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Output for 7.2.0 264.42571428571;210 (coef 6.4425714285714)321.84857142857;220 (coef 5.7422857142857)372.26857142857;230 (coef 5.042)415.68571428571;240 (coef 4.3417142857143)452.1;250 (coef 3.6414285714286)481.51142857143;260 (coef 2.9411428571429)503.92;270 (coef 2.2408571428571)519.32571428571;280 (coef 1.5405714285714)527.72857142857;290 (coef 0.84028571428571)529.12857142857;300 (coef 0.14)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(264.42571428571)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(321.84857142857)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(372.26857142857)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(415.68571428571)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(452.1)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(481.51142857143)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(503.92)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(519.32571428571)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(527.72857142857)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(529.12857142857)
["Y"]=>
int(300)
}
}
Output for 7.1.7 213.55714285714;210 (coef 1.3557142857143)226.38571428571;220 (coef 1.2828571428571)238.48571428571;230 (coef 1.21)249.85714285714;240 (coef 1.1371428571429)260.5;250 (coef 1.0642857142857)270.41428571429;260 (coef 0.99142857142857)279.6;270 (coef 0.91857142857143)288.05714285714;280 (coef 0.84571428571429)295.78571428571;290 (coef 0.77285714285714)302.78571428571;300 (coef 0.7)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(213.55714285714)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(226.38571428571)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(238.48571428571)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(249.85714285714)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(260.5)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(270.41428571429)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(279.6)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(288.05714285714)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(295.78571428571)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(302.78571428571)
["Y"]=>
int(300)
}
}
Output for 5.4.10 , 5.5.31 , 7.0.3 , 7.1.0 , 7.1.6 206.005;210 (coef 0.6005)214.815;220 (coef 0.881)226.43;230 (coef 1.1615)240.85;240 (coef 1.442)258.075;250 (coef 1.7225)278.105;260 (coef 2.003)300.94;270 (coef 2.2835)326.58;280 (coef 2.564)355.025;290 (coef 2.8445)386.275;300 (coef 3.125)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.005)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.815)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(226.43)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(240.85)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(258.075)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(278.105)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(300.94)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(326.58)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(355.025)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(386.275)
["Y"]=>
int(300)
}
}
Output for 7.1.5 207.3225;210 (coef 0.73225)215.5675;220 (coef 0.8245)224.735;230 (coef 0.91675)234.825;240 (coef 1.009)245.8375;250 (coef 1.10125)257.7725;260 (coef 1.1935)270.63;270 (coef 1.28575)284.41;280 (coef 1.378)299.1125;290 (coef 1.47025)314.7375;300 (coef 1.5625)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(207.3225)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(215.5675)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.735)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.825)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(245.8375)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.7725)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(270.63)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(284.41)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(299.1125)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(314.7375)
["Y"]=>
int(300)
}
}
Output for 5.1.2 , 7.0.20 232.42285714286;210 (coef 3.2422857142857)261.55428571429;220 (coef 2.9131428571429)287.39428571429;230 (coef 2.584)309.94285714286;240 (coef 2.2548571428571)329.2;250 (coef 1.9257142857143)345.16571428571;260 (coef 1.5965714285714)357.84;270 (coef 1.2674285714286)367.22285714286;280 (coef 0.93828571428571)373.31428571429;290 (coef 0.60914285714286)376.11428571429;300 (coef 0.28)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(232.42285714286)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(261.55428571429)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(287.39428571429)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(309.94285714286)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(329.2)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(345.16571428571)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(357.84)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(367.22285714286)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(373.31428571429)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(376.11428571429)
["Y"]=>
int(300)
}
}
Output for 7.0.14 206.05827586207;210 (coef 0.6058275862069)215.27482758621;220 (coef 0.92165517241379)227.64965517241;230 (coef 1.2374827586207)243.18275862069;240 (coef 1.5533103448276)261.87413793103;250 (coef 1.8691379310345)283.72379310345;260 (coef 2.1849655172414)308.73172413793;270 (coef 2.5007931034483)336.89793103448;280 (coef 2.8166206896552)368.2224137931;290 (coef 3.1324482758621)402.70517241379;300 (coef 3.448275862069)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.05827586207)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(215.27482758621)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(227.64965517241)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(243.18275862069)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(261.87413793103)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(283.72379310345)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(308.73172413793)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(336.89793103448)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(368.2224137931)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(402.70517241379)
["Y"]=>
int(300)
}
}
Output for 7.0.6 207.19290322581;210 (coef 0.71929032258065)215.37870967742;220 (coef 0.81858064516129)224.55741935484;230 (coef 0.91787096774194)234.72903225806;240 (coef 1.0171612903226)245.8935483871;250 (coef 1.1164516129032)258.05096774194;260 (coef 1.2157419354839)271.20129032258;270 (coef 1.3150322580645)285.34451612903;280 (coef 1.4143225806452)300.48064516129;290 (coef 1.5136129032258)316.60967741935;300 (coef 1.6129032258065)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(207.19290322581)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(215.37870967742)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.55741935484)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.72903225806)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(245.8935483871)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(258.05096774194)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(271.20129032258)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(285.34451612903)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(300.48064516129)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(316.60967741935)
["Y"]=>
int(300)
}
}
Output for 7.0.5 328.64142857143;210 (coef 12.864142857143)443.06714285714;220 (coef 11.442571428571)543.27714285714;230 (coef 10.021)629.27142857143;240 (coef 8.5994285714286)701.05;250 (coef 7.1778571428571)758.61285714286;260 (coef 5.7562857142857)801.96;270 (coef 4.3347142857143)831.09142857143;280 (coef 2.9131428571429)846.00714285714;290 (coef 1.4915714285714)846.70714285714;300 (coef 0.070000000000003)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(328.64142857143)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(443.06714285714)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(543.27714285714)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(629.27142857143)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(701.05)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(758.61285714286)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(801.96)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(831.09142857143)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(846.00714285714)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(846.70714285714)
["Y"]=>
int(300)
}
}
Output for 7.0.4 210.9;210 (coef 1.09)221.58888888889;220 (coef 1.0688888888889)232.06666666667;230 (coef 1.0477777777778)242.33333333333;240 (coef 1.0266666666667)252.38888888889;250 (coef 1.0055555555556)262.23333333333;260 (coef 0.98444444444444)271.86666666667;270 (coef 0.96333333333333)281.28888888889;280 (coef 0.94222222222222)290.5;290 (coef 0.92111111111111)299.5;300 (coef 0.9)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(210.9)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(221.58888888889)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(232.06666666667)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(242.33333333333)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(252.38888888889)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(262.23333333333)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(271.86666666667)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(281.28888888889)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.5)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.5)
["Y"]=>
int(300)
}
}
Output for 5.3.12 , 5.3.26 , 7.0.2 214.7025;210 (coef 1.47025)228.4825;220 (coef 1.378)241.34;230 (coef 1.28575)253.275;240 (coef 1.1935)264.2875;250 (coef 1.10125)274.3775;260 (coef 1.009)283.545;270 (coef 0.91675)291.79;280 (coef 0.8245)299.1125;290 (coef 0.73225)305.5125;300 (coef 0.64)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(214.7025)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(228.4825)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(241.34)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(253.275)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(264.2875)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(274.3775)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(283.545)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(291.79)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(299.1125)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(305.5125)
["Y"]=>
int(300)
}
}
Output for 7.0.1 243.06714285714;210 (coef 4.3067142857143)281.58238095238;220 (coef 3.8515238095238)315.54571428571;230 (coef 3.3963333333333)344.95714285714;240 (coef 2.9411428571429)369.81666666667;250 (coef 2.4859523809524)390.12428571429;260 (coef 2.0307619047619)405.88;270 (coef 1.5755714285714)417.08380952381;280 (coef 1.120380952381)423.73571428571;290 (coef 0.66519047619048)425.83571428571;300 (coef 0.21)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(243.06714285714)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(281.58238095238)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(315.54571428571)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(344.95714285714)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(369.81666666667)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(390.12428571429)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(405.88)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(417.08380952381)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(423.73571428571)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(425.83571428571)
["Y"]=>
int(300)
}
}
Output for 7.0.0 217.51113207547;210 (coef 1.7511132075472)233.66547169811;220 (coef 1.6154339622642)248.46301886792;230 (coef 1.4797547169811)261.90377358491;240 (coef 1.3440754716981)273.98773584906;250 (coef 1.2083962264151)284.71490566038;260 (coef 1.0727169811321)294.08528301887;270 (coef 0.93703773584906)302.09886792453;280 (coef 0.80135849056604)308.75566037736;290 (coef 0.66567924528302)314.05566037736;300 (coef 0.53)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(217.51113207547)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(233.66547169811)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(248.46301886792)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(261.90377358491)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(273.98773584906)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(284.71490566038)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(294.08528301887)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(302.09886792453)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(308.75566037736)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(314.05566037736)
["Y"]=>
int(300)
}
}
Output for 5.6.21 275.12;210 (coef 7.512)342.02666666667;220 (coef 6.6906666666667)400.72;230 (coef 5.8693333333333)451.2;240 (coef 5.048)493.46666666667;250 (coef 4.2266666666667)527.52;260 (coef 3.4053333333333)553.36;270 (coef 2.584)570.98666666667;280 (coef 1.7626666666667)580.4;290 (coef 0.94133333333333)581.6;300 (coef 0.12)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(275.12)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(342.02666666667)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(400.72)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(451.2)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(493.46666666667)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(527.52)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(553.36)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(570.98666666667)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(580.4)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(581.6)
["Y"]=>
int(300)
}
}
Output for 5.2.10 , 5.4.31 , 5.6.20 250.18;210 (coef 5.018)294.98444444444;220 (coef 4.4804444444444)334.41333333333;230 (coef 3.9428888888889)368.46666666667;240 (coef 3.4053333333333)397.14444444444;250 (coef 2.8677777777778)420.44666666667;260 (coef 2.3302222222222)438.37333333333;270 (coef 1.7926666666667)450.92444444444;280 (coef 1.2551111111111)458.1;290 (coef 0.71755555555555)459.9;300 (coef 0.18)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(250.18)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(294.98444444444)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(334.41333333333)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(368.46666666667)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(397.14444444444)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(420.44666666667)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(438.37333333333)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(450.92444444444)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(458.1)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(459.9)
