//
// **************************************
// *       Gmsh Permeability file       *
// *     Created by ClusterPack app     *
// *          Andrew Tsiantis           *
// **************************************
//
SetFactory("OpenCASCADE");
rd=0.007885;

Mesh.Algorithm = 2;
Mesh.RecombinationAlgorithm = 0;
Mesh.RecombineAll = 1;
//Mesh.SubdivisionAlgorithm = 2;
Mesh.OptimizeNetgen = 1;
Mesh.Smoothing = 0;
Mesh.CharacteristicLengthFactor = 0.005;
sz1=0.1;
sz2=0.1;
Rectangle(1) = {0, 0, 0, 1, 1, 0};

Disk(2)={0.9633597,0.05815743,0,rd,rd};
Disk(3)={0.08442204,0.03042173,0,rd,rd};
Disk(4)={0.963338,0.02798159,0,rd,rd};
Disk(5)={0.05188039,0.1584188,0,rd,rd};
Disk(6)={0.2976096,0.06794777,0,rd,rd};
Disk(7)={0.2386896,0.962444,0,rd,rd};
Disk(8)={0.1891542,0.01271174,0,rd,rd};
Disk(9)={0.3077426,0.1481996,0,rd,rd};
Disk(10)={0.3537562,0.04930588,0,rd,rd};
Disk(11)={0.2957228,0.8915357,0,rd,rd};
Disk(12)={0.3977475,0.1122783,0,rd,rd};
Disk(13)={0.3821223,0.1204812,0,rd,rd};
Disk(14)={0.2796879,0.06705036,0,rd,rd};
Disk(15)={0.5638862,0.9579151,0,rd,rd};
Disk(16)={0.4182402,0.05219201,0,rd,rd};
Disk(17)={0.4738995,0.940729,0,rd,rd};
Disk(18)={0.6639381,0.9953672,0,rd,rd};
Disk(19)={0.6639381,-0.004632771,0,rd,rd};
Disk(20)={0.5185937,0.9858727,0,rd,rd};
Disk(21)={0.5007588,0.05921323,0,rd,rd};
Disk(22)={0.5519336,0.133686,0,rd,rd};
Disk(23)={0.474696,0.1745182,0,rd,rd};
Disk(24)={0.6944863,0.9631726,0,rd,rd};
Disk(25)={0.5996751,0.0672401,0,rd,rd};
Disk(26)={0.7705761,0.02326056,0,rd,rd};
Disk(27)={0.802014,0.1218308,0,rd,rd};
Disk(28)={0.7886686,0.03698959,0,rd,rd};
Disk(29)={0.7599767,0.9839907,0,rd,rd};
Disk(30)={0.797701,0.05531036,0,rd,rd};
Disk(31)={0.8667847,0.2380532,0,rd,rd};
Disk(32)={0.7585631,0.03768881,0,rd,rd};
Disk(33)={0.9416934,0.1375784,0,rd,rd};
Disk(34)={0.02073104,0.0608263,0,rd,rd};
Disk(35)={0.05982056,0.2637447,0,rd,rd};
Disk(36)={0.01950767,0.08372302,0,rd,rd};
Disk(37)={0.0598734,0.04280249,0,rd,rd};
Disk(38)={0.1526937,0.0276088,0,rd,rd};
Disk(39)={0.2475251,0.9162019,0,rd,rd};
Disk(40)={0.2863752,0.1868468,0,rd,rd};
Disk(41)={0.2203417,0.9871219,0,rd,rd};
Disk(42)={0.1749024,0.1532369,0,rd,rd};
Disk(43)={0.2745088,0.04943202,0,rd,rd};
Disk(44)={0.254721,0.07231845,0,rd,rd};
Disk(45)={0.2598349,0.0322714,0,rd,rd};
Disk(46)={0.3814447,0.1806311,0,rd,rd};
Disk(47)={0.3212338,0.1355621,0,rd,rd};
