R10alphabeta[x_]=(a0+a1 x+a2 x^2+a3 x^3+a4 x^4+a5 x^5+a6 x^6+a7 x^7+a8 x^8-10 s x^9+x^10)/.a0->-(1/256)+1/4128768 5 (-2048000000 s^8+2867200000 s^7 (\[Alpha]+\[Beta])-17920000 s^5 (\[Alpha]+\[Beta]) (28+\[Alpha]^2-114 \[Alpha] \[Beta]+\[Beta]^2)-71680000 s^6 (-8+17 \[Alpha]^2+58 \[Alpha] \[Beta]+17 \[Beta]^2)+716800 s^4 (-74+200 \[Alpha]^4-365 \[Alpha]^3 \[Beta]+113 \[Beta]^2+200 \[Beta]^4+\[Alpha]^2 (113-1604 \[Beta]^2)+\[Alpha] \[Beta] (702-365 \[Beta]^2))-17920 s^3 (\[Alpha]+\[Beta]) (-1144+1915 \[Alpha]^4+2410 \[Alpha]^3 \[Beta]-1922 \[Beta]^2+1915 \[Beta]^4-2 \[Alpha]^2 (961+8077 \[Beta]^2)+\[Alpha] (9612 \[Beta]+2410 \[Beta]^3))+16 s (\[Alpha]+\[Beta]) (-4032+15079 \[Alpha]^6-130978 \[Alpha]^5 \[Beta]-63792 \[Beta]^2+44156 \[Beta]^4+15079 \[Beta]^6+\[Alpha]^4 (44156-130199 \[Beta]^2)+4 \[Alpha]^3 \[Beta] (50740+131113 \[Beta]^2)+2 \[Alpha] \[Beta] (75888+101480 \[Beta]^2-65489 \[Beta]^4)-\[Alpha]^2 (63792+542616 \[Beta]^2+130199 \[Beta]^4))+64 s^2 (10944+26005 \[Alpha]^6+390530 \[Alpha]^5 \[Beta]+25936 \[Beta]^2-175588 \[Beta]^4+26005 \[Beta]^6-7 \[Alpha]^4 (25084+9843 \[Beta]^2)-4 \[Alpha]^3 \[Beta] (4076+278361 \[Beta]^2)+\[Alpha]^2 (25936+848040 \[Beta]^2-68901 \[Beta]^4)+2 \[Alpha] \[Beta] (-104848-8152 \[Beta]^2+195265 \[Beta]^4))-7 (\[Alpha]-\[Beta])^2 (2304+2501 \[Alpha]^6+5186 \[Alpha]^5 \[Beta]-7200 \[Beta]^2-2736 \[Beta]^4+2501 \[Beta]^6+4 \[Alpha]^3 \[Beta] (7920-19081 \[Beta]^2)-\[Alpha]^4 (2736+34037 \[Beta]^2)+\[Alpha]^2 (-7200+80352 \[Beta]^2-34037 \[Beta]^4)+\[Alpha] (-27072 \[Beta]+31680 \[Beta]^3+5186 \[Beta]^5)))/.a1->1/4128768 (-10240000000 s^8 (-1+\[Beta])-87535 \[Alpha]^8 (-1+\[Beta])+2048000000 s^7 (4+7 \[Alpha] (-1+\[Beta])-11 \[Beta]+11 \[Beta]^2)-40 \[Alpha]^7 (4056-4217 \[Beta]+4217 \[Beta]^2)+420 \[Alpha]^6 (-228+1172 \[Beta]-3863 \[Beta]^2+3863 \[Beta]^3)+168 \[Alpha]^5 (-64+7804 \[Beta]+4076 \[Beta]^2-19561 \[Beta]^3+19561 \[Beta]^4)-30 \[Alpha]^4 (8400+69168 \[Beta]-114360 \[Beta]^2+188696 \[Beta]^3-38643 \[Beta]^4+38643 \[Beta]^5)-24 \[Alpha]^3 (-28544+47024 \[Beta]-144432 \[Beta]^2+65992 \[Beta]^3+26928 \[Beta]^4-203177 \[Beta]^5+203177 \[Beta]^6)+4 \[Alpha]^2 (20160-191424 \[Beta]+236784 \[Beta]^2+347664 \[Beta]^3-1520124 \[Beta]^4+2019084 \[Beta]^5+590177 \[Beta]^6-590177 \[Beta]^7)-8 \[Alpha] \[Beta] (20160+65472 \[Beta]-312432 \[Beta]^2+603312 \[Beta]^3+348948 \[Beta]^4-398508 \[Beta]^5-37205 \[Beta]^6+37205 \[Beta]^7)+3 (5376-5376 \[Beta]-102144 \[Beta]^2+330496 \[Beta]^3+257504 \[Beta]^4-261088 \[Beta]^5-127792 \[Beta]^6+73712 \[Beta]^7+29125 \[Beta]^8-29125 \[Beta]^9)-358400000 s^6 (8+17 \[Alpha]^2 (-1+\[Beta])+16 \[Beta]-57 \[Beta]^2+57 \[Beta]^3+\[Alpha] (24-82 \[Beta]+82 \[Beta]^2))-17920000 s^5 (128+5 \[Alpha]^3 (-1+\[Beta])-268 \[Beta]+148 \[Beta]^2+547 \[Beta]^3-547 \[Beta]^4-5 \[Alpha]^2 (24-137 \[Beta]+137 \[Beta]^2)-35 \[Alpha] (4+12 \[Beta]-39 \[Beta]^2+39 \[Beta]^3))+3584000 s^4 (74+200 \[Alpha]^4 (-1+\[Beta])+286 \[Beta]-873 \[Beta]^2+1013 \[Beta]^3+740 \[Beta]^4-740 \[Beta]^5-5 \[Alpha]^3 (-28-45 \[Beta]+45 \[Beta]^2)-\[Alpha]^2 (113+867 \[Beta]-2704 \[Beta]^2+2704 \[Beta]^3)+\[Alpha] (360-1062 \[Beta]+82 \[Beta]^2+2945 \[Beta]^3-2945 \[Beta]^4))-89600 s^3 (-1888+1915 \[Alpha]^5 (-1+\[Beta])+3032 \[Beta]-2936 \[Beta]^2-11134 \[Beta]^3+14284 \[Beta]^4+4455 \[Beta]^5-4455 \[Beta]^6+25 \[Alpha]^4 (126-299 \[Beta]+299 \[Beta]^2)-2 \[Alpha]^3 (-961+1621 \[Beta]-5812 \[Beta]^2+5812 \[Beta]^3)-2 \[Alpha]^2 (-48+3893 \[Beta]+5361 \[Beta]^2-21206 \[Beta]^3+21206 \[Beta]^4)+\[Alpha] (1144+10120 \[Beta]-24234 \[Beta]^2+22914 \[Beta]^3+27795 \[Beta]^4-27795 \[Beta]^5))+320 s^2 (-10944+26005 \[Alpha]^6 (-1+\[Beta])-87168 \[Beta]+307824 \[Beta]^2-569680 \[Beta]^3-502012 \[Beta]^4+595672 \[Beta]^5+99575 \[Beta]^6-99575 \[Beta]^7+70 \[Alpha]^5 (1338-6917 \[Beta]+6917 \[Beta]^2)+7 \[Alpha]^4 (25084+37176 \[Beta]-83497 \[Beta]^2+83497 \[Beta]^3)-4 \[Alpha]^3 (65464-69540 \[Beta]+258358 \[Beta]^2-353779 \[Beta]^3+353779 \[Beta]^4)+\[Alpha]^2 (-25936+551216 \[Beta]-1210696 \[Beta]^2+455424 \[Beta]^3+2395421 \[Beta]^4-2395421 \[Beta]^5)+\[Alpha] (-98112+307808 \[Beta]+217472 \[Beta]^2-1789360 \[Beta]^3+2225180 \[Beta]^4+964530 \[Beta]^5-964530 \[Beta]^6))+16 s (-121344+75395 \[Alpha]^7 (-1+\[Beta])+141504 \[Beta]-503616 \[Beta]^2-923664 \[Beta]^3+1545264 \[Beta]^4+765492 \[Beta]^5-708652 \[Beta]^6-99475 \[Beta]^7+99475 \[Beta]^8+\[Alpha]^6 (56840+522655 \[Beta]-522655 \[Beta]^2)-35 \[Alpha]^5 (6308+28428 \[Beta]-75191 \[Beta]^2+75191 \[Beta]^3)+\[Alpha]^4 (621600-1857180 \[Beta]+1531540 \[Beta]^2+684255 \[Beta]^3-684255 \[Beta]^4)+5 \[Alpha]^3 (63792+81744 \[Beta]-61688 \[Beta]^2+729240 \[Beta]^3-1008829 \[Beta]^4+1008829 \[Beta]^5)+\[Alpha]^2 (-362112-77808 \[Beta]-3210576 \[Beta]^2+5281896 \[Beta]^3-5607536 \[Beta]^4-4553451 \[Beta]^5+4553451 \[Beta]^6)+\[Alpha] (20160+1046592 \[Beta]-1788912 \[Beta]^2+2516592 \[Beta]^3+4250948 \[Beta]^4-5466708 \[Beta]^5-1079505 \[Beta]^6+1079505 \[Beta]^7)))/.a2->1/4128768 5 (2048000000 s^8-2867200000 s^7 (\[Alpha]+\[Beta])+71680000 s^6 (-24+17 \[Alpha]^2+58 \[Alpha] \[Beta]+17 \[Beta]^2)+17920000 s^5 (76 \[Alpha]+\[Alpha]^3+76 \[Beta]-113 \[Alpha]^2 \[Beta]-113 \[Alpha] \[Beta]^2+\[Beta]^3)-716800 s^4 (-474+200 \[Alpha]^4-365 \[Alpha]^3 \[Beta]+233 \[Beta]^2+200 \[Beta]^4+\[Alpha]^2 (233-1604 \[Beta]^2)+\[Alpha] (1822 \[Beta]-365 \[Beta]^3))+17920 s^3 (1915 \[Alpha]^5+4325 \[Alpha]^4 \[Beta]-2 \[Alpha]^2 \[Beta] (-9165+6872 \[Beta]^2)-2 \[Alpha]^3 (2681+6872 \[Beta]^2)+\[Beta] (-6424-5362 \[Beta]^2+1915 \[Beta]^4)+\[Alpha] (-6424+18330 \[Beta]^2+4325 \[Beta]^4))-64 s^2 (246592+26005 \[Alpha]^6+390530 \[Alpha]^5 \[Beta]+188560 \[Beta]^2-393148 \[Beta]^4+26005 \[Beta]^6-7 \[Alpha]^4 (56164+9843 \[Beta]^2)-4 \[Alpha]^3 \[Beta] (35156+278361 \[Beta]^2)+\[Alpha]^2 (188560+2022808 \[Beta]^2-68901 \[Beta]^4)+2 \[Alpha] \[Beta] (-570320-70312 \[Beta]^2+195265 \[Beta]^4))+7 (11520+2501 \[Alpha]^8+184 \[Alpha]^7 \[Beta]+34560 \[Beta]^2-24480 \[Beta]^4-9616 \[Beta]^6+2501 \[Beta]^8-8 \[Alpha]^5 \[Beta] (-9484+383 \[Beta]^2)-4 \[Alpha]^6 (2404+10477 \[Beta]^2)-8 \[Alpha]^3 \[Beta] (9072+27608 \[Beta]^2+383 \[Beta]^4)+\[Alpha]^4 (-24480+44176 \[Beta]^2+84574 \[Beta]^4)+\[Alpha]^2 (34560+194112 \[Beta]^2+44176 \[Beta]^4-41908 \[Beta]^6)+8 \[Alpha] \[Beta] (-8640-9072 \[Beta]^2+9484 \[Beta]^4+23 \[Beta]^6))-16 s (15079 \[Alpha]^7-115899 \[Alpha]^6 \[Beta]-7 \[Alpha]^5 (-9452+37311 \[Beta]^2)+\[Alpha]^4 \[Beta] (596836+394253 \[Beta]^2)+\[Alpha]^3 (-319600-754392 \[Beta]^2+394253 \[Beta]^4)+\[Alpha]^2 (419056 \[Beta]-754392 \[Beta]^3-261177 \[Beta]^5)+\[Alpha] (-60480+419056 \[Beta]^2+596836 \[Beta]^4-115899 \[Beta]^6)+\[Beta] (-60480-319600 \[Beta]^2+66164 \[Beta]^4+15079 \[Beta]^6)))/.a3->-(1/64512)5 (25600000 s^7-26880000 s^6 (\[Alpha]+\[Beta])+2240000 s^5 (-8+3 \[Alpha]^2+14 \[Alpha] \[Beta]+3 \[Beta]^2)+1568000 s^4 (6 \[Alpha]+\[Alpha]^3+6 \[Beta]-7 \[Alpha]^2 \[Beta]-7 \[Alpha] \[Beta]^2+\[Beta]^3)-560 s^3 (-4784+1575 \[Alpha]^4-660 \[Alpha]^3 \[Beta]-192 \[Beta]^2+1575 \[Beta]^4-2 \[Alpha]^2 (96+4627 \[Beta]^2)+\[Alpha] (12832 \[Beta]-660 \[Beta]^3))-3 (\[Alpha]-\[Beta])^2 (169 \[Alpha]^5-75 \[Alpha]^4 \[Beta]-2 \[Alpha]^3 (84+1199 \[Beta]^2)+\[Alpha]^2 (4776 \[Beta]-2398 \[Beta]^3)+\[Alpha] (-2864+4776 \[Beta]^2-75 \[Beta]^4)+\[Beta] (-2864-168 \[Beta]^2+169 \[Beta]^4))+28 s^2 (3345 \[Alpha]^5+15565 \[Alpha]^4 \[Beta]-2 \[Alpha]^3 (10556+13487 \[Beta]^2)+\[Alpha]^2 (40120 \[Beta]-26974 \[Beta]^3)+\[Beta] (-15984-21112 \[Beta]^2+3345 \[Beta]^4)+\[Alpha] (-15984+40120 \[Beta]^2+15565 \[Beta]^4))+2 s (-36096+1421 \[Alpha]^6-30394 \[Alpha]^5 \[Beta]-43056 \[Beta]^2+30072 \[Beta]^4+1421 \[Beta]^6+\[Alpha]^4 (30072-8141 \[Beta]^2)+\[Alpha]^3 (44736 \[Beta]+83444 \[Beta]^3)-\[Alpha]^2 (43056+177264 \[Beta]^2+8141 \[Beta]^4)+\[Alpha] (120480 \[Beta]+44736 \[Beta]^3-30394 \[Beta]^5)))/.a4->1/18432 5 (-2880+5120000 s^6+215 \[Alpha]^6-1210 \[Alpha]^5 \[Beta]-3888 \[Beta]^2+900 \[Beta]^4+215 \[Beta]^6-3840000 s^5 (\[Alpha]+\[Beta])+\[Alpha]^4 (900-935 \[Beta]^2)+128000 s^4 (-22+3 \[Alpha]^2+28 \[Alpha] \[Beta]+3 \[Beta]^2)+4 \[Alpha]^3 \[Beta] (972+965 \[Beta]^2)+6400 s^3 (138 \[Alpha]+43 \[Alpha]^3+138 \[Beta]-133 \[Alpha]^2 \[Beta]-133 \[Alpha] \[Beta]^2+43 \[Beta]^3)-\[Alpha]^2 (3888+9576 \[Beta]^2+935 \[Beta]^4)+\[Alpha] (7776 \[Beta]+3888 \[Beta]^3-1210 \[Beta]^5)-16 s^2 (-17648+3885 \[Alpha]^4+2220 \[Alpha]^3 \[Beta]-6504 \[Beta]^2+3885 \[Beta]^4+4 \[Alpha] \[Beta] (8596+555 \[Beta]^2)-2 \[Alpha]^2 (3252+10489 \[Beta]^2))+4 s (393 \[Alpha]^5+6245 \[Alpha]^4 \[Beta]-14 \[Alpha]^3 (652+529 \[Beta]^2)+\[Alpha]^2 (11624 \[Beta]-7406 \[Beta]^3)+\[Beta] (-3888-9128 \[Beta]^2+393 \[Beta]^4)+\[Alpha] (-3888+11624 \[Beta]^2+6245 \[Beta]^4)))/.a5->1/384 (-320000 s^5+160000 s^4 (\[Alpha]+\[Beta])+4000 s^3 (32+\[Alpha]^2-30 \[Alpha] \[Beta]+\[Beta]^2)+16 (\[Alpha]-\[Beta])^2 (22 \[Alpha]+\[Alpha]^3+22 \[Beta]-13 \[Alpha]^2 \[Beta]-13 \[Alpha] \[Beta]^2+\[Beta]^3)-200 s^2 (100 \[Alpha]+49 \[Alpha]^3+100 \[Beta]-89 \[Alpha]^2 \[Beta]-89 \[Alpha] \[Beta]^2+49 \[Beta]^3)+s (-7088+865 \[Alpha]^4+1580 \[Alpha]^3 \[Beta]-3944 \[Beta]^2+865 \[Beta]^4+4 \[Alpha] \[Beta] (2676+395 \[Beta]^2)-2 \[Alpha]^2 (1972+2829 \[Beta]^2)))/.a6->5/768 (64000 s^4-19200 s^3 (\[Alpha]+\[Beta])-160 s^2 (104+15 \[Alpha]^2-74 \[Alpha] \[Beta]+15 \[Beta]^2)+8 s (108 \[Alpha]+95 \[Alpha]^3+108 \[Beta]-119 \[Alpha]^2 \[Beta]-119 \[Alpha] \[Beta]^2+95 \[Beta]^3)-3 (-112+5 \[Alpha]^4+28 \[Alpha]^3 \[Beta]-72 \[Beta]^2+5 \[Beta]^4+4 \[Alpha] \[Beta] (36+7 \[Beta]^2)-6 \[Alpha]^2 (12+11 \[Beta]^2)))/.a7->-(5/12) (400 s^3-60 s^2 (\[Alpha]+\[Beta])+(\[Alpha]-\[Beta])^2 (\[Alpha]+\[Beta])-4 s (14+3 \[Alpha]^2-8 \[Alpha] \[Beta]+3 \[Beta]^2))/.a8->5/8 (-4+80 s^2-\[Alpha]^2+2 \[Alpha] \[Beta]-\[Beta]^2-4 s (\[Alpha]+\[Beta]))//Simplify