["Y"]=>
int(300)
}
}
Output for 5.3.19 , 5.6.19 211.32511627907;210 (coef 1.132511627907)222.34744186047;220 (coef 1.1022325581395)233.06697674419;230 (coef 1.0719534883721)243.48372093023;240 (coef 1.0416744186047)253.5976744186;250 (coef 1.0113953488372)263.4088372093;260 (coef 0.98111627906977)272.91720930233;270 (coef 0.95083720930233)282.12279069767;280 (coef 0.92055813953488)291.02558139535;290 (coef 0.89027906976744)299.62558139535;300 (coef 0.86)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(211.32511627907)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(222.34744186047)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(233.06697674419)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(243.48372093023)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(253.5976744186)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(263.4088372093)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(272.91720930233)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(282.12279069767)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(291.02558139535)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.62558139535)
["Y"]=>
int(300)
}
}
Output for 5.6.18 209.13359550562;210 (coef 0.9133595505618)218.50078651685;220 (coef 0.9367191011236)228.10157303371;230 (coef 0.96007865168539)237.93595505618;240 (coef 0.98343820224719)248.00393258427;250 (coef 1.006797752809)258.30550561798;260 (coef 1.0301573033708)268.8406741573;270 (coef 1.0535168539326)279.60943820225;280 (coef 1.0768764044944)290.61179775281;290 (coef 1.1002359550562)301.84775280899;300 (coef 1.123595505618)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.13359550562)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(218.50078651685)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(228.10157303371)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(237.93595505618)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(248.00393258427)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(258.30550561798)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.8406741573)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.60943820225)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.61179775281)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(301.84775280899)
["Y"]=>
int(300)
}
}
Output for 5.6.17 220.45;210 (coef 2.045)260.85;220 (coef 4.04)321.2;230 (coef 6.035)401.5;240 (coef 8.03)501.75;250 (coef 10.025)621.95;260 (coef 12.02)762.1;270 (coef 14.015)922.2;280 (coef 16.01)1102.25;290 (coef 18.005)1302.25;300 (coef 20)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(220.45)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(260.85)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(321.2)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(401.5)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(501.75)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(621.95)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(762.1)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(922.2)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(1102.25)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(1302.25)
["Y"]=>
int(300)
}
}
Output for 5.6.16 208.67481927711;210 (coef 0.86748192771084)217.72445783133;220 (coef 0.90496385542169)227.14891566265;230 (coef 0.94244578313253)236.94819277108;240 (coef 0.97992771084337)247.12228915663;250 (coef 1.0174096385542)257.67120481928;260 (coef 1.0548915662651)268.59493975904;270 (coef 1.0923734939759)279.8934939759;280 (coef 1.1298554216867)291.56686746988;290 (coef 1.1673373493976)303.61506024096;300 (coef 1.2048192771084)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.67481927711)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(217.72445783133)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(227.14891566265)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(236.94819277108)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(247.12228915663)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.67120481928)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.59493975904)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.8934939759)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(291.56686746988)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(303.61506024096)
["Y"]=>
int(300)
}
}
Output for 5.6.15 207.72857142857;210 (coef 0.77285714285714)216.18571428571;220 (coef 0.84571428571429)225.37142857143;230 (coef 0.91857142857143)235.28571428571;240 (coef 0.99142857142857)245.92857142857;250 (coef 1.0642857142857)257.3;260 (coef 1.1371428571429)269.4;270 (coef 1.21)282.22857142857;280 (coef 1.2828571428571)295.78571428571;290 (coef 1.3557142857143)310.07142857143;300 (coef 1.4285714285714)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(207.72857142857)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(216.18571428571)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(225.37142857143)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.28571428571)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(245.92857142857)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.3)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(269.4)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(282.22857142857)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(295.78571428571)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(310.07142857143)
["Y"]=>
int(300)
}
}
Output for 5.6.14 217.20666666667;210 (coef 1.7206666666667)233.10148148148;220 (coef 1.5894814814815)247.68444444444;230 (coef 1.4582962962963)260.95555555556;240 (coef 1.3271111111111)272.91481481481;250 (coef 1.1959259259259)283.56222222222;260 (coef 1.0647407407407)292.89777777778;270 (coef 0.93355555555556)300.92148148148;280 (coef 0.80237037037037)307.63333333333;290 (coef 0.67118518518519)313.03333333333;300 (coef 0.54)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(217.20666666667)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(233.10148148148)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(247.68444444444)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(260.95555555556)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(272.91481481481)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(283.56222222222)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(292.89777777778)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(300.92148148148)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(307.63333333333)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(313.03333333333)
["Y"]=>
int(300)
}
}
Output for 5.6.13 206.00117647059;210 (coef 0.60011764705882)214.60352941176;220 (coef 0.86023529411765)225.80705882353;230 (coef 1.1203529411765)239.61176470588;240 (coef 1.3804705882353)256.01764705882;250 (coef 1.6405882352941)275.02470588235;260 (coef 1.9007058823529)296.63294117647;270 (coef 2.1608235294118)320.84235294118;280 (coef 2.4209411764706)347.65294117647;290 (coef 2.6810588235294)377.06470588235;300 (coef 2.9411764705882)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.00117647059)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.60352941176)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(225.80705882353)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(239.61176470588)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(256.01764705882)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(275.02470588235)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(296.63294117647)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(320.84235294118)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(347.65294117647)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(377.06470588235)
["Y"]=>
int(300)
}
}
Output for 5.6.12 210;210 (coef 1)220;220 (coef 1)230;230 (coef 1)240;240 (coef 1)250;250 (coef 1)260;260 (coef 1)270;270 (coef 1)280;280 (coef 1)290;290 (coef 1)300;300 (coef 1)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
int(210)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
int(220)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
int(230)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
int(240)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
int(250)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
int(260)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
int(270)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
int(280)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
int(290)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
int(300)
["Y"]=>
int(300)
}
}
Output for 5.6.11 212.75;210 (coef 1.275)224.91666666667;220 (coef 1.2166666666667)236.5;230 (coef 1.1583333333333)247.5;240 (coef 1.1)257.91666666667;250 (coef 1.0416666666667)267.75;260 (coef 0.98333333333333)277;270 (coef 0.925)285.66666666667;280 (coef 0.86666666666667)293.75;290 (coef 0.80833333333333)301.25;300 (coef 0.75)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(212.75)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(224.91666666667)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(236.5)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(247.5)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(257.91666666667)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(267.75)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(277)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(285.66666666667)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(293.75)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(301.25)
["Y"]=>
int(300)
}
}
Output for 5.3.9 , 5.6.10 213.22;210 (coef 1.322)238.86;220 (coef 2.564)276.92;230 (coef 3.806)327.4;240 (coef 5.048)390.3;250 (coef 6.29)465.62;260 (coef 7.532)553.36;270 (coef 8.774)653.52;280 (coef 10.016)766.1;290 (coef 11.258)891.1;300 (coef 12.5)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(213.22)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(238.86)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(276.92)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(327.4)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(390.3)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(465.62)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(553.36)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(653.52)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(766.1)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(891.1)
["Y"]=>
int(300)
}
}
Output for 5.2.13 , 5.6.9 216.91363636364;210 (coef 1.6913636363636)232.55909090909;220 (coef 1.5645454545455)246.93636363636;230 (coef 1.4377272727273)260.04545454545;240 (coef 1.3109090909091)271.88636363636;250 (coef 1.1840909090909)282.45909090909;260 (coef 1.0572727272727)291.76363636364;270 (coef 0.93045454545455)299.8;280 (coef 0.80363636363636)306.56818181818;290 (coef 0.67681818181818)312.06818181818;300 (coef 0.55)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(216.91363636364)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(232.55909090909)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(246.93636363636)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(260.04545454545)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(271.88636363636)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(282.45909090909)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(291.76363636364)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(299.8)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(306.56818181818)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(312.06818181818)
["Y"]=>
int(300)
}
}
Output for 5.3.0 , 5.4.15 , 5.6.8 350.06;210 (coef 15.006)483.51333333333;220 (coef 13.345333333333)600.36;230 (coef 11.684666666667)700.6;240 (coef 10.024)784.23333333333;250 (coef 8.3633333333333)851.26;260 (coef 6.7026666666667)901.68;270 (coef 5.042)935.49333333333;280 (coef 3.3813333333333)952.7;290 (coef 1.7206666666667)953.3;300 (coef 0.059999999999997)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(350.06)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(483.51333333333)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(600.36)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(700.6)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(784.23333333333)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(851.26)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(901.68)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(935.49333333333)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(952.7)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(953.3)
["Y"]=>
int(300)
}
}
Output for 5.6.7 207.1293442623;210 (coef 0.71293442622951)215.28803278689;220 (coef 0.81586885245902)224.47606557377;230 (coef 0.91880327868852)234.69344262295;240 (coef 1.021737704918)245.94016393443;250 (coef 1.1246721311475)258.2162295082;260 (coef 1.227606557377)271.52163934426;270 (coef 1.3305409836066)285.85639344262;280 (coef 1.4334754098361)301.22049180328;290 (coef 1.5364098360656)317.61393442623;300 (coef 1.6393442622951)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(207.1293442623)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(215.28803278689)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.47606557377)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.69344262295)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(245.94016393443)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(258.2162295082)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(271.52163934426)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(285.85639344262)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(301.22049180328)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(317.61393442623)
["Y"]=>
int(300)
}
}