Disk(48)={0.3839954,0.04361353,0,rd,rd};
Disk(49)={0.4997565,0.008243244,0,rd,rd};
Disk(50)={0.5213145,0.9322627,0,rd,rd};
Disk(51)={0.7129677,0.02106002,0,rd,rd};
Disk(52)={0.6301053,0.05150301,0,rd,rd};
Disk(53)={0.5150932,0.1623996,0,rd,rd};
Disk(54)={0.6429662,0.1256694,0,rd,rd};
Disk(55)={0.6610802,0.1199379,0,rd,rd};
Disk(56)={0.66269,0.1010607,0,rd,rd};
Disk(57)={0.6209823,0.08804269,0,rd,rd};
Disk(58)={0.6908227,0.141904,0,rd,rd};
Disk(59)={0.648826,0.08245631,0,rd,rd};
Disk(60)={0.7928117,0.01043197,0,rd,rd};
Disk(61)={0.7531676,0.1340468,0,rd,rd};
Disk(62)={0.7782488,0.1329544,0,rd,rd};
Disk(63)={0.8171507,0.0569405,0,rd,rd};
Disk(64)={0.7833184,0.1955651,0,rd,rd};
Disk(65)={0.01278437,0.9819583,0,rd,rd};
Disk(66)={0.7358587,0.01040929,0,rd,rd};
Disk(67)={0.03870036,0.06167674,0,rd,rd};
Disk(68)={0.1450019,0.06297939,0,rd,rd};
Disk(69)={0.03336134,0.8642322,0,rd,rd};
Disk(70)={0.05541177,0.0754353,0,rd,rd};
Disk(71)={0.2667936,0.1128744,0,rd,rd};
Disk(72)={0.1292862,0.2129909,0,rd,rd};
Disk(73)={0.213446,0.1322436,0,rd,rd};
Disk(74)={0.221562,0.03402675,0,rd,rd};
Disk(75)={0.2542363,0.1827807,0,rd,rd};
Disk(76)={0.2085087,0.3500821,0,rd,rd};
Disk(77)={0.4241954,0.01821113,0,rd,rd};
Disk(78)={0.2878667,0.08366898,0,rd,rd};
Disk(79)={0.3570344,0.09894041,0,rd,rd};
Disk(80)={0.3675301,0.06487426,0,rd,rd};
Disk(81)={0.3088802,0.1675361,0,rd,rd};
Disk(82)={0.3168814,0.2472562,0,rd,rd};
Disk(83)={0.404036,0.8435453,0,rd,rd};
Disk(84)={0.74551,0.1504158,0,rd,rd};
Disk(85)={0.5420965,0.9848301,0,rd,rd};
Disk(86)={0.6188422,0.1406672,0,rd,rd};
Disk(87)={0.6248262,0.1205714,0,rd,rd};
Disk(88)={0.7115149,0.1093142,0,rd,rd};
Disk(89)={0.6964207,0.07536393,0,rd,rd};
Disk(90)={0.6818168,0.1037169,0,rd,rd};
Disk(91)={0.6765307,0.1299174,0,rd,rd};
Disk(92)={0.7561152,0.1671941,0,rd,rd};
Disk(93)={0.8341856,0.06433041,0,rd,rd};
Disk(94)={0.0180821,0.1269419,0,rd,rd};
Disk(95)={0.7897474,0.9726509,0,rd,rd};
Disk(96)={0.8190487,0.03934247,0,rd,rd};
Disk(97)={0.8693107,0.1500137,0,rd,rd};
Disk(98)={0.9501051,0.2809373,0,rd,rd};
Disk(99)={0.005106284,0.2179518,0,rd,rd};
Disk(100)={1.005106,0.2179518,0,rd,rd};
Disk(101)={0.9756374,0.1528196,0,rd,rd};
Disk(102)={0.1470266,0.1680633,0,rd,rd};
Disk(103)={0.06777833,0.06036295,0,rd,rd};
Disk(104)={0.2362163,0.153382,0,rd,rd};
Disk(105)={0.070225,0.3246553,0,rd,rd};