Out[8]= 1/4128768 (-16128-41287680 s x^9+4128768 x^10+2580480 x^8 (-4+80 s^2-\[Alpha]^2+2 \[Alpha] \[Beta]-\[Beta]^2-4 s (\[Alpha]+\[Beta]))-1720320 x^7 (400 s^3-60 s^2 (\[Alpha]+\[Beta])+(\[Alpha]-\[Beta])^2 (\[Alpha]+\[Beta])-4 s (14+3 \[Alpha]^2-8 \[Alpha] \[Beta]+3 \[Beta]^2))+26880 x^6 (64000 s^4-19200 s^3 (\[Alpha]+\[Beta])-160 s^2 (104+15 \[Alpha]^2-74 \[Alpha] \[Beta]+15 \[Beta]^2)+8 s (108 \[Alpha]+95 \[Alpha]^3+108 \[Beta]-119 \[Alpha]^2 \[Beta]-119 \[Alpha] \[Beta]^2+95 \[Beta]^3)-3 (-112+5 \[Alpha]^4+28 \[Alpha]^3 \[Beta]-72 \[Beta]^2+5 \[Beta]^4+4 \[Alpha] \[Beta] (36+7 \[Beta]^2)-6 \[Alpha]^2 (12+11 \[Beta]^2)))+10752 x^5 (-320000 s^5+160000 s^4 (\[Alpha]+\[Beta])+4000 s^3 (32+\[Alpha]^2-30 \[Alpha] \[Beta]+\[Beta]^2)+16 (\[Alpha]-\[Beta])^2 (22 \[Alpha]+\[Alpha]^3+22 \[Beta]-13 \[Alpha]^2 \[Beta]-13 \[Alpha] \[Beta]^2+\[Beta]^3)-200 s^2 (100 \[Alpha]+49 \[Alpha]^3+100 \[Beta]-89 \[Alpha]^2 \[Beta]-89 \[Alpha] \[Beta]^2+49 \[Beta]^3)+s (-7088+865 \[Alpha]^4+1580 \[Alpha]^3 \[Beta]-3944 \[Beta]^2+865 \[Beta]^4+4 \[Alpha] \[Beta] (2676+395 \[Beta]^2)-2 \[Alpha]^2 (1972+2829 \[Beta]^2)))+1120 x^4 (-2880+5120000 s^6+215 \[Alpha]^6-1210 \[Alpha]^5 \[Beta]-3888 \[Beta]^2+900 \[Beta]^4+215 \[Beta]^6-3840000 s^5 (\[Alpha]+\[Beta])+\[Alpha]^4 (900-935 \[Beta]^2)+128000 s^4 (-22+3 \[Alpha]^2+28 \[Alpha] \[Beta]+3 \[Beta]^2)+4 \[Alpha]^3 \[Beta] (972+965 \[Beta]^2)+6400 s^3 (138 \[Alpha]+43 \[Alpha]^3+138 \[Beta]-133 \[Alpha]^2 \[Beta]-133 \[Alpha] \[Beta]^2+43 \[Beta]^3)-\[Alpha]^2 (3888+9576 \[Beta]^2+935 \[Beta]^4)+\[Alpha] (7776 \[Beta]+3888 \[Beta]^3-1210 \[Beta]^5)-16 s^2 (-17648+3885 \[Alpha]^4+2220 \[Alpha]^3 \[Beta]-6504 \[Beta]^2+3885 \[Beta]^4+4 \[Alpha] \[Beta] (8596+555 \[Beta]^2)-2 \[Alpha]^2 (3252+10489 \[Beta]^2))+4 s (393 \[Alpha]^5+6245 \[Alpha]^4 \[Beta]-14 \[Alpha]^3 (652+529 \[Beta]^2)+\[Alpha]^2 (11624 \[Beta]-7406 \[Beta]^3)+\[Beta] (-3888-9128 \[Beta]^2+393 \[Beta]^4)+\[Alpha] (-3888+11624 \[Beta]^2+6245 \[Beta]^4)))-320 x^3 (25600000 s^7-26880000 s^6 (\[Alpha]+\[Beta])+2240000 s^5 (-8+3 \[Alpha]^2+14 \[Alpha] \[Beta]+3 \[Beta]^2)+1568000 s^4 (6 \[Alpha]+\[Alpha]^3+6 \[Beta]-7 \[Alpha]^2 \[Beta]-7 \[Alpha] \[Beta]^2+\[Beta]^3)-560 s^3 (-4784+1575 \[Alpha]^4-660 \[Alpha]^3 \[Beta]-192 \[Beta]^2+1575 \[Beta]^4-2 \[Alpha]^2 (96+4627 \[Beta]^2)+\[Alpha] (12832 \[Beta]-660 \[Beta]^3))-3 (\[Alpha]-\[Beta])^2 (169 \[Alpha]^5-75 \[Alpha]^4 \[Beta]-2 \[Alpha]^3 (84+1199 \[Beta]^2)+\[Alpha]^2 (4776 \[Beta]-2398 \[Beta]^3)+\[Alpha] (-2864+4776 \[Beta]^2-75 \[Beta]^4)+\[Beta] (-2864-168 \[Beta]^2+169 \[Beta]^4))+28 s^2 (3345 \[Alpha]^5+15565 \[Alpha]^4 \[Beta]-2 \[Alpha]^3 (10556+13487 \[Beta]^2)+\[Alpha]^2 (40120 \[Beta]-26974 \[Beta]^3)+\[Beta] (-15984-21112 \[Beta]^2+3345 \[Beta]^4)+\[Alpha] (-15984+40120 \[Beta]^2+15565 \[Beta]^4))+2 s (-36096+1421 \[Alpha]^6-30394 \[Alpha]^5 \[Beta]-43056 \[Beta]^2+30072 \[Beta]^4+1421 \[Beta]^6+\[Alpha]^4 (30072-8141 \[Beta]^2)+\[Alpha]^3 (44736 \[Beta]+83444 \[Beta]^3)-\[Alpha]^2 (43056+177264 \[Beta]^2+8141 \[Beta]^4)+\[Alpha] (120480 \[Beta]+44736 \[Beta]^3-30394 \[Beta]^5)))+5 (-2048000000 s^8+2867200000 s^7 (\[Alpha]+\[Beta])-17920000 s^5 (\[Alpha]+\[Beta]) (28+\[Alpha]^2-114 \[Alpha] \[Beta]+\[Beta]^2)-71680000 s^6 (-8+17 \[Alpha]^2+58 \[Alpha] \[Beta]+17 \[Beta]^2)+716800 s^4 (-74+200 \[Alpha]^4-365 \[Alpha]^3 \[Beta]+113 \[Beta]^2+200 \[Beta]^4+\[Alpha]^2 (113-1604 \[Beta]^2)+\[Alpha] \[Beta] (702-365 \[Beta]^2))-17920 s^3 (\[Alpha]+\[Beta]) (-1144+1915 \[Alpha]^4+2410 \[Alpha]^3 \[Beta]-1922 \[Beta]^2+1915 \[Beta]^4-2 \[Alpha]^2 (961+8077 \[Beta]^2)+\[Alpha] (9612 \[Beta]+2410 \[Beta]^3))+16 s (\[Alpha]+\[Beta]) (-4032+15079 \[Alpha]^6-130978 \[Alpha]^5 \[Beta]-63792 \[Beta]^2+44156 \[Beta]^4+15079 \[Beta]^6+\[Alpha]^4 (44156-130199 \[Beta]^2)+4 \[Alpha]^3 \[Beta] (50740+131113 \[Beta]^2)+2 \[Alpha] \[Beta] (75888+101480 \[Beta]^2-65489 \[Beta]^4)-\[Alpha]^2 (63792+542616 \[Beta]^2+130199 \[Beta]^4))+64 s^2 (10944+26005 \[Alpha]^6+390530 \[Alpha]^5 \[Beta]+25936 \[Beta]^2-175588 \[Beta]^4+26005 \[Beta]^6-7 \[Alpha]^4 (25084+9843 \[Beta]^2)-4 \[Alpha]^3 \[Beta] (4076+278361 \[Beta]^2)+\[Alpha]^2 (25936+848040 \[Beta]^2-68901 \[Beta]^4)+2 \[Alpha] \[Beta] (-104848-8152 \[Beta]^2+195265 \[Beta]^4))-7 (\[Alpha]-\[Beta])^2 (2304+2501 \[Alpha]^6+5186 \[Alpha]^5 \[Beta]-7200 \[Beta]^2-2736 \[Beta]^4+2501 \[Beta]^6+4 \[Alpha]^3 \[Beta] (7920-19081 \[Beta]^2)-\[Alpha]^4 (2736+34037 \[Beta]^2)+\[Alpha]^2 (-7200+80352 \[Beta]^2-34037 \[Beta]^4)+\[Alpha] (-27072 \[Beta]+31680 \[Beta]^3+5186 \[Beta]^5)))+5 x^2 (2048000000 s^8-2867200000 s^7 (\[Alpha]+\[Beta])+71680000 s^6 (-24+17 \[Alpha]^2+58 \[Alpha] \[Beta]+17 \[Beta]^2)+17920000 s^5 (76 \[Alpha]+\[Alpha]^3+76 \[Beta]-113 \[Alpha]^2 \[Beta]-113 \[Alpha] \[Beta]^2+\[Beta]^3)-716800 s^4 (-474+200 \[Alpha]^4-365 \[Alpha]^3 \[Beta]+233 \[Beta]^2+200 \[Beta]^4+\[Alpha]^2 (233-1604 \[Beta]^2)+\[Alpha] (1822 \[Beta]-365 \[Beta]^3))+17920 s^3 (1915 \[Alpha]^5+4325 \[Alpha]^4 \[Beta]-2 \[Alpha]^2 \[Beta] (-9165+6872 \[Beta]^2)-2 \[Alpha]^3 (2681+6872 \[Beta]^2)+\[Beta] (-6424-5362 \[Beta]^2+1915 \[Beta]^4)+\[Alpha] (-6424+18330 \[Beta]^2+4325 \[Beta]^4))-64 s^2 (246592+26005 \[Alpha]^6+390530 \[Alpha]^5 \[Beta]+188560 \[Beta]^2-393148 \[Beta]^4+26005 \[Beta]^6-7 \[Alpha]^4 (56164+9843 \[Beta]^2)-4 \[Alpha]^3 \[Beta] (35156+278361 \[Beta]^2)+\[Alpha]^2 (188560+2022808 \[Beta]^2-68901 \[Beta]^4)+2 \[Alpha] \[Beta] (-570320-70312 \[Beta]^2+195265 \[Beta]^4))+7 (11520+2501 \[Alpha]^8+184 \[Alpha]^7 \[Beta]+34560 \[Beta]^2-24480 \[Beta]^4-9616 \[Beta]^6+2501 \[Beta]^8-8 \[Alpha]^5 \[Beta] (-9484+383 \[Beta]^2)-4 \[Alpha]^6 (2404+10477 \[Beta]^2)-8 \[Alpha]^3 \[Beta] (9072+27608 \[Beta]^2+383 \[Beta]^4)+\[Alpha]^4 (-24480+44176 \[Beta]^2+84574 \[Beta]^4)+\[Alpha]^2 (34560+194112 \[Beta]^2+44176 \[Beta]^4-41908 \[Beta]^6)+8 \[Alpha] \[Beta] (-8640-9072 \[Beta]^2+9484 \[Beta]^4+23 \[Beta]^6))-16 s (15079 \[Alpha]^7-115899 \[Alpha]^6 \[Beta]-7 \[Alpha]^5 (-9452+37311 \[Beta]^2)+\[Alpha]^4 \[Beta] (596836+394253 \[Beta]^2)+\[Alpha]^3 (-319600-754392 \[Beta]^2+394253 \[Beta]^4)+\[Alpha]^2 (419056 \[Beta]-754392 \[Beta]^3-261177 \[Beta]^5)+\[Alpha] (-60480+419056 \[Beta]^2+596836 \[Beta]^4-115899 \[Beta]^6)+\[Beta] (-60480-319600 \[Beta]^2+66164 \[Beta]^4+15079 \[Beta]^6)))+x (-10240000000 s^8 (-1+\[Beta])-87535 \[Alpha]^8 (-1+\[Beta])+2048000000 s^7 (4+7 \[Alpha] (-1+\[Beta])-11 \[Beta]+11 \[Beta]^2)-40 \[Alpha]^7 (4056-4217 \[Beta]+4217 \[Beta]^2)+420 \[Alpha]^6 (-228+1172 \[Beta]-3863 \[Beta]^2+3863 \[Beta]^3)+168 \[Alpha]^5 (-64+7804 \[Beta]+4076 \[Beta]^2-19561 \[Beta]^3+19561 \[Beta]^4)-30 \[Alpha]^4 (8400+69168 \[Beta]-114360 \[Beta]^2+188696 \[Beta]^3-38643 \[Beta]^4+38643 \[Beta]^5)-24 \[Alpha]^3 (-28544+47024 \[Beta]-144432 \[Beta]^2+65992 \[Beta]^3+26928 \[Beta]^4-203177 \[Beta]^5+203177 \[Beta]^6)+4 \[Alpha]^2 (20160-191424 \[Beta]+236784 \[Beta]^2+347664 \[Beta]^3-1520124 \[Beta]^4+2019084 \[Beta]^5+590177 \[Beta]^6-590177 \[Beta]^7)-8 \[Alpha] \[Beta] (20160+65472 \[Beta]-312432 \[Beta]^2+603312 \[Beta]^3+348948 \[Beta]^4-398508 \[Beta]^5-37205 \[Beta]^6+37205 \[Beta]^7)+3 (5376-5376 \[Beta]-102144 \[Beta]^2+330496 \[Beta]^3+257504 \[Beta]^4-261088 \[Beta]^5-127792 \[Beta]^6+73712 \[Beta]^7+29125 \[Beta]^8-29125 \[Beta]^9)-358400000 s^6 (8+17 \[Alpha]^2 (-1+\[Beta])+16 \[Beta]-57 \[Beta]^2+57 \[Beta]^3+\[Alpha] (24-82 \[Beta]+82 \[Beta]^2))-17920000 s^5 (128+5 \[Alpha]^3 (-1+\[Beta])-268 \[Beta]+148 \[Beta]^2+547 \[Beta]^3-547 \[Beta]^4-5 \[Alpha]^2 (24-137 \[Beta]+137 \[Beta]^2)-35 \[Alpha] (4+12 \[Beta]-39 \[Beta]^2+39 \[Beta]^3))+3584000 s^4 (74+200 \[Alpha]^4 (-1+\[Beta])+286 \[Beta]-873 \[Beta]^2+1013 \[Beta]^3+740 \[Beta]^4-740 \[Beta]^5-5 \[Alpha]^3 (-28-45 \[Beta]+45 \[Beta]^2)-\[Alpha]^2 (113+867 \[Beta]-2704 \[Beta]^2+2704 \[Beta]^3)+\[Alpha] (360-1062 \[Beta]+82 \[Beta]^2+2945 \[Beta]^3-2945 \[Beta]^4))-89600 s^3 (-1888+1915 \[Alpha]^5 (-1+\[Beta])+3032 \[Beta]-2936 \[Beta]^2-11134 \[Beta]^3+14284 \[Beta]^4+4455 \[Beta]^5-4455 \[Beta]^6+25 \[Alpha]^4 (126-299 \[Beta]+299 \[Beta]^2)-2 \[Alpha]^3 (-961+1621 \[Beta]-5812 \[Beta]^2+5812 \[Beta]^3)-2 \[Alpha]^2 (-48+3893 \[Beta]+5361 \[Beta]^2-21206 \[Beta]^3+21206 \[Beta]^4)+\[Alpha] (1144+10120 \[Beta]-24234 \[Beta]^2+22914 \[Beta]^3+27795 \[Beta]^4-27795 \[Beta]^5))+320 s^2 (-10944+26005 \[Alpha]^6 (-1+\[Beta])-87168 \[Beta]+307824 \[Beta]^2-569680 \[Beta]^3-502012 \[Beta]^4+595672 \[Beta]^5+99575 \[Beta]^6-99575 \[Beta]^7+70 \[Alpha]^5 (1338-6917 \[Beta]+6917 \[Beta]^2)+7 \[Alpha]^4 (25084+37176 \[Beta]-83497 \[Beta]^2+83497 \[Beta]^3)-4 \[Alpha]^3 (65464-69540 \[Beta]+258358 \[Beta]^2-353779 \[Beta]^3+353779 \[Beta]^4)+\[Alpha]^2 (-25936+551216 \[Beta]-1210696 \[Beta]^2+455424 \[Beta]^3+2395421 \[Beta]^4-2395421 \[Beta]^5)+\[Alpha] (-98112+307808 \[Beta]+217472 \[Beta]^2-1789360 \[Beta]^3+2225180 \[Beta]^4+964530 \[Beta]^5-964530 \[Beta]^6))+16 s (-121344+75395 \[Alpha]^7 (-1+\[Beta])+141504 \[Beta]-503616 \[Beta]^2-923664 \[Beta]^3+1545264 \[Beta]^4+765492 \[Beta]^5-708652 \[Beta]^6-99475 \[Beta]^7+99475 \[Beta]^8+\[Alpha]^6 (56840+522655 \[Beta]-522655 \[Beta]^2)-35 \[Alpha]^5 (6308+28428 \[Beta]-75191 \[Beta]^2+75191 \[Beta]^3)+\[Alpha]^4 (621600-1857180 \[Beta]+1531540 \[Beta]^2+684255 \[Beta]^3-684255 \[Beta]^4)+5 \[Alpha]^3 (63792+81744 \[Beta]-61688 \[Beta]^2+729240 \[Beta]^3-1008829 \[Beta]^4+1008829 \[Beta]^5)+\[Alpha]^2 (-362112-77808 \[Beta]-3210576 \[Beta]^2+5281896 \[Beta]^3-5607536 \[Beta]^4-4553451 \[Beta]^5+4553451 \[Beta]^6)+\[Alpha] (20160+1046592 \[Beta]-1788912 \[Beta]^2+2516592 \[Beta]^3+4250948 \[Beta]^4-5466708 \[Beta]^5-1079505 \[Beta]^6+1079505 \[Beta]^7))))