Output for 5.5.35 221.84857142857;210 (coef 2.1848571428571)241.73619047619;220 (coef 1.9887619047619)259.66285714286;230 (coef 1.7926666666667)275.62857142857;240 (coef 1.5965714285714)289.63333333333;250 (coef 1.4004761904762)301.67714285714;260 (coef 1.204380952381)311.76;270 (coef 1.0082857142857)319.8819047619;280 (coef 0.81219047619048)326.04285714286;290 (coef 0.61609523809524)330.24285714286;300 (coef 0.42)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(221.84857142857)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(241.73619047619)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(259.66285714286)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(275.62857142857)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(289.63333333333)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(301.67714285714)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(311.76)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(319.8819047619)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(326.04285714286)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(330.24285714286)
["Y"]=>
int(300)
}
}
Output for 5.3.10 , 5.5.34 220.89454545455;210 (coef 2.0894545454545)239.95636363636;220 (coef 1.9061818181818)257.18545454545;230 (coef 1.7229090909091)272.58181818182;240 (coef 1.5396363636364)286.14545454545;250 (coef 1.3563636363636)297.87636363636;260 (coef 1.1730909090909)307.77454545455;270 (coef 0.98981818181818)315.84;280 (coef 0.80654545454545)322.07272727273;290 (coef 0.62327272727273)326.47272727273;300 (coef 0.44)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(220.89454545455)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(239.95636363636)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(257.18545454545)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(272.58181818182)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(286.14545454545)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(297.87636363636)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(307.77454545455)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(315.84)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(322.07272727273)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(326.47272727273)
["Y"]=>
int(300)
}
}
Output for 5.3.16 , 5.5.33 650.02;210 (coef 45.002)1050.06;220 (coef 40.004)1400.12;230 (coef 35.006)1700.2;240 (coef 30.008)1950.3;250 (coef 25.01)2150.42;260 (coef 20.012)2300.56;270 (coef 15.014)2400.72;280 (coef 10.016)2450.9;290 (coef 5.018)2451.1;300 (coef 0.019999999999989)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(650.02)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(1050.06)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(1400.12)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(1700.2)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(1950.3)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(2150.42)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(2300.56)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(2400.72)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(2450.9)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(2451.1)
["Y"]=>
int(300)
}
}
Output for 5.5.32 209.76092783505;210 (coef 0.97609278350515)219.58278350515;220 (coef 0.98218556701031)229.46556701031;230 (coef 0.98827835051546)239.40927835052;240 (coef 0.99437113402062)249.41391752577;250 (coef 1.0004639175258)259.47948453608;260 (coef 1.0065567010309)269.60597938144;270 (coef 1.0126494845361)279.79340206186;280 (coef 1.0187422680412)290.04175257732;290 (coef 1.0248350515464)300.35103092784;300 (coef 1.0309278350515)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.76092783505)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(219.58278350515)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(229.46556701031)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(239.40927835052)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(249.41391752577)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(259.47948453608)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(269.60597938144)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.79340206186)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.04175257732)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(300.35103092784)
["Y"]=>
int(300)
}
}
Output for 5.5.30 206.23272727273;210 (coef 0.62327272727273)214.29818181818;220 (coef 0.80654545454545)224.19636363636;230 (coef 0.98981818181818)235.92727272727;240 (coef 1.1730909090909)249.49090909091;250 (coef 1.3563636363636)264.88727272727;260 (coef 1.5396363636364)282.11636363636;270 (coef 1.7229090909091)301.17818181818;280 (coef 1.9061818181818)322.07272727273;290 (coef 2.0894545454545)344.8;300 (coef 2.2727272727273)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.23272727273)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.29818181818)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.19636363636)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.92727272727)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(249.49090909091)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(264.88727272727)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(282.11636363636)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(301.17818181818)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(322.07272727273)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(344.8)
["Y"]=>
int(300)
}
}
Output for 5.4.32 , 5.5.29 215.6;210 (coef 1.56)230.13333333333;220 (coef 1.4533333333333)243.6;230 (coef 1.3466666666667)256;240 (coef 1.24)267.33333333333;250 (coef 1.1333333333333)277.6;260 (coef 1.0266666666667)286.8;270 (coef 0.92)294.93333333333;280 (coef 0.81333333333333)302;290 (coef 0.70666666666667)308;300 (coef 0.6)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(215.6)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(230.13333333333)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(243.6)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(256)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(267.33333333333)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(277.6)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(286.8)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(294.93333333333)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(302)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(308)
["Y"]=>
int(300)
}
}
Output for 5.4.29 , 5.5.28 219.23;210 (coef 1.923)236.85666666667;220 (coef 1.7626666666667)252.88;230 (coef 1.6023333333333)267.3;240 (coef 1.442)280.11666666667;250 (coef 1.2816666666667)291.33;260 (coef 1.1213333333333)300.94;270 (coef 0.961)308.94666666667;280 (coef 0.80066666666667)315.35;290 (coef 0.64033333333333)320.15;300 (coef 0.48)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(219.23)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(236.85666666667)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(252.88)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(267.3)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(280.11666666667)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(291.33)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(300.94)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(308.94666666667)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(315.35)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(320.15)
["Y"]=>
int(300)
}
}
Output for 5.5.27 222.3612195122;210 (coef 2.2361219512195)242.69341463415;220 (coef 2.0332195121951)260.99658536585;230 (coef 1.8303170731707)277.27073170732;240 (coef 1.6274146341463)291.51585365854;250 (coef 1.424512195122)303.73195121951;260 (coef 1.2216097560976)313.91902439024;270 (coef 1.0187073170732)322.07707317073;280 (coef 0.81580487804878)328.20609756098;290 (coef 0.61290243902439)332.30609756098;300 (coef 0.41)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(222.3612195122)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(242.69341463415)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(260.99658536585)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(277.27073170732)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(291.51585365854)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(303.73195121951)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(313.91902439024)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(322.07707317073)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(328.20609756098)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(332.30609756098)
["Y"]=>
int(300)
}
}
Output for 5.5.26 210.08090909091;210 (coef 1.0080909090909)229.14272727273;220 (coef 1.9061818181818)257.18545454545;230 (coef 2.8042727272727)294.20909090909;240 (coef 3.7023636363636)340.21363636364;250 (coef 4.6004545454545)395.19909090909;260 (coef 5.4985454545455)459.16545454545;270 (coef 6.3966363636364)532.11272727273;280 (coef 7.2947272727273)614.04090909091;290 (coef 8.1928181818182)704.95;300 (coef 9.0909090909091)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(210.08090909091)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(229.14272727273)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(257.18545454545)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(294.20909090909)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(340.21363636364)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(395.19909090909)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(459.16545454545)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(532.11272727273)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(614.04090909091)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(704.95)
["Y"]=>
int(300)
}
}
Output for 5.5.25 210.335;210 (coef 1.0335)220.58833333333;220 (coef 1.0253333333333)230.76;230 (coef 1.0171666666667)240.85;240 (coef 1.009)250.85833333333;250 (coef 1.0008333333333)260.785;260 (coef 0.99266666666667)270.63;270 (coef 0.9845)280.39333333333;280 (coef 0.97633333333333)290.075;290 (coef 0.96816666666667)299.675;300 (coef 0.96)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(210.335)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(220.58833333333)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(230.76)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(240.85)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(250.85833333333)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(260.785)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(270.63)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(280.39333333333)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.075)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.675)
["Y"]=>
int(300)
}
}
Output for 5.5.24 206.40333333333;210 (coef 0.64033333333333)214.41;220 (coef 0.80066666666667)224.02;230 (coef 0.961)235.23333333333;240 (coef 1.1213333333333)248.05;250 (coef 1.2816666666667)262.47;260 (coef 1.442)278.49333333333;270 (coef 1.6023333333333)296.12;280 (coef 1.7626666666667)315.35;290 (coef 1.923)336.18333333333;300 (coef 2.0833333333333)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.40333333333)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.41)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.02)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.23333333333)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(248.05)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(262.47)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(278.49333333333)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(296.12)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(315.35)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(336.18333333333)
["Y"]=>
int(300)
}
}
Output for 5.4.45 206.8;210 (coef 0.68)218.4;220 (coef 1.16)234.8;230 (coef 1.64)256;240 (coef 2.12)282;250 (coef 2.6)312.8;260 (coef 3.08)348.4;270 (coef 3.56)388.8;280 (coef 4.04)434;290 (coef 4.52)484;300 (coef 5)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.8)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(218.4)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(234.8)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(256)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(282)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(312.8)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(348.4)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(388.8)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(434)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(484)
["Y"]=>
int(300)
}
}
Output for 5.0.5 , 5.4.44 231.32448275862;210 (coef 3.1324482758621)259.49068965517;220 (coef 2.8166206896552)284.49862068966;230 (coef 2.5007931034483)306.34827586207;240 (coef 2.1849655172414)325.03965517241;250 (coef 1.8691379310345)340.57275862069;260 (coef 1.5533103448276)352.9475862069;270 (coef 1.2374827586207)362.16413793103;280 (coef 0.92165517241379)368.2224137931;290 (coef 0.6058275862069)371.1224137931;300 (coef 0.29)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(231.32448275862)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(259.49068965517)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(284.49862068966)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(306.34827586207)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(325.03965517241)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(340.57275862069)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(352.9475862069)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(362.16413793103)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(368.2224137931)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(371.1224137931)
["Y"]=>
int(300)
}
}
Output for 5.4.35 , 5.4.42 - 5.4.43 211.00235955056;210 (coef 1.1002359550562)221.77112359551;220 (coef 1.0768764044944)232.30629213483;230 (coef 1.0535168539326)242.60786516854;240 (coef 1.0301573033708)252.67584269663;250 (coef 1.006797752809)262.5102247191;260 (coef 0.98343820224719)272.11101123596;270 (coef 0.96007865168539)281.47820224719;280 (coef 0.9367191011236)290.61179775281;290 (coef 0.9133595505618)299.51179775281;300 (coef 0.89)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(211.00235955056)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(221.77112359551)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(232.30629213483)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(242.60786516854)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(252.67584269663)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(262.5102247191)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(272.11101123596)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(281.47820224719)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.61179775281)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.51179775281)