Disk(106)={0.2806508,0.1009843,0,rd,rd};
Disk(107)={0.3052415,0.1273263,0,rd,rd};
Disk(108)={0.366578,0.03496027,0,rd,rd};
Disk(109)={0.1722902,0.1706024,0,rd,rd};
Disk(110)={0.269518,0.08369194,0,rd,rd};
Disk(111)={0.3969227,0.0290933,0,rd,rd};
Disk(112)={0.2397302,0.03407347,0,rd,rd};
Disk(113)={0.4537779,0.2213966,0,rd,rd};
Disk(114)={0.536835,0.2183348,0,rd,rd};
Disk(115)={0.5226367,0.2556369,0,rd,rd};
Disk(116)={0.6285756,0.1626001,0,rd,rd};
Disk(117)={0.4668031,0.09192424,0,rd,rd};
Disk(118)={0.6575959,0.02750169,0,rd,rd};
Disk(119)={0.6005478,0.1462822,0,rd,rd};
Disk(120)={0.591076,0.1669955,0,rd,rd};
Disk(121)={0.8277406,0.1522921,0,rd,rd};
Disk(122)={0.7606871,0.2203551,0,rd,rd};
Disk(123)={0.590835,0.1288637,0,rd,rd};
Disk(124)={0.7044792,0.05754898,0,rd,rd};
Disk(125)={0.782509,0.2688482,0,rd,rd};
Disk(126)={0.6482967,0.01205288,0,rd,rd};
Disk(127)={0.9134446,0.1330121,0,rd,rd};
Disk(128)={0.8360803,0.2032395,0,rd,rd};
Disk(129)={0.9264413,0.2049966,0,rd,rd};
Disk(130)={0.917883,0.2492648,0,rd,rd};
Disk(131)={0.8147453,0.1942772,0,rd,rd};
Disk(132)={0.9915763,0.2262061,0,rd,rd};
Disk(133)={0.1562448,0.2158121,0,rd,rd};
Disk(134)={0.1582558,0.07575336,0,rd,rd};
Disk(135)={0.1381701,0.2450983,0,rd,rd};
Disk(136)={0.2352538,0.1351308,0,rd,rd};
Disk(137)={0.189284,0.0563016,0,rd,rd};
Disk(138)={0.3248627,0.1558297,0,rd,rd};
Disk(139)={0.09260352,0.9894555,0,rd,rd};
Disk(140)={0.2910531,0.1697645,0,rd,rd};
Disk(141)={0.4124185,0.1897259,0,rd,rd};
Disk(142)={0.3643721,0.1161504,0,rd,rd};
Disk(143)={0.2735523,0.2130972,0,rd,rd};
Disk(144)={0.3405124,0.1435886,0,rd,rd};
Disk(145)={0.4689105,0.2344125,0,rd,rd};
Disk(146)={0.4112722,0.2598143,0,rd,rd};
Disk(147)={0.4748788,0.1505602,0,rd,rd};
Disk(148)={0.5488687,0.1511898,0,rd,rd};
Disk(149)={0.5502717,0.2405337,0,rd,rd};
Disk(150)={0.4585244,0.1579387,0,rd,rd};
Disk(151)={0.6616861,0.06798971,0,rd,rd};
Disk(152)={0.5401784,0.172298,0,rd,rd};
Disk(153)={0.7376338,0.1661394,0,rd,rd};
Disk(154)={0.6141774,0.1046745,0,rd,rd};
Disk(155)={0.6355655,0.1940463,0,rd,rd};
Disk(156)={0.705218,0.1538302,0,rd,rd};
Disk(157)={0.6928384,0.120553,0,rd,rd};
Disk(158)={0.7814872,0.2136312,0,rd,rd};
Disk(159)={0.79777,0.3023506,0,rd,rd};
Disk(160)={0.9166636,0.1122231,0,rd,rd};
Disk(161)={0.009932135,0.234971,0,rd,rd};
Disk(162)={0.9392543,0.1080482,0,rd,rd};
