LERWIntensityZ2[{0, 0}, {1, 0}] = 1/4; LERWIntensityZ2[{1, 0}, {1, 1}] = 1/8; LERWIntensityZ2[{1, 0}, {2, 0}] = 1/8; LERWIntensityZ2[{1, 1}, {2, 1}] = 1/8 + 1/(2*Pi^2) - 1/(4*Pi); LERWIntensityZ2[{2, 0}, {2, 1}] = -3/(4*Pi^2) + 1/(2*Pi); LERWIntensityZ2[{2, 1}, {2, 2}] = 1/8 + 2/Pi^4 - 2/Pi^3 + 3/(2*Pi^2) - 1/(2*Pi); LERWIntensityZ2[{2, 0}, {3, 0}] = 1/8 + Pi^(-4) - 3/Pi^3 + 2/Pi^2 - 1/(2*Pi); LERWIntensityZ2[{2, 1}, {3, 1}] = 1/8 + 2/Pi^4 - 2/Pi^3 + 3/(2*Pi^2) - 1/(2*Pi); LERWIntensityZ2[{2, 2}, {3, 2}] = 1/16 - 8/(3*Pi^5) + 4/Pi^4 - 7/(3*Pi^3) + 13/(12*Pi^2) - 5/(24*Pi); LERWIntensityZ2[{3, 0}, {3, 1}] = -1/4 + 4/Pi^6 + 8/Pi^5 - 10/Pi^4 + 4/Pi^3 - 15/(4*Pi^2) + 2/Pi; LERWIntensityZ2[{3, 1}, {3, 2}] = 3/16 + 8/Pi^6 + 4/(3*Pi^4) + 7/(8*Pi^2) - 3/(4*Pi); LERWIntensityZ2[{3, 2}, {3, 3}] = 1/32 + 32/(9*Pi^6) - 64/(9*Pi^5) + 40/(9*Pi^4) - 14/(9*Pi^3) + 13/(18*Pi^2) - 1/(12*Pi); LERWIntensityZ2[{3, 0}, {4, 0}] = 5/8 + 32/Pi^7 + 16/Pi^6 - 32/Pi^5 - 8/Pi^4 - 4/Pi^3 + 13/Pi^2 - 5/Pi; LERWIntensityZ2[{3, 1}, {4, 1}] = 1/2 - 32/(3*Pi^7) + 56/Pi^6 - 154/(3*Pi^5) + 193/(6*Pi^4) - 151/(6*Pi^3) + 15/Pi^2 - 103/(24*Pi); LERWIntensityZ2[{3, 2}, {4, 2}] = 1/32 + 32/(9*Pi^6) - 64/(9*Pi^5) + 40/(9*Pi^4) - 14/(9*Pi^3) + 13/(18*Pi^2) - 1/(12*Pi); LERWIntensityZ2[{3, 3}, {4, 3}] = 1/32 - 512/(45*Pi^7) + 7808/(405*Pi^6) - 5576/(405*Pi^5) + 2956/(405*Pi^4) - 328/(135*Pi^3) + 17/(20*Pi^2) - 7/(60*Pi); LERWIntensityZ2[{4, 0}, {4, 1}] = -27/16 + 128/Pi^8 + 128/Pi^7 - 118/(3*Pi^6) + 224/(3*Pi^5) - 88/Pi^4 + 137/(3*Pi^3) - 733/(24*Pi^2) + 151/(12*Pi); LERWIntensityZ2[{4, 1}, {4, 2}] = 5/16 + 256/(9*Pi^8) + 1792/(9*Pi^7) - 352/(3*Pi^6) + 848/(9*Pi^5) - 635/(9*Pi^4) + 815/(18*Pi^3) - 2083/(144*Pi^2) + 2/(3*Pi); LERWIntensityZ2[{4, 2}, {4, 3}] = -5/64 - 1024/(135*Pi^8) - 13832/(405*Pi^6) + 4096/(405*Pi^5) - 665/(81*Pi^4) + 776/(135*Pi^3) - 451/(360*Pi^2) + 29/(60*Pi); LERWIntensityZ2[{4, 3}, {4, 4}] = 1/32 + 8192/(225*Pi^8) - 4096/(81*Pi^7) + 33536/(729*Pi^6) - 50368/(2025*Pi^5) + 506/(45*Pi^4) - 94/(27*Pi^3) + 76/(75*Pi^2) - 3/(20*Pi); LERWIntensityZ2[{4, 0}, {5, 0}] = 113/32 + 8192/(9*Pi^9) + 1536/Pi^8 + 3872/(3*Pi^7) - 1704/Pi^6 + 490/(9*Pi^5) - 6097/(12*Pi^4) + 19705/(36*Pi^3) - 2141/(18*Pi^2) - 109/(12*Pi); LERWIntensityZ2[{4, 1}, {5, 1}] = 181/32 - 8192/(9*Pi^9) + 16384/(9*Pi^8) - 12704/(9*Pi^7) + 13360/(9*Pi^6) - 3862/(3*Pi^5) + 12437/(18*Pi^4) - 2369/(6*Pi^3) + 1633/(8*Pi^2) - 1333/(24*Pi); LERWIntensityZ2[{4, 2}, {5, 2}] = 17/64 + 8192/(135*Pi^9) + 231424/(405*Pi^8) - 181472/(405*Pi^7) + 105256/(405*Pi^6) - 37534/(135*Pi^5) + 133949/(810*Pi^4) - 31237/(540*Pi^3) + 1307/(80*Pi^2) - 1481/(480*Pi); LERWIntensityZ2[{4, 3}, {5, 3}] = 1/32 + 8192/(225*Pi^8) - 4096/(81*Pi^7) + 33536/(729*Pi^6) - 50368/(2025*Pi^5) + 506/(45*Pi^4) - 94/(27*Pi^3) + 76/(75*Pi^2) - 3/(20*Pi); LERWIntensityZ2[{4, 4}, {5, 4}] = 1/64 - 48234496/(637875*Pi^9) + 642973696/(5740875*Pi^8) - 