["Y"]=>
int(300)
}
}
Output for 5.0.0 , 5.4.11 , 5.4.41 219.61893617021;210 (coef 1.9618936170213)237.58021276596;220 (coef 1.7961276595745)253.88382978723;230 (coef 1.6303617021277)268.52978723404;240 (coef 1.4645957446809)281.51808510638;250 (coef 1.298829787234)292.84872340426;260 (coef 1.1330638297872)302.52170212766;270 (coef 0.96729787234043)310.5370212766;280 (coef 0.80153191489362)316.89468085106;290 (coef 0.63576595744681)321.59468085106;300 (coef 0.47)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(219.61893617021)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(237.58021276596)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(253.88382978723)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(268.52978723404)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(281.51808510638)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(292.84872340426)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(302.52170212766)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(310.5370212766)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(316.89468085106)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(321.59468085106)
["Y"]=>
int(300)
}
}
Output for 5.4.40 214.91571428571;210 (coef 1.4915714285714)228.87412698413;220 (coef 1.3958412698413)241.87523809524;230 (coef 1.3001111111111)253.91904761905;240 (coef 1.204380952381)265.00555555556;250 (coef 1.1086507936508)275.13476190476;260 (coef 1.0129206349206)284.30666666667;270 (coef 0.91719047619048)292.52126984127;280 (coef 0.82146031746032)299.77857142857;290 (coef 0.72573015873016)306.07857142857;300 (coef 0.63)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(214.91571428571)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(228.87412698413)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(241.87523809524)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(253.91904761905)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(265.00555555556)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(275.13476190476)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(284.30666666667)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(292.52126984127)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(299.77857142857)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(306.07857142857)
["Y"]=>
int(300)
}
}
Output for 5.3.25 , 5.4.26 , 5.4.39 211.67337349398;210 (coef 1.1673373493976)222.97192771084;220 (coef 1.1298554216867)233.8956626506;230 (coef 1.0923734939759)244.44457831325;240 (coef 1.0548915662651)254.6186746988;250 (coef 1.0174096385542)264.41795180723;260 (coef 0.97992771084337)273.84240963855;270 (coef 0.94244578313253)282.89204819277;280 (coef 0.90496385542169)291.56686746988;290 (coef 0.86748192771084)299.86686746988;300 (coef 0.83)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(211.67337349398)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(222.97192771084)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(233.8956626506)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(244.44457831325)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(254.6186746988)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(264.41795180723)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(273.84240963855)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(282.89204819277)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(291.56686746988)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.86686746988)
["Y"]=>
int(300)
}
}
Output for 5.2.14 , 5.4.38 206.05157894737;210 (coef 0.60515789473684)214.35473684211;220 (coef 0.83031578947368)224.90947368421;230 (coef 1.0554736842105)237.71578947368;240 (coef 1.2806315789474)252.77368421053;250 (coef 1.5057894736842)270.08315789474;260 (coef 1.7309473684211)289.64421052632;270 (coef 1.9561052631579)311.45684210526;280 (coef 2.1812631578947)335.52105263158;290 (coef 2.4064210526316)361.83684210526;300 (coef 2.6315789473684)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.05157894737)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.35473684211)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.90947368421)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(237.71578947368)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(252.77368421053)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(270.08315789474)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(289.64421052632)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(311.45684210526)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(335.52105263158)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(361.83684210526)
["Y"]=>
int(300)
}
}
Output for 5.4.37 208.52456790123;210 (coef 0.85245679012346)217.4737037037;220 (coef 0.89491358024691)226.84740740741;230 (coef 0.93737037037037)236.64567901235;240 (coef 0.97982716049383)246.86851851852;250 (coef 1.0222839506173)257.51592592593;260 (coef 1.0647407407407)268.58790123457;270 (coef 1.1071975308642)280.08444444444;280 (coef 1.1496543209877)292.00555555556;290 (coef 1.1921111111111)304.3512345679;300 (coef 1.2345679012346)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.52456790123)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(217.4737037037)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(226.84740740741)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(236.64567901235)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(246.86851851852)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.51592592593)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.58790123457)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(280.08444444444)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(292.00555555556)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(304.3512345679)
["Y"]=>
int(300)
}
}
Output for 5.4.36 208.08333333333;210 (coef 0.80833333333333)216.75;220 (coef 0.86666666666667)226;230 (coef 0.925)235.83333333333;240 (coef 0.98333333333333)246.25;250 (coef 1.0416666666667)257.25;260 (coef 1.1)268.83333333333;270 (coef 1.1583333333333)281;280 (coef 1.2166666666667)293.75;290 (coef 1.275)307.08333333333;300 (coef 1.3333333333333)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.08333333333)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(216.75)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(226)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.83333333333)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(246.25)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.25)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.83333333333)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(281)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(293.75)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(307.08333333333)
["Y"]=>
int(300)
}
}
Output for 5.4.34 256.41;210 (coef 5.641)306.73;220 (coef 5.032)350.96;230 (coef 4.423)389.1;240 (coef 3.814)421.15;250 (coef 3.205)447.11;260 (coef 2.596)466.98;270 (coef 1.987)480.76;280 (coef 1.378)488.45;290 (coef 0.769)490.05;300 (coef 0.16)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(256.41)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(306.73)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(350.96)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(389.1)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(421.15)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(447.11)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(466.98)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(480.76)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(488.45)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(490.05)
["Y"]=>
int(300)
}
}
Output for 5.0.1 , 5.4.30 206.82571428571;210 (coef 0.68257142857143)214.87714285714;220 (coef 0.80514285714286)224.15428571429;230 (coef 0.92771428571429)234.65714285714;240 (coef 1.0502857142857)246.38571428571;250 (coef 1.1728571428571)259.34;260 (coef 1.2954285714286)273.52;270 (coef 1.418)288.92571428571;280 (coef 1.5405714285714)305.55714285714;290 (coef 1.6631428571429)323.41428571429;300 (coef 1.7857142857143)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.82571428571)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.87714285714)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.15428571429)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.65714285714)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(246.38571428571)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(259.34)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(273.52)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(288.92571428571)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(305.55714285714)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(323.41428571429)
["Y"]=>
int(300)
}
}
Output for 5.4.28 208.15578947368;210 (coef 0.81557894736842)216.86736842105;220 (coef 0.87115789473684)226.13473684211;230 (coef 0.92673684210526)235.95789473684;240 (coef 0.98231578947368)246.33684210526;250 (coef 1.0378947368421)257.27157894737;260 (coef 1.0934736842105)268.76210526316;270 (coef 1.1490526315789)280.80842105263;280 (coef 1.2046315789474)293.41052631579;290 (coef 1.2602105263158)306.56842105263;300 (coef 1.3157894736842)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.15578947368)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(216.86736842105)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(226.13473684211)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.95789473684)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(246.33684210526)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.27157894737)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.76210526316)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(280.80842105263)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(293.41052631579)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(306.56842105263)
["Y"]=>
int(300)
}
}
Output for 5.4.27 228.445;210 (coef 2.8445)254.085;220 (coef 2.564)276.92;230 (coef 2.2835)296.95;240 (coef 2.003)314.175;250 (coef 1.7225)328.595;260 (coef 1.442)340.21;270 (coef 1.1615)349.02;280 (coef 0.881)355.025;290 (coef 0.6005)358.225;300 (coef 0.32)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(228.445)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(254.085)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(276.92)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(296.95)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(314.175)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(328.595)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(340.21)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(349.02)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(355.025)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(358.225)
["Y"]=>
int(300)
}
}
Output for 5.4.25 209.21111111111;210 (coef 0.92111111111111)218.63333333333;220 (coef 0.94222222222222)228.26666666667;230 (coef 0.96333333333333)238.11111111111;240 (coef 0.98444444444444)248.16666666667;250 (coef 1.0055555555556)258.43333333333;260 (coef 1.0266666666667)268.91111111111;270 (coef 1.0477777777778)279.6;280 (coef 1.0688888888889)290.5;290 (coef 1.09)301.61111111111;300 (coef 1.1111111111111)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.21111111111)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(218.63333333333)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(228.26666666667)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(238.11111111111)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(248.16666666667)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(258.43333333333)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.91111111111)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.6)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.5)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(301.61111111111)
["Y"]=>
int(300)
}
}
Output for 5.4.24 208.86230769231;210 (coef 0.88623076923077)225.28692307692;220 (coef 1.6424615384615)249.27384615385;230 (coef 2.3986923076923)280.82307692308;240 (coef 3.1549230769231)319.93461538462;250 (coef 3.9111538461538)366.60846153846;260 (coef 4.6673846153846)420.84461538462;270 (coef 5.4236153846154)482.64307692308;280 (coef 6.1798461538462)552.00384615385;290 (coef 6.9360769230769)628.92692307692;300 (coef 7.6923076923077)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.86230769231)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(225.28692307692)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(249.27384615385)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(280.82307692308)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(319.93461538462)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(366.60846153846)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(420.84461538462)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(482.64307692308)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(552.00384615385)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(628.92692307692)
["Y"]=>
int(300)
}
}
Output for 5.3.27 - 5.3.28 , 5.4.23 216.63142857143;210 (coef 1.6631428571429)232.03714285714;220 (coef 1.5405714285714)246.21714285714;230 (coef 1.418)259.17142857143;240 (coef 1.2954285714286)270.9;250 (coef 1.1728571428571)281.40285714286;260 (coef 1.0502857142857)290.68;270 (coef 0.92771428571429)298.73142857143;280 (coef 0.80514285714286)305.55714285714;290 (coef 0.68257142857143)311.15714285714;300 (coef 0.56)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(216.63142857143)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(232.03714285714)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(246.21714285714)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(259.17142857143)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(270.9)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(281.40285714286)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(290.68)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(298.73142857143)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(305.55714285714)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(311.15714285714)
["Y"]=>
int(300)
}
}