Disk(163)={0.8501053,0.1888358,0,rd,rd};
Disk(164)={0.05101722,0.1298762,0,rd,rd};
Disk(165)={0.06825931,0.1505611,0,rd,rd};
Disk(166)={0.2545764,0.1425717,0,rd,rd};
Disk(167)={0.2694279,0.1331065,0,rd,rd};
Disk(168)={0.2694083,0.19448,0,rd,rd};
Disk(169)={0.321557,0.2254632,0,rd,rd};
Disk(170)={0.08405368,0.160338,0,rd,rd};
Disk(171)={0.1775518,0.2427723,0,rd,rd};
Disk(172)={0.3603762,0.1380769,0,rd,rd};
Disk(173)={0.3366867,0.2352922,0,rd,rd};
Disk(174)={0.4172203,0.1718876,0,rd,rd};
Disk(175)={0.3811297,0.2731498,0,rd,rd};
Disk(176)={0.3953609,0.245624,0,rd,rd};
Disk(177)={0.3729859,0.1994216,0,rd,rd};
Disk(178)={0.6338381,0.1025978,0,rd,rd};
Disk(179)={0.5085328,0.2408132,0,rd,rd};
Disk(180)={0.5800022,0.2193427,0,rd,rd};
Disk(181)={0.5753317,0.1562497,0,rd,rd};
Disk(182)={0.5600089,0.1682693,0,rd,rd};
Disk(183)={0.5265707,0.2352741,0,rd,rd};
Disk(184)={0.6186283,0.3231332,0,rd,rd};
Disk(185)={0.7314859,0.2483381,0,rd,rd};
Disk(186)={0.7026531,0.2453371,0,rd,rd};
Disk(187)={0.7361156,0.04870048,0,rd,rd};
Disk(188)={0.723577,0.1528725,0,rd,rd};
Disk(189)={0.7919367,0.2295022,0,rd,rd};
Disk(190)={0.8323918,0.1803102,0,rd,rd};
Disk(191)={0.9143944,0.928418,0,rd,rd};
Disk(192)={0.9326857,0.2785471,0,rd,rd};
Disk(193)={0.8523747,0.2119299,0,rd,rd};
Disk(194)={0.9177037,0.3125909,0,rd,rd};
Disk(195)={0.1367887,0.07956515,0,rd,rd};
Disk(196)={0.0162125,0.1895377,0,rd,rd};
Disk(197)={0.02295926,0.1083517,0,rd,rd};
Disk(198)={0.106468,0.1541845,0,rd,rd};
Disk(199)={0.2369508,0.1870951,0,rd,rd};
Disk(200)={0.305013,0.2190395,0,rd,rd};
Disk(201)={0.2718245,0.1759469,0,rd,rd};
Disk(202)={0.1913409,0.1657088,0,rd,rd};
Disk(203)={0.205698,0.3871522,0,rd,rd};
Disk(204)={0.2715504,0.257061,0,rd,rd};
Disk(205)={0.4502254,0.1943945,0,rd,rd};
Disk(206)={0.3403327,0.2133895,0,rd,rd};
Disk(207)={0.5215712,0.205809,0,rd,rd};
Disk(208)={0.2534749,0.1647223,0,rd,rd};
Disk(209)={0.4572026,0.1764717,0,rd,rd};
Disk(210)={0.4671949,0.3316829,0,rd,rd};
Disk(211)={0.5148963,0.2723831,0,rd,rd};
Disk(212)={0.4931868,0.1382342,0,rd,rd};
Disk(213)={0.4760655,0.1319994,0,rd,rd};
Disk(214)={0.4504178,0.337526,0,rd,rd};
Disk(215)={0.5532153,0.2783299,0,rd,rd};
Disk(216)={0.6529969,0.2077704,0,rd,rd};
Disk(217)={0.7089633,0.4027934,0,rd,rd};
Disk(218)={0.6193424,0.2035694,0,rd,rd};
Disk(219)={0.6355138,0.2659284,0,rd,rd};
Disk(220)={0.8216662,0.130293,0,rd,rd};
