Curves2 {
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}

Curves2 { ::JhKk8gn2tbVzONOMQ47Ix7QUuTbsDJtlV+CsAaRsalAuH5m40aWH7IbnS7b/O2Jpt0kucYvu cq4vfmxzM2OlaaulKu5yLCCscrgRCvrRvhZwhBfwLsrJzjiCWz4rWb9/UQ3x0GCyJIXzK4WD J8FlM4WqWys2vlOFPFHhSDv8CPXv150aLXJJhP7WKAFGoqp5c7OCC8siZXrKIVNCLvmaMXeR FtumLX1qlJtMNJaKQkuS6CdpSDkpe4K6WuDHMKKompzXzy/NRVWGUyFMJtC2Sa2ykJNlVhOB gd6dkwft8dWu9hWne9DuNf9zgRhB1ZbyODoLIOLqzqyyJRTmlO9K8kYcCsSXOdnA2A+IOpRs 8mXu/2snby39oSZY7yatKs1jjVMZT2Kmkp55+KyAwu/9QCcCeuSuhpBLsF8uf8VSM+c5rYJg kflP5b5DExnyqiKNEpaE9G7uaG5nUZBTsUrsniDFSAjsjZGRcd27NCw3BhzV7nOW6aYsCyVQ fJZa0kBdlJL7G0+BMvQdzjjG0maYKaJlLUNW/UV3fjSWo+4Iy3fFKaYxpb+MZcHqdOQwTHI0 DgdIjorSV0IaMkB9CluAsLZseZFGRC3Q1cq06OCOAH9J8xyWEM0H5KuoBQYAKpNXL/MUpMhw LgJyhAptAjKCRoLNDXG/XkEfu4cdHAUubn46nWrzeCmx8zfcpBI1eToGmoLh6oUJZDuHJXE2 fJyjuzsUxrVKldNchV2jaaBHA7qednqpCTPj+j3Z5DP23Vx3DlrEK9oa6iyxEOV8pB2p5Ejs bpVWyJKrsc3rAPw3yKC2fSJ8IGuxZZTV7bAH5WO0vIojWp8N2WbjGcro69E/9hf/nPl9mmW/ 6aaN7BBtvQdqkh3HOkA0lqNOfAKozaDE6DMLhI2Wsgzr7b3wohx9WUyhGvgLZU9Yt+jeC58d /z26HtLNYT+5W/AN/v7/v297Lh+2fbRydJQA8ElfDTuCddAHe1aLJONwXoJLwRRz6Xde/qxx zQLm5spFAtn/s00rjQ9LvXQ6s44kuVxxp+vwxDgixzTiim3jtXBKZxiIcavVx7jQCaGgs4Qw dZdL01zxzSAkuPz649J8gaL7o9fEGOBew4PAuMxaWA== }
 
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Ron, here is a tweak, though I've still to explore the formula in any depth.

Cliff.

Curves2+ct {
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Pj6R85qH/boUEezvTUI+fRKAj//oCQykCwfEFgRvvCQ0kCwJFgTKAnUAOpAcSB4/VUA+XQ0v
P+B=
}

Ron, here is a tweak, though I've still to explore the formula in any depth. Cliff. Curves2+ct { ::kOTPNin2tbVTvNuNQ07BI/HE01iYTS9l1ugX2tbC6iEUgN5uAtEtNTpIVpoci/33hSyfEL5s F72DFtKncm38mhcmRDfrMscLT+hrvyzzKsSO1/zNmt8ayvkb99eRUY3QjDReb4i1bst/Uy2x N10AHncDvQYrBWSxqVePplVNW7HjnHOngwxf8bal3nYGFv1Ip1o/1X1Gi2kmzqsCti6fvzkX gvnuilLs7oYEyrkbWzL1Fc6GmpQ6OCgN7GdBtsRaFVs66rvqkVVJUr7iHXZ5G6NoZ4IUIGFT mD/OIMdRIZRQsXJbtiCGSXEhTRheM1a4SfDex1XtSbggyaDTJ7VhLOwhA5VxN5b45/BVDXxV CJXxKhClhvMaWzqSfHBItmdU/ff5z8c7tdR6xXE28N3DBy3rKbb2FAdJxFiqsysc4slkM/Gy sASEYp/M9ZJcRbz4sG5yP8tv8ps7by3dnWXz3l1FK/uYcKjZbzWzVcjIvtaOAs/fPeAODPXr 266AKbho/HfPK1tnlvnXS4wvu9w35P4Yw5eVyU1UleE+12dVc6DMVBXu0otnjDFSAjujXPC5 qsnbkQcHkOXtf+YH3aOvwNQlENHNbQXZ2y+ByfDmXYuZ5RTaTFMFtkJk6Gb7UV/fj6sU/yJO /lbwohFn+5zgxjQlLCU47tBQOACgM6Nt/q8guoR2UPIpdmpkRLS/5aWFmGOOAZUSaTBcKHUR 3WSwU/tMjgpse4RHsLxvxlBXTM8hEy1wwjVfIAKA6t6t2XpioiCYK3xZAWcH2QAMltseUKkL RJ4dyTYPJoL2NI3OsWl9VYutdmWoqBP62ZbgvSWBFRlWxHsbKX6vfx0du9AM5jlatdDssM7O DrQAg9V3+NFMZ9eP2vyILf4qk+a6BoctUbGlTfWO1hzJfeidcOLQ2XZlW6ZMLtC37V3KelX4 d4rP/T8w9JiqpkifLRbO0vo4Tss6J+r2GDEtiynja3x+rP81snMsqH3wq43KZ7LUnTZ4O2hO AdpqaXcAXwXMMQqP65KIjdFLYHwh2NMXU7ebM6YjXKUcmZsW/JPLd5u/Fb9j2lGcJfbrfAnp u/Pb3ffJst93VkcLB8gn9avwg0lQPB8S4rUQdTbhmixookgASv9FxtCj6giSXQCw9I4jUiTA tSRR7BCJ9AgtgEH/OAyBGhEMKlg2bfxxIRiJ4k9JPI4ksHEhTCPA5O5d2TQpBw7D9K/O9qCr +6cGdQXIJK6dEQSukASZTpQxU58JBkTCInEQOJgcSA5kAyJBkTCInEQOQAJorDlEeQ+4e1bB J40T0CeU9YSccI6goyDEiBRoRHFOeiK0AyiIEaxQxjRppISM+o4xeAQ4IgkeM5HFPGugkEl+ Pj6R85qH/boUEezvTUI+fRKAj//oCQykCwfEFgRvvCQ0kCwJFgTKAnUAOpAcSB4/VUA+XQ0v P+B= }
 
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