Output for 5.4.22 209.52382978723;210 (coef 0.9523829787234)219.1714893617;220 (coef 0.96476595744681)228.9429787234;230 (coef 0.97714893617021)238.83829787234;240 (coef 0.98953191489362)248.85744680851;250 (coef 1.001914893617)259.00042553191;260 (coef 1.0142978723404)269.26723404255;270 (coef 1.0266808510638)279.65787234043;280 (coef 1.0390638297872)290.17234042553;290 (coef 1.0514468085106)300.81063829787;300 (coef 1.063829787234)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.52382978723)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(219.1714893617)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(228.9429787234)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(238.83829787234)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(248.85744680851)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(259.00042553191)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(269.26723404255)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.65787234043)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.17234042553)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(300.81063829787)
["Y"]=>
int(300)
}
}
Output for 5.3.5 , 5.4.21 217.20666666667;210 (coef 1.7206666666667)251.02;220 (coef 3.3813333333333)301.44;230 (coef 5.042)368.46666666667;240 (coef 6.7026666666667)452.1;250 (coef 8.3633333333333)552.34;260 (coef 10.024)669.18666666667;270 (coef 11.684666666667)802.64;280 (coef 13.345333333333)952.7;290 (coef 15.006)1119.3666666667;300 (coef 16.666666666667)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(217.20666666667)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(251.02)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(301.44)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(368.46666666667)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(452.1)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(552.34)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(669.18666666667)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(802.64)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(952.7)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(1119.3666666667)
["Y"]=>
int(300)
}
}
Output for 5.3.20 , 5.4.20 206.12902439024;210 (coef 0.61290243902439)214.28707317073;220 (coef 0.81580487804878)224.47414634146;230 (coef 1.0187073170732)236.69024390244;240 (coef 1.2216097560976)250.93536585366;250 (coef 1.424512195122)267.20951219512;260 (coef 1.6274146341463)285.51268292683;270 (coef 1.8303170731707)305.84487804878;280 (coef 2.0332195121951)328.20609756098;290 (coef 2.2361219512195)352.59634146341;300 (coef 2.4390243902439)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.12902439024)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.28707317073)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.47414634146)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(236.69024390244)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(250.93536585366)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(267.20951219512)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(285.51268292683)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(305.84487804878)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(328.20609756098)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(352.59634146341)
["Y"]=>
int(300)
}
}
Output for 5.4.19 216.09724137931;210 (coef 1.609724137931)231.05034482759;220 (coef 1.4953103448276)244.85931034483;230 (coef 1.3808965517241)257.52413793103;240 (coef 1.2664827586207)269.04482758621;250 (coef 1.1520689655172)279.42137931034;260 (coef 1.0376551724138)288.65379310345;270 (coef 0.92324137931034)296.74206896552;280 (coef 0.8088275862069)303.68620689655;290 (coef 0.69441379310345)309.48620689655;300 (coef 0.58)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(216.09724137931)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(231.05034482759)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(244.85931034483)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(257.52413793103)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(269.04482758621)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(279.42137931034)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(288.65379310345)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(296.74206896552)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(303.68620689655)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(309.48620689655)
["Y"]=>
int(300)
}
}
Output for 5.4.18 211.92111111111;210 (coef 1.1921111111111)234.86333333333;220 (coef 2.2942222222222)268.82666666667;230 (coef 3.3963333333333)313.81111111111;240 (coef 4.4984444444444)369.81666666667;250 (coef 5.6005555555556)436.84333333333;260 (coef 6.7026666666667)514.89111111111;270 (coef 7.8047777777778)603.96;280 (coef 8.9068888888889)704.05;290 (coef 10.009)815.16111111111;300 (coef 11.111111111111)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(211.92111111111)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(234.86333333333)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(268.82666666667)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(313.81111111111)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(369.81666666667)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(436.84333333333)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(514.89111111111)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(603.96)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(704.05)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(815.16111111111)
["Y"]=>
int(300)
}
}
Output for 5.2.7 , 5.4.17 281.92818181818;210 (coef 8.1928181818182)354.87545454545;220 (coef 7.2947272727273)418.84181818182;230 (coef 6.3966363636364)473.82727272727;240 (coef 5.4985454545455)519.83181818182;250 (coef 4.6004545454545)556.85545454545;260 (coef 3.7023636363636)584.89818181818;270 (coef 2.8042727272727)603.96;280 (coef 1.9061818181818)614.04090909091;290 (coef 1.0080909090909)615.14090909091;300 (coef 0.11)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(281.92818181818)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(354.87545454545)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(418.84181818182)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(473.82727272727)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(519.83181818182)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(556.85545454545)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(584.89818181818)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(603.96)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(614.04090909091)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(615.14090909091)
["Y"]=>
int(300)
}
}
Output for 5.4.16 207.2573015873;210 (coef 0.72573015873016)215.4719047619;220 (coef 0.82146031746032)224.64380952381;230 (coef 0.91719047619048)234.77301587302;240 (coef 1.0129206349206)245.85952380952;250 (coef 1.1086507936508)257.90333333333;260 (coef 1.204380952381)270.90444444444;270 (coef 1.3001111111111)284.86285714286;280 (coef 1.3958412698413)299.77857142857;290 (coef 1.4915714285714)315.65158730159;300 (coef 1.5873015873016)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(207.2573015873)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(215.4719047619)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.64380952381)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.77301587302)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(245.85952380952)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.90333333333)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(270.90444444444)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(284.86285714286)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(299.77857142857)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(315.65158730159)
["Y"]=>
int(300)
}
}
Output for 5.4.14 217.82769230769;210 (coef 1.7827692307692)234.25230769231;220 (coef 1.6424615384615)249.27384615385;230 (coef 1.5021538461538)262.89230769231;240 (coef 1.3618461538462)275.10769230769;250 (coef 1.2215384615385)285.92;260 (coef 1.0812307692308)295.32923076923;270 (coef 0.94092307692308)303.33538461538;280 (coef 0.80061538461538)309.93846153846;290 (coef 0.66030769230769)315.13846153846;300 (coef 0.52)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(217.82769230769)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(234.25230769231)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(249.27384615385)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(262.89230769231)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(275.10769230769)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(285.92)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(295.32923076923)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(303.33538461538)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(309.93846153846)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(315.13846153846)
["Y"]=>
int(300)
}
}
Output for 5.4.13 211.7956097561;210 (coef 1.1795609756098)223.19170731707;220 (coef 1.1396097560976)234.18829268293;230 (coef 1.0996585365854)244.78536585366;240 (coef 1.0597073170732)254.98292682927;250 (coef 1.019756097561)264.78097560976;260 (coef 0.97980487804878)274.17951219512;270 (coef 0.93985365853659)283.17853658537;280 (coef 0.89990243902439)291.77804878049;290 (coef 0.85995121951219)299.97804878049;300 (coef 0.82)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(211.7956097561)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(223.19170731707)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(234.18829268293)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(244.78536585366)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(254.98292682927)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(264.78097560976)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(274.17951219512)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(283.17853658537)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(291.77804878049)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.97804878049)
["Y"]=>
int(300)
}
}
Output for 5.3.21 , 5.4.12 209.68166666667;210 (coef 0.96816666666667)219.445;220 (coef 0.97633333333333)229.29;230 (coef 0.9845)239.21666666667;240 (coef 0.99266666666667)249.225;250 (coef 1.0008333333333)259.315;260 (coef 1.009)269.48666666667;270 (coef 1.0171666666667)279.74;280 (coef 1.0253333333333)290.075;290 (coef 1.0335)300.49166666667;300 (coef 1.0416666666667)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.68166666667)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(219.445)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(229.29)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(239.21666666667)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(249.225)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(259.315)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(269.48666666667)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.74)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.075)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(300.49166666667)
["Y"]=>
int(300)
}
}
Output for 5.0.4 , 5.4.9 208.30205128205;210 (coef 0.83020512820513)217.10615384615;220 (coef 0.88041025641026)226.41230769231;230 (coef 0.93061538461538)236.22051282051;240 (coef 0.98082051282051)246.53076923077;250 (coef 1.0310256410256)257.34307692308;260 (coef 1.0812307692308)268.65743589744;270 (coef 1.1314358974359)280.47384615385;280 (coef 1.181641025641)292.79230769231;290 (coef 1.2318461538462)305.61282051282;300 (coef 1.2820512820513)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.30205128205)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(217.10615384615)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(226.41230769231)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(236.22051282051)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(246.53076923077)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.34307692308)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.65743589744)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(280.47384615385)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(292.79230769231)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(305.61282051282)
["Y"]=>
int(300)
}
}
Output for 5.4.8 213.22;210 (coef 1.322)225.77111111111;220 (coef 1.2551111111111)237.65333333333;230 (coef 1.1882222222222)248.86666666667;240 (coef 1.1213333333333)259.41111111111;250 (coef 1.0544444444444)269.28666666667;260 (coef 0.98755555555556)278.49333333333;270 (coef 0.92066666666667)287.03111111111;280 (coef 0.85377777777778)294.9;290 (coef 0.78688888888889)302.1;300 (coef 0.72)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(213.22)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(225.77111111111)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(237.65333333333)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(248.86666666667)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(259.41111111111)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(269.28666666667)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(278.49333333333)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(287.03111111111)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(294.9)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(302.1)
["Y"]=>
int(300)
}
}
Output for 5.4.7 207.79845070423;210 (coef 0.77984507042254)216.29535211268;220 (coef 0.84969014084507)225.49070422535;230 (coef 0.91953521126761)235.38450704225;240 (coef 0.98938028169014)245.97676056338;250 (coef 1.0592253521127)257.26746478873;260 (coef 1.1290704225352)269.25661971831;270 (coef 1.1989154929577)281.94422535211;280 (coef 1.2687605633803)295.33028169014;290 (coef 1.3386056338028)309.41478873239;300 (coef 1.4084507042254)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(207.79845070423)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(216.29535211268)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(225.49070422535)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.38450704225)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(245.97676056338)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.26746478873)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(269.25661971831)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(281.94422535211)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(295.33028169014)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(309.41478873239)
["Y"]=>
int(300)