Disk(221)={0.7986104,0.1855781,0,rd,rd};
Disk(222)={0.7164923,0.2595095,0,rd,rd};
Disk(223)={0.8879585,0.2347842,0,rd,rd};
Disk(224)={0.7373996,0.2307699,0,rd,rd};
Disk(225)={0.9527107,0.2998438,0,rd,rd};
Disk(226)={0.9077513,0.2252546,0,rd,rd};
Disk(227)={0.0338599,0.3483985,0,rd,rd};
Disk(228)={0.1976316,0.3669993,0,rd,rd};
Disk(229)={0.01011911,0.255805,0,rd,rd};
Disk(230)={0.03698868,0.3126406,0,rd,rd};
Disk(231)={0.248882,0.3847842,0,rd,rd};
Disk(232)={0.1897075,0.3478788,0,rd,rd};
Disk(233)={0.1551147,0.4124967,0,rd,rd};
Disk(234)={0.2190703,0.3730209,0,rd,rd};
Disk(235)={0.1038324,0.4088072,0,rd,rd};
Disk(236)={0.1519131,0.2655416,0,rd,rd};
Disk(237)={0.2908966,0.2064833,0,rd,rd};
Disk(238)={0.3621826,0.2813838,0,rd,rd};
Disk(239)={0.2926445,0.2661332,0,rd,rd};
Disk(240)={0.4889841,0.2698525,0,rd,rd};
Disk(241)={0.3022472,0.2373535,0,rd,rd};
Disk(242)={0.5179223,0.2902617,0,rd,rd};
Disk(243)={0.6126491,0.2780961,0,rd,rd};
Disk(244)={0.5035496,0.1959808,0,rd,rd};
Disk(245)={0.6294382,0.2459819,0,rd,rd};
Disk(246)={0.6109718,0.1612226,0,rd,rd};
Disk(247)={0.6692985,0.3934616,0,rd,rd};
Disk(248)={0.679885,0.2210461,0,rd,rd};
Disk(249)={0.7601715,0.2687645,0,rd,rd};
Disk(250)={0.7762291,0.2870564,0,rd,rd};
Disk(251)={0.693841,0.3157163,0,rd,rd};
Disk(252)={0.700991,0.2972185,0,rd,rd};
Disk(253)={0.8818,0.273041,0,rd,rd};
Disk(254)={0.718389,0.2351582,0,rd,rd};
Disk(255)={0.8072445,0.349431,0,rd,rd};
Disk(256)={0.9060456,0.26494,0,rd,rd};
Disk(257)={0.8118914,0.171468,0,rd,rd};
Disk(258)={0.02802872,0.2502303,0,rd,rd};
Disk(259)={0.8977067,0.2869153,0,rd,rd};
Disk(260)={0.1581584,0.393662,0,rd,rd};
Disk(261)={0.256812,0.2211562,0,rd,rd};
Disk(262)={0.1343479,0.1929475,0,rd,rd};
Disk(263)={0.1785583,0.2624692,0,rd,rd};
Disk(264)={0.1141285,0.4501652,0,rd,rd};
Disk(265)={0.2998802,0.1092504,0,rd,rd};
Disk(266)={0.162728,0.283103,0,rd,rd};
Disk(267)={0.3056622,0.1867717,0,rd,rd};
Disk(268)={0.3397172,0.3869865,0,rd,rd};
Disk(269)={0.2876762,0.2237946,0,rd,rd};
Disk(270)={0.3071789,0.3808164,0,rd,rd};
Disk(271)={0.3757081,0.2939987,0,rd,rd};
Disk(272)={0.3542818,0.2290632,0,rd,rd};
Disk(273)={0.4122989,0.2294695,0,rd,rd};
Disk(274)={0.5508658,0.2069431,0,rd,rd};
Disk(275)={0.4980425,0.2136433,0,rd,rd};
Disk(276)={0.5698245,0.1374273,0,rd,rd};
Disk(277)={0.5291258,0.1885282,0,rd,rd};
Disk(278)={0.699312,0.2638859,0,rd,rd};
