2*B2^4+(-24*Q+132)*A1*A2*B1^2+(-76*Q^4-298*Q^3+4088*Q^2-7500*Q+3750)*A1*B1^3+(-174*Q^3+438*Q^2-300*Q)*A2*B1^3+(72*Q-72)*A1*A2*B1*B2+(-114*Q^4+829*Q^3-1815*Q^2+1725*Q-625)*A1*B1^2*B2+(-40*Q^4-161*Q^3+1476*Q^2-2525*Q+1250)*A2*B1^2*B2+(-24*Q+132)*A1*A2*B2^2+(-40*Q^4-161*Q^3+1476*Q^2-2525*Q+1250)*A1*B1*B2^2+(-114*Q^4+829*Q^3-1815*Q^2+1725*Q-625)*A2*B1*B2^2+(-174*Q^3+438*Q^2-300*Q)*A1*B2^3+(-76*Q^4-298*Q^3+4088*Q^2-7500*Q+3750)*A2*B2^3-36*A1*A2*B1+(98*Q^3-651*Q^2+1320*Q-875)*A1*B1^2+(40*Q^3+18*Q^2-450*Q+500)*A2*B1^2+(36*Q^5)*B1^3-36*A1*A2*B2+(-179*Q^3+519*Q^2-465*Q+125)*A1*B1*B2+(-179*Q^3+519*Q^2-465*Q+125)*A2*B1*B2+(162*Q^6-162*Q^5)*B1^2*B2+(40*Q^3+18*Q^2-450*Q+500)*A1*B2^2+(98*Q^3-651*Q^2+1320*Q-875)*A2*B2^2+(162*Q^6-162*Q^5)*B1*B2^2+(36*Q^5)*B2^3+(-16*Q^3+315*Q^2-888*Q+625)*A1*B1+(8*Q^2+212*Q-400)*A2*B1+(-102*Q^5-6*Q^4)*B1^2+(8*Q^2+212*Q-400)*!
A1*B2+(-16*Q^3+315*Q^2-888*Q+625)*A2*B2+(-144*Q^5+144*Q^4)*B1*B2+(-102*Q^5-6*Q^4)*B2^2+(16*Q^2-128*Q+220)*A1+(16*Q^2-128*Q+220)*A2+(76*Q^5-506*Q^4+610*Q^3)*B1+(76*Q^5-506*Q^4+610*Q^3)*B2+(-152*Q^4+1036*Q^3-1100*Q^2)
------------------------------
------------------------------------------------------------------------------
Check out the vibrant tech community on one of the world's most
engaging tech sites, Slashdot.org! http://sdm.link/slashdot
------------------------------
_______________________________________________
Maxima-discuss mailing list
https://lists.sourceforge.net/lists/listinfo/maxima-discuss
End of Maxima-discuss Digest, Vol 40, Issue 21
**********************************************