}
}
Output for 5.4.6 213.38605633803;210 (coef 1.3386056338028)226.07366197183;220 (coef 1.2687605633803)238.06281690141;230 (coef 1.1989154929577)249.35352112676;240 (coef 1.1290704225352)259.94577464789;250 (coef 1.0592253521127)269.83957746479;260 (coef 0.98938028169014)279.03492957746;270 (coef 0.91953521126761)287.53183098592;280 (coef 0.84969014084507)295.33028169014;290 (coef 0.77984507042254)302.43028169014;300 (coef 0.71)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(213.38605633803)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(226.07366197183)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(238.06281690141)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(249.35352112676)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(259.94577464789)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(269.83957746479)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(279.03492957746)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(287.53183098592)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(295.33028169014)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(302.43028169014)
["Y"]=>
int(300)
}
}
Output for 5.4.5 206.5;210 (coef 0.65)214.5;220 (coef 0.8)224;230 (coef 0.95)235;240 (coef 1.1)247.5;250 (coef 1.25)261.5;260 (coef 1.4)277;270 (coef 1.55)294;280 (coef 1.7)312.5;290 (coef 1.85)332.5;300 (coef 2)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.5)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.5)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(247.5)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(261.5)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(277)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(294)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(312.5)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(332.5)
["Y"]=>
int(300)
}
}
Output for 5.4.4 210.80010989011;210 (coef 1.080010989011)221.41131868132;220 (coef 1.0611208791209)231.83362637363;230 (coef 1.0422307692308)242.06703296703;240 (coef 1.0233406593407)252.11153846154;250 (coef 1.0044505494505)261.96714285714;260 (coef 0.98556043956044)271.63384615385;270 (coef 0.96667032967033)281.11164835165;280 (coef 0.94778021978022)290.40054945055;290 (coef 0.92889010989011)299.50054945055;300 (coef 0.91)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(210.80010989011)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(221.41131868132)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(231.83362637363)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(242.06703296703)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(252.11153846154)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(261.96714285714)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(271.63384615385)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(281.11164835165)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.40054945055)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.50054945055)
["Y"]=>
int(300)
}
}
Output for 5.0.3 , 5.4.3 206.31391304348;210 (coef 0.63139130434783)214.34173913043;220 (coef 0.80278260869565)224.08347826087;230 (coef 0.97417391304348)235.53913043478;240 (coef 1.1455652173913)248.70869565217;250 (coef 1.3169565217391)263.59217391304;260 (coef 1.488347826087)280.18956521739;270 (coef 1.6597391304348)298.50086956522;280 (coef 1.8311304347826)318.52608695652;290 (coef 2.0025217391304)340.2652173913;300 (coef 2.1739130434783)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.31391304348)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.34173913043)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.08347826087)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.53913043478)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(248.70869565217)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(263.59217391304)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(280.18956521739)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(298.50086956522)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(318.52608695652)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(340.2652173913)
["Y"]=>
int(300)
}
}
Output for 5.2.0 , 5.4.2 210.51446808511;210 (coef 1.0514468085106)220.90510638298;220 (coef 1.0390638297872)231.17191489362;230 (coef 1.0266808510638)241.31489361702;240 (coef 1.0142978723404)251.33404255319;250 (coef 1.001914893617)261.22936170213;260 (coef 0.98953191489362)271.00085106383;270 (coef 0.97714893617021)280.6485106383;280 (coef 0.96476595744681)290.17234042553;290 (coef 0.9523829787234)299.57234042553;300 (coef 0.94)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(210.51446808511)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(220.90510638298)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(231.17191489362)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(241.31489361702)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(251.33404255319)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(261.22936170213)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(271.00085106383)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(280.6485106383)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.17234042553)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.57234042553)
["Y"]=>
int(300)
}
}
Output for 5.1.3 , 5.4.1 210.70260869565;210 (coef 1.0702608695652)221.23826086957;220 (coef 1.0535652173913)231.60695652174;230 (coef 1.0368695652174)241.80869565217;240 (coef 1.0201739130435)251.84347826087;250 (coef 1.0034782608696)261.71130434783;260 (coef 0.98678260869565)271.41217391304;270 (coef 0.97008695652174)280.94608695652;280 (coef 0.95339130434783)290.31304347826;290 (coef 0.93669565217391)299.51304347826;300 (coef 0.92)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(210.70260869565)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(221.23826086957)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(231.60695652174)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(241.80869565217)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(251.84347826087)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(261.71130434783)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(271.41217391304)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(280.94608695652)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.31304347826)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.51304347826)
["Y"]=>
int(300)
}
}
Output for 5.4.0 208.82647058824;210 (coef 0.88264705882353)217.97941176471;220 (coef 0.91529411764706)227.45882352941;230 (coef 0.94794117647059)237.26470588235;240 (coef 0.98058823529412)247.39705882353;250 (coef 1.0132352941176)257.85588235294;260 (coef 1.0458823529412)268.64117647059;270 (coef 1.0785294117647)279.75294117647;280 (coef 1.1111764705882)291.19117647059;290 (coef 1.1438235294118)302.95588235294;300 (coef 1.1764705882353)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.82647058824)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(217.97941176471)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(227.45882352941)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(237.26470588235)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(247.39705882353)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.85588235294)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.64117647059)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.75294117647)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(291.19117647059)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(302.95588235294)
["Y"]=>
int(300)
}
}
Output for 5.3.29 206.55078431373;210 (coef 0.65507843137255)214.55235294118;220 (coef 0.8001568627451)224.00470588235;230 (coef 0.94523529411765)234.90784313725;240 (coef 1.0903137254902)247.26176470588;250 (coef 1.2353921568627)261.06647058824;260 (coef 1.3804705882353)276.32196078431;270 (coef 1.5255490196078)293.02823529412;280 (coef 1.6706274509804)311.18529411765;290 (coef 1.8157058823529)330.7931372549;300 (coef 1.9607843137255)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.55078431373)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.55235294118)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.00470588235)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.90784313725)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(247.26176470588)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(261.06647058824)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(276.32196078431)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(293.02823529412)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(311.18529411765)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(330.7931372549)
["Y"]=>
int(300)
}
}
Output for 5.3.24 209.05636363636;210 (coef 0.90563636363636)218.36909090909;220 (coef 0.93127272727273)227.93818181818;230 (coef 0.95690909090909)237.76363636364;240 (coef 0.98254545454545)247.84545454545;250 (coef 1.0081818181818)258.18363636364;260 (coef 1.0338181818182)268.77818181818;270 (coef 1.0594545454545)279.62909090909;280 (coef 1.0850909090909)290.73636363636;290 (coef 1.1107272727273)302.1;300 (coef 1.1363636363636)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.05636363636)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(218.36909090909)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(227.93818181818)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(237.76363636364)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(247.84545454545)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(258.18363636364)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.77818181818)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.62909090909)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.73636363636)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(302.1)
["Y"]=>
int(300)
}
}
Output for 5.3.23 210.42368421053;210 (coef 1.0423684210526)220.74473684211;220 (coef 1.0321052631579)230.96315789474;230 (coef 1.0218421052632)241.07894736842;240 (coef 1.0115789473684)251.09210526316;250 (coef 1.0013157894737)261.00263157895;260 (coef 0.99105263157895)270.81052631579;270 (coef 0.98078947368421)280.51578947368;280 (coef 0.97052631578947)290.11842105263;290 (coef 0.96026315789474)299.61842105263;300 (coef 0.95)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(210.42368421053)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(220.74473684211)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(230.96315789474)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(241.07894736842)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(251.09210526316)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(261.00263157895)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(270.81052631579)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(280.51578947368)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.11842105263)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.61842105263)
["Y"]=>
int(300)
}
}
Output for 5.3.22 300.09;210 (coef 10.009)500.17;220 (coef 20.008)800.24;230 (coef 30.007)1200.3;240 (coef 40.006)1700.35;250 (coef 50.005)2300.39;260 (coef 60.004)3000.42;270 (coef 70.003)3800.44;280 (coef 80.002)4700.45;290 (coef 90.001)5700.45;300 (coef 100)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(300.09)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(500.17)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(800.24)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(1200.3)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(1700.35)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(2300.39)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(3000.42)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(3800.44)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(4700.45)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(5700.45)
["Y"]=>
int(300)
}
}
Output for 5.3.18 206.0003030303;210 (coef 0.6000303030303)214.70090909091;220 (coef 0.87006060606061)226.10181818182;230 (coef 1.1400909090909)240.20303030303;240 (coef 1.4101212121212)257.00454545455;250 (coef 1.6801515151515)276.50636363636;260 (coef 1.9501818181818)298.70848484848;270 (coef 2.2202121212121)323.61090909091;280 (coef 2.4902424242424)351.21363636364;290 (coef 2.7602727272727)381.51666666667;300 (coef 3.030303030303)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.0003030303)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.70090909091)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(226.10181818182)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(240.20303030303)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(257.00454545455)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(276.50636363636)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(298.70848484848)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(323.61090909091)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(351.21363636364)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(381.51666666667)
["Y"]=>
int(300)
}
}
Output for 5.3.17 236.25;210 (coef 3.625)268.75;220 (coef 3.25)297.5;230 (coef 2.875)322.5;240 (coef 2.5)343.75;250 (coef 2.125)361.25;260 (coef 1.75)375;270 (coef 1.375)385;280 (coef 1)391.25;290 (coef 0.625)393.75;300 (coef 0.25)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(236.25)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(268.75)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(297.5)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(322.5)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(343.75)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(361.25)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(375)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(385)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(391.25)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(393.75)
["Y"]=>
int(300)
}
}