169425664/(1913625*Pi^7) + 33251392/(637875*Pi^6) - 4712684/(212625*Pi^5) + 29146/(3375*Pi^4) - 32749/(15750*Pi^3) + 1099/(1800*Pi^2) - 113/(1680*Pi); LERWIntensityZ2[{5, 0}, {5, 1}] = -987/64 + 131072/(9*Pi^10) - 65536/(9*Pi^9) + 127616/(27*Pi^8) - 46208/(27*Pi^7) + 53110/(27*Pi^6) + 5636/(9*Pi^5) - 23867/(18*Pi^4) + 63943/(108*Pi^3) - 29179/(96*Pi^2) + 463/(4*Pi); LERWIntensityZ2[{5, 1}, {5, 2}] = -189/64 - 720896/(405*Pi^10) + 3506176/(405*Pi^9) - 459904/(135*Pi^8) + 2413952/(405*Pi^7) - 46538/(9*Pi^6) + 1099772/(405*Pi^5) - 32121/(20*Pi^4) + 54391/(60*Pi^3) - 227377/(720*Pi^2) + 2543/(48*Pi); LERWIntensityZ2[{5, 2}, {5, 3}] = -39/64 + 262144/(2025*Pi^10) + 2031616/(1215*Pi^9) - 9340928/(6075*Pi^8) + 14037248/(18225*Pi^7) - 2064988/(2025*Pi^6) + 3382136/(6075*Pi^5) - 470131/(2025*Pi^4) + 121769/(1350*Pi^3) - 73999/(3600*Pi^2) + 979/(240*Pi); LERWIntensityZ2[{5, 3}, {5, 4}] = 11/128 + 285212672/(1913625*Pi^10) + 4608512/(54675*Pi^8) + 65110016/(1913625*Pi^7) + 26087636/(637875*Pi^6) - 6568832/(212625*Pi^5) + 414619/(28350*Pi^4) - 173528/(23625*Pi^3) + 49949/(25200*Pi^2) - 47/(120*Pi); LERWIntensityZ2[{5, 4}, {5, 5}] = 1/128 + 284004712448/(1808375625*Pi^10) - 148948123648/(602791875*Pi^9) + 11430658048/(66976875*Pi^8) - 7012487168/(66976875*Pi^7) + 1109783048/(22325625*Pi^6) - 122833184/(7441875*Pi^5) + 5152604/(826875*Pi^4) - 75959/(66150*Pi^3) + 7919/(22050*Pi^2) - 5/(168*Pi); LERWIntensityZ2[{5, 0}, {6, 0}] = -10099/128 - 16777216/(81*Pi^11) + 16777216/(81*Pi^10) + 3129344/(27*Pi^9) + 9742336/(81*Pi^8) - 5000416/(81*Pi^7) - 223280/(3*Pi^6) + 1318612/(81*Pi^5) - 70672/(27*Pi^4) + 138388/(9*Pi^3) - 293555/(36*Pi^2) + 17443/(12*Pi); LERWIntensityZ2[{5, 1}, {6, 1}] = 14541/128 - 155189248/(1215*Pi^11) + 42205184/(405*Pi^10) - 142708736/(1215*Pi^9) + 145865216/(1215*Pi^8) - 108794656/(1215*Pi^7) + 16300312/(243*Pi^6) - 10120831/(243*Pi^5) + 32900209/(1620*Pi^4) - 974603/(90*Pi^3) + 7070153/(1440*Pi^2) - 1157167/(960*Pi); LERWIntensityZ2[{5, 2}, {6, 2}] = 65/8 - 4194304/(1215*Pi^11) + 601358336/(18225*Pi^10) - 153116672/(18225*Pi^9) + 104971264/(6075*Pi^8) - 69820384/(3645*Pi^7) + 148845344/(18225*Pi^6) - 11240354/(2025*Pi^5) + 7129484/(2025*Pi^4) - 687251/(540*Pi^3) + 646343/(1800*Pi^2) - 3839/(48*Pi); LERWIntensityZ2[{5, 3}, {6, 3}] = 51/128 + 1275068416/(1913625*Pi^11) + 4355784704/(820125*Pi^10) - 1621348352/(382725*Pi^9) + 3534794752/(1148175*Pi^8) - 5925544496/(1913625*Pi^7) + 1262282948/(637875*Pi^6) - 194192146/(212625*Pi^5) + 101169641/(283500*Pi^4) - 1088723/(10500*Pi^3) + 1129873/(50400*Pi^2) - 26191/(6720*Pi); LERWIntensityZ2[{5, 4}, {6, 4}] = 1/128 + 284004712448/(1808375625*Pi^10) - 148948123648/(602791875*Pi^9) + 11430658048/(66976875*Pi^8) - 7012487168/(66976875*Pi^7) + 1109783048/(22325625*Pi^6) - 122833184/(7441875*Pi^5) + 5152604/(826875*Pi^4) - 75959/(66150*Pi^3) + 7919/(22050*Pi^2) - 5/(168*Pi);