Output for 5.3.15 206.71185185185;210 (coef 0.67118518518519)214.73555555556;220 (coef 0.80237037037037)224.07111111111;230 (coef 0.93355555555556)234.71851851852;240 (coef 1.0647407407407)246.67777777778;250 (coef 1.1959259259259)259.94888888889;260 (coef 1.3271111111111)274.53185185185;270 (coef 1.4582962962963)290.42666666667;280 (coef 1.5894814814815)307.63333333333;290 (coef 1.7206666666667)326.15185185185;300 (coef 1.8518518518519)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.71185185185)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.73555555556)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.07111111111)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.71851851852)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(246.67777777778)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(259.94888888889)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(274.53185185185)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(290.42666666667)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(307.63333333333)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(326.15185185185)
["Y"]=>
int(300)
}
}
Output for 5.1.4 , 5.3.14 206.25;210 (coef 0.625)216.25;220 (coef 1)230;230 (coef 1.375)247.5;240 (coef 1.75)268.75;250 (coef 2.125)293.75;260 (coef 2.5)322.5;270 (coef 2.875)355;280 (coef 3.25)391.25;290 (coef 3.625)431.25;300 (coef 4)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.25)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(216.25)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(230)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(247.5)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(268.75)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(293.75)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(322.5)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(355)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(391.25)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(431.25)
["Y"]=>
int(300)
}
}
Output for 5.3.13 214.1028358209;210 (coef 1.4102835820896)227.38313432836;220 (coef 1.3280298507463)239.84089552239;230 (coef 1.245776119403)251.47611940299;240 (coef 1.1635223880597)262.28880597015;250 (coef 1.0812686567164)272.27895522388;260 (coef 0.99901492537313)281.44656716418;270 (coef 0.91676119402985)289.79164179104;280 (coef 0.83450746268657)297.31417910448;290 (coef 0.75225373134328)304.01417910448;300 (coef 0.67)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(214.1028358209)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(227.38313432836)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(239.84089552239)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(251.47611940299)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(262.28880597015)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(272.27895522388)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(281.44656716418)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(289.79164179104)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(297.31417910448)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(304.01417910448)
["Y"]=>
int(300)
}
}
Output for 5.3.11 215.13612903226;210 (coef 1.5136129032258)229.27935483871;220 (coef 1.4143225806452)242.42967741935;230 (coef 1.3150322580645)254.58709677419;240 (coef 1.2157419354839)265.75161290323;250 (coef 1.1164516129032)275.92322580645;260 (coef 1.0171612903226)285.10193548387;270 (coef 0.91787096774194)293.28774193548;280 (coef 0.81858064516129)300.48064516129;290 (coef 0.71929032258065)306.68064516129;300 (coef 0.62)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(215.13612903226)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(229.27935483871)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(242.42967741935)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(254.58709677419)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(265.75161290323)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(275.92322580645)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(285.10193548387)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(293.28774193548)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(300.48064516129)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(306.68064516129)
["Y"]=>
int(300)
}
}
Output for 5.2.2 , 5.3.8 206.18615384615;210 (coef 0.61861538461538)215.95846153846;220 (coef 0.97723076923077)229.31692307692;230 (coef 1.3358461538462)246.26153846154;240 (coef 1.6944615384615)266.79230769231;250 (coef 2.0530769230769)290.90923076923;260 (coef 2.4116923076923)318.61230769231;270 (coef 2.7703076923077)349.90153846154;280 (coef 3.1289230769231)384.77692307692;290 (coef 3.4875384615385)423.23846153846;300 (coef 3.8461538461538)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.18615384615)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(215.95846153846)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(229.31692307692)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(246.26153846154)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(266.79230769231)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(290.90923076923)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(318.61230769231)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(349.90153846154)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(384.77692307692)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(423.23846153846)
["Y"]=>
int(300)
}
}
Output for 5.3.7 206.00714285714;210 (coef 0.60071428571429)214.52142857143;220 (coef 0.85142857142857)225.54285714286;230 (coef 1.1021428571429)239.07142857143;240 (coef 1.3528571428571)255.10714285714;250 (coef 1.6035714285714)273.65;260 (coef 1.8542857142857)294.7;270 (coef 2.105)318.25714285714;280 (coef 2.3557142857143)344.32142857143;290 (coef 2.6064285714286)372.89285714286;300 (coef 2.8571428571429)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.00714285714)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.52142857143)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(225.54285714286)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(239.07142857143)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(255.10714285714)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(273.65)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(294.7)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(318.25714285714)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(344.32142857143)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(372.89285714286)
["Y"]=>
int(300)
}
}
Output for 5.3.6 221.36023255814;210 (coef 2.136023255814)240.82488372093;220 (coef 1.9464651162791)258.39395348837;230 (coef 1.7569069767442)274.06744186047;240 (coef 1.5673488372093)287.84534883721;250 (coef 1.3777906976744)299.7276744186;260 (coef 1.1882325581395)309.71441860465;270 (coef 0.99867441860465)317.80558139535;280 (coef 0.80911627906977)324.0011627907;290 (coef 0.61955813953488)328.3011627907;300 (coef 0.43)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(221.36023255814)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(240.82488372093)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(258.39395348837)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(274.06744186047)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(287.84534883721)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(299.7276744186)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(309.71441860465)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(317.80558139535)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(324.0011627907)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(328.3011627907)
["Y"]=>
int(300)
}
}
Output for 5.3.4 206.32666666667;210 (coef 0.63266666666667)216.58;220 (coef 1.0253333333333)230.76;230 (coef 1.418)248.86666666667;240 (coef 1.8106666666667)270.9;250 (coef 2.2033333333333)296.86;260 (coef 2.596)326.74666666667;270 (coef 2.9886666666667)360.56;280 (coef 3.3813333333333)398.3;290 (coef 3.774)439.96666666667;300 (coef 4.1666666666667)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.32666666667)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(216.58)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(230.76)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(248.86666666667)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(270.9)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(296.86)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(326.74666666667)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(360.56)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(398.3)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(439.96666666667)
["Y"]=>
int(300)
}
}
Output for 5.3.3 213.05876712329;210 (coef 1.3058767123288)225.47767123288;220 (coef 1.2418904109589)237.25671232877;230 (coef 1.177904109589)248.39589041096;240 (coef 1.1139178082192)258.89520547945;250 (coef 1.0499315068493)268.75465753425;260 (coef 0.98594520547945)277.97424657534;270 (coef 0.92195890410959)286.55397260274;280 (coef 0.85797260273973)294.49383561644;290 (coef 0.79398630136986)301.79383561644;300 (coef 0.73)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(213.05876712329)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(225.47767123288)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(237.25671232877)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(248.39589041096)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(258.89520547945)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(268.75465753425)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(277.97424657534)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(286.55397260274)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(294.49383561644)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(301.79383561644)
["Y"]=>
int(300)
}
}
Output for 5.3.2 208.90279069767;210 (coef 0.89027906976744)218.10837209302;220 (coef 0.92055813953488)227.61674418605;230 (coef 0.95083720930233)237.42790697674;240 (coef 0.98111627906977)247.54186046512;250 (coef 1.0113953488372)257.95860465116;260 (coef 1.0416744186047)268.67813953488;270 (coef 1.0719534883721)279.70046511628;280 (coef 1.1022325581395)291.02558139535;290 (coef 1.132511627907)302.65348837209;300 (coef 1.1627906976744)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.90279069767)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(218.10837209302)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(227.61674418605)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(237.42790697674)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(247.54186046512)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.95860465116)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.67813953488)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.70046511628)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(291.02558139535)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(302.65348837209)
["Y"]=>
int(300)
}
}
Output for 5.0.2 , 5.3.1 226.81058823529;210 (coef 2.6810588235294)251.02;220 (coef 2.4209411764706)272.62823529412;230 (coef 2.1608235294118)291.63529411765;240 (coef 1.9007058823529)308.04117647059;250 (coef 1.6405882352941)321.84588235294;260 (coef 1.3804705882353)333.04941176471;270 (coef 1.1203529411765)341.65176470588;280 (coef 0.86023529411765)347.65294117647;290 (coef 0.60011764705882)351.05294117647;300 (coef 0.34)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(226.81058823529)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(251.02)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(272.62823529412)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(291.63529411765)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(308.04117647059)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(321.84588235294)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(333.04941176471)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(341.65176470588)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(347.65294117647)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(351.05294117647)
["Y"]=>
int(300)
}
}
Output for 5.2.17 207.65927536232;210 (coef 0.76592753623188)216.07782608696;220 (coef 0.84185507246377)225.25565217391;230 (coef 0.91778260869565)235.19275362319;240 (coef 0.99371014492754)245.88913043478;250 (coef 1.0696376811594)257.3447826087;260 (coef 1.1455652173913)269.55971014493;270 (coef 1.2214927536232)282.53391304348;280 (coef 1.2974202898551)296.26739130435;290 (coef 1.373347826087)310.76014492754;300 (coef 1.4492753623188)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(207.65927536232)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(216.07782608696)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(225.25565217391)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.19275362319)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(245.88913043478)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(257.3447826087)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(269.55971014493)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(282.53391304348)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(296.26739130435)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(310.76014492754)
["Y"]=>
int(300)
}
}
Output for 5.1.6 , 5.2.16 206.1;210 (coef 0.61)214.3;220 (coef 0.82)224.6;230 (coef 1.03)237;240 (coef 1.24)251.5;250 (coef 1.45)268.1;260 (coef 1.66)286.8;270 (coef 1.87)307.6;280 (coef 2.08)330.5;290 (coef 2.29)355.5;300 (coef 2.5)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.1)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.3)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.6)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(237)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(251.5)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(268.1)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(286.8)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(307.6)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(330.5)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(355.5)
["Y"]=>
int(300)
}
}
Output for 5.2.15 207.69;210 (coef 0.769)221.47;220 (coef 1.378)241.34;230 (coef 1.987)267.3;240 (coef 2.596)299.35;250 (coef 3.205)337.49;260 (coef 3.814)381.72;270 (coef 4.423)432.04;280 (coef 5.032)488.45;290 (coef 5.641)550.95;300 (coef 6.25)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(207.69)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(221.47)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(241.34)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(267.3)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(299.35)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(337.49)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(381.72)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(432.04)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(488.45)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(550.95)
["Y"]=>
int(300)
}
}
Output for 5.2.12 213.73347826087;210 (coef 1.373347826087)226.70768115942;220 (coef 1.2974202898551)238.92260869565;230 (coef 1.2214927536232)250.37826086957;240 (coef 1.1455652173913)261.07463768116;250 (coef 1.0696376811594)271.01173913043;260 (coef 0.99371014492754)280.18956521739;270 (coef 0.91778260869565)288.60811594203;280 (coef 0.84185507246377)296.26739130435;290 (coef 0.76592753623188)303.16739130435;300 (coef 0.69)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(213.73347826087)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(226.70768115942)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(238.92260869565)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(250.37826086957)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(261.07463768116)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(271.01173913043)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(280.18956521739)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(288.60811594203)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(296.26739130435)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(303.16739130435)
["Y"]=>
int(300)
}
}
Output for 5.2.11 234.87538461538;210 (coef 3.4875384615385)266.16461538462;220 (coef 3.1289230769231)293.86769230769;230 (coef 2.7703076923077)317.98461538462;240 (coef 2.4116923076923)338.51538461538;250 (coef 2.0530769230769)355.46;260 (coef 1.6944615384615)368.81846153846;270 (coef 1.3358461538462)378.59076923077;280 (coef 0.97723076923077)384.77692307692;290 (coef 0.61861538461538)387.37692307692;300 (coef 0.26)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(234.87538461538)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(266.16461538462)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(293.86769230769)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(317.98461538462)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(338.51538461538)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(355.46)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(368.81846153846)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(378.59076923077)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(384.77692307692)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(387.37692307692)
["Y"]=>
int(300)
}
}
Output for 5.2.9 209.9201010101;210 (coef 0.9920101010101)219.8603030303;220 (coef 0.9940202020202)229.82060606061;230 (coef 0.9960303030303)239.80101010101;240 (coef 0.9980404040404)249.80151515152;250 (coef 1.0000505050505)259.82212121212;260 (coef 1.0020606060606)269.86282828283;270 (coef 1.0040707070707)279.92363636364;280 (coef 1.0060808080808)290.00454545455;290 (coef 1.0080909090909)300.10555555556;300 (coef 1.010101010101)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.9201010101)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(219.8603030303)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(229.82060606061)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(239.80101010101)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(249.80151515152)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(259.82212121212)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(269.86282828283)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.92363636364)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.00454545455)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(300.10555555556)
["Y"]=>
int(300)
}
}
Output for 5.2.8 206.88438596491;210 (coef 0.68843859649123)214.95315789474;220 (coef 0.80687719298246)224.20631578947;230 (coef 0.92531578947368)234.64385964912;240 (coef 1.0437543859649)246.26578947368;250 (coef 1.1621929824561)259.07210526316;260 (coef 1.2806315789474)273.06280701754;270 (coef 1.3990701754386)288.23789473684;280 (coef 1.5175087719298)304.59736842105;290 (coef 1.6359473684211)322.14122807018;300 (coef 1.7543859649123)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.88438596491)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.95315789474)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.20631578947)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.64385964912)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(246.26578947368)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(259.07210526316)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(273.06280701754)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(288.23789473684)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(304.59736842105)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(322.14122807018)
["Y"]=>
int(300)
}
}
Output for 5.2.6 206.76818181818;210 (coef 0.67681818181818)214.80454545455;220 (coef 0.80363636363636)224.10909090909;230 (coef 0.93045454545455)234.68181818182;240 (coef 1.0572727272727)246.52272727273;250 (coef 1.1840909090909)259.63181818182;260 (coef 1.3109090909091)274.00909090909;270 (coef 1.4377272727273)289.65454545455;280 (coef 1.5645454545455)306.56818181818;290 (coef 1.6913636363636)324.75;300 (coef 1.8181818181818)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.76818181818)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.80454545455)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.10909090909)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(234.68181818182)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(246.52272727273)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(259.63181818182)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(274.00909090909)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(289.65454545455)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(306.56818181818)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(324.75)
["Y"]=>
int(300)
}
}
Output for 5.2.5 209.4452688172;210 (coef 0.94452688172043)219.03580645161;220 (coef 0.95905376344086)228.77161290323;230 (coef 0.97358064516129)238.65268817204;240 (coef 0.98810752688172)248.67903225806;250 (coef 1.0026344086022)258.85064516129;260 (coef 1.0171612903226)269.16752688172;270 (coef 1.031688172043)279.62967741935;280 (coef 1.0462150537634)290.23709677419;290 (coef 1.0607419354839)300.98978494624;300 (coef 1.0752688172043)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.4452688172)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(219.03580645161)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(228.77161290323)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(238.65268817204)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(248.67903225806)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(258.85064516129)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(269.16752688172)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.62967741935)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.23709677419)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(300.98978494624)
["Y"]=>
int(300)
}
}
Output for 5.2.4 211.10727272727;210 (coef 1.1107272727273)221.95818181818;220 (coef 1.0850909090909)232.55272727273;230 (coef 1.0594545454545)242.89090909091;240 (coef 1.0338181818182)252.97272727273;250 (coef 1.0081818181818)262.79818181818;260 (coef 0.98254545454545)272.36727272727;270 (coef 0.95690909090909)281.68;280 (coef 0.93127272727273)290.73636363636;290 (coef 0.90563636363636)299.53636363636;300 (coef 0.88)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(211.10727272727)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(221.95818181818)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(232.55272727273)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(242.89090909091)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(252.97272727273)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(262.79818181818)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(272.36727272727)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(281.68)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.73636363636)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(299.53636363636)
["Y"]=>
int(300)
}
}
Output for 5.2.3 206.35765957447;210 (coef 0.63576595744681)214.3729787234;220 (coef 0.80153191489362)224.04595744681;230 (coef 0.96729787234043)235.37659574468;240 (coef 1.1330638297872)248.36489361702;250 (coef 1.298829787234)263.01085106383;260 (coef 1.4645957446809)279.31446808511;270 (coef 1.6303617021277)297.27574468085;280 (coef 1.7961276595745)316.89468085106;290 (coef 1.9618936170213)338.17127659574;300 (coef 2.1276595744681)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.35765957447)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.3729787234)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(224.04595744681)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(235.37659574468)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(248.36489361702)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(263.01085106383)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(279.31446808511)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(297.27574468085)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(316.89468085106)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(338.17127659574)
["Y"]=>
int(300)
}
}
Output for 5.2.1 208.97942528736;210 (coef 0.89794252873563)218.23827586207;220 (coef 0.92588505747126)227.77655172414;230 (coef 0.9538275862069)237.59425287356;240 (coef 0.98177011494253)247.69137931034;250 (coef 1.0097126436782)258.06793103448;260 (coef 1.0376551724138)268.72390804598;270 (coef 1.0655977011494)279.65931034483;280 (coef 1.0935402298851)290.87413793103;290 (coef 1.1214827586207)302.3683908046;300 (coef 1.1494252873563)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(208.97942528736)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(218.23827586207)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(227.77655172414)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(237.59425287356)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(247.69137931034)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(258.06793103448)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.72390804598)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.65931034483)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.87413793103)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(302.3683908046)
["Y"]=>
int(300)
}
}
Output for 5.1.5 209.2889010989;210 (coef 0.92889010989011)218.7667032967;220 (coef 0.94778021978022)228.43340659341;230 (coef 0.96667032967033)238.28901098901;240 (coef 0.98556043956044)248.33351648352;250 (coef 1.0044505494505)258.56692307692;260 (coef 1.0233406593407)268.98923076923;270 (coef 1.0422307692308)279.60043956044;280 (coef 1.0611208791209)290.40054945055;290 (coef 1.080010989011)301.38956043956;300 (coef 1.0989010989011)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(209.2889010989)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(218.7667032967)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(228.43340659341)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(238.28901098901)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(248.33351648352)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(258.56692307692)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(268.98923076923)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(279.60043956044)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(290.40054945055)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(301.38956043956)
["Y"]=>
int(300)
}
}
Output for 5.1.1 233.60333333333;210 (coef 3.3603333333333)263.77296296296;220 (coef 3.016962962963)290.50888888889;230 (coef 2.6735925925926)313.81111111111;240 (coef 2.3302222222222)333.67962962963;250 (coef 1.9868518518519)350.11444444444;260 (coef 1.6434814814815)363.11555555556;270 (coef 1.3001111111111)372.68296296296;280 (coef 0.95674074074074)378.81666666667;290 (coef 0.61337037037037)381.51666666667;300 (coef 0.27)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(233.60333333333)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(263.77296296296)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(290.50888888889)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(313.81111111111)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(333.67962962963)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(350.11444444444)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(363.11555555556)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(372.68296296296)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(378.81666666667)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(381.51666666667)
["Y"]=>
int(300)
}
}
Output for 5.1.0 206.0327027027;210 (coef 0.60327027027027)214.39810810811;220 (coef 0.83654054054054)225.09621621622;230 (coef 1.0698108108108)238.12702702703;240 (coef 1.3030810810811)253.49054054054;250 (coef 1.5363513513514)271.18675675676;260 (coef 1.7696216216216)291.21567567568;270 (coef 2.0028918918919)313.5772972973;280 (coef 2.2361621621622)338.27162162162;290 (coef 2.4694324324324)365.29864864865;300 (coef 2.7027027027027)array(11) {
[0]=>
object(Point)#2 (2) {
["X"]=>
int(200)
["Y"]=>
int(200)
}
[1]=>
object(Point)#3 (2) {
["X"]=>
float(206.0327027027)
["Y"]=>
int(210)
}
[2]=>
object(Point)#4 (2) {
["X"]=>
float(214.39810810811)
["Y"]=>
int(220)
}
[3]=>
object(Point)#5 (2) {
["X"]=>
float(225.09621621622)
["Y"]=>
int(230)
}
[4]=>
object(Point)#6 (2) {
["X"]=>
float(238.12702702703)
["Y"]=>
int(240)
}
[5]=>
object(Point)#7 (2) {
["X"]=>
float(253.49054054054)
["Y"]=>
int(250)
}
[6]=>
object(Point)#8 (2) {
["X"]=>
float(271.18675675676)
["Y"]=>
int(260)
}
[7]=>
object(Point)#9 (2) {
["X"]=>
float(291.21567567568)
["Y"]=>
int(270)
}
[8]=>
object(Point)#10 (2) {
["X"]=>
float(313.5772972973)
["Y"]=>
int(280)
}
[9]=>
object(Point)#11 (2) {
["X"]=>
float(338.27162162162)
["Y"]=>
int(290)
}
[10]=>
object(Point)#12 (2) {
["X"]=>
float(365.29864864865)
["Y"]=>
int(300)
}
}
Output for 4.4.2 - 4.4.9 Parse error: syntax error, unexpected T_STRING, expecting T_OLD_FUNCTION or T_FUNCTION or T_VAR or '}' in /in/81j3f on line 4
Process exited with code 255 . Output for 4.3.0 - 4.3.1 , 4.3.5 - 4.3.11 , 4.4.0 - 4.4.1 Parse error: parse error, unexpected T_STRING, expecting T_OLD_FUNCTION or T_FUNCTION or T_VAR or '}' in /in/81j3f on line 4
Process exited with code 255 . Output for 4.3.2 - 4.3.4 Parse error: parse error, expecting `T_OLD_FUNCTION' or `T_FUNCTION' or `T_VAR' or `'}'' in /in/81j3f on line 4
Process exited with code 255 .