Disk(279)={0.5926954,0.2319165,0,rd,rd};
Disk(280)={0.5401289,0.2598592,0,rd,rd};
Disk(281)={0.8466811,0.4013953,0,rd,rd};
Disk(282)={0.6105583,0.2302285,0,rd,rd};
Disk(283)={0.7852011,0.3233839,0,rd,rd};
Disk(284)={0.7335243,0.2673825,0,rd,rd};
Disk(285)={0.7003233,0.09394731,0,rd,rd};
Disk(286)={0.7474465,0.2840998,0,rd,rd};
Disk(287)={0.8662874,0.3773673,0,rd,rd};
Disk(288)={0.5800447,0.2482276,0,rd,rd};
Disk(289)={0.9239233,0.3391413,0,rd,rd};
Disk(290)={0.8821626,0.2538858,0,rd,rd};
Disk(291)={0.1011508,0.3780051,0,rd,rd};
Disk(292)={0.140846,0.3125218,0,rd,rd};
Disk(293)={0.1163974,0.3638523,0,rd,rd};
Disk(294)={0.09085609,0.4719113,0,rd,rd};
Disk(295)={0.1242734,0.2980011,0,rd,rd};
Disk(296)={0.2379757,0.3677274,0,rd,rd};
Disk(297)={0.008074809,0.2907067,0,rd,rd};
Disk(298)={0.231688,0.3503788,0,rd,rd};
Disk(299)={0.2816705,0.3337819,0,rd,rd};
Disk(300)={0.2739076,0.1514706,0,rd,rd};
Disk(301)={0.3555713,0.2041402,0,rd,rd};
Disk(302)={0.5072815,0.5272934,0,rd,rd};
Disk(303)={0.5128793,0.2232855,0,rd,rd};
Disk(304)={0.4700861,0.1925911,0,rd,rd};
Disk(305)={0.5022762,0.1776168,0,rd,rd};
Disk(306)={0.4289937,0.2554981,0,rd,rd};
Disk(307)={0.4007597,0.1309605,0,rd,rd};
Disk(308)={0.6183386,0.1813329,0,rd,rd};
Disk(309)={0.5335742,0.3861988,0,rd,rd};
Disk(310)={0.5508692,0.1868372,0,rd,rd};
Disk(311)={0.6290988,0.4533908,0,rd,rd};
Disk(312)={0.6860089,0.423769,0,rd,rd};
Disk(313)={0.6719763,0.2980244,0,rd,rd};
Disk(314)={0.6522864,0.2712713,0,rd,rd};
Disk(315)={0.7578359,0.3444967,0,rd,rd};
Disk(316)={0.6853897,0.2498727,0,rd,rd};
Disk(317)={0.6868421,0.3826928,0,rd,rd};
Disk(318)={0.9341398,0.3005244,0,rd,rd};
Disk(319)={0.7975802,0.4355253,0,rd,rd};
Disk(320)={0.9442441,0.1993459,0,rd,rd};
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Disk(964)={0.8866911,0.8900679,0,rd,rd};
Disk(965)={0.8007271,0.8424793,0,rd,rd};
Disk(966)={0.921201,0.8365965,0,rd,rd};
Disk(967)={0.864028,0.9377777,0,rd,rd};
Disk(968)={0.002350637,0.7914394,0,rd,rd};
Disk(969)={1.002351,0.7914394,0,rd,rd};
Disk(970)={0.04482605,0.8167967,0,rd,rd};
Disk(971)={0.8995486,0.9588575,0,rd,rd};
Disk(972)={0.233689,0.8399357,0,rd,rd};
Disk(973)={0.364783,0.9052781,0,rd,rd};
Disk(974)={0.1483706,0.9666959,0,rd,rd};
Disk(975)={0.1960113,0.8316296,0,rd,rd};
Disk(976)={0.1605524,0.846117,0,rd,rd};
Disk(977)={0.2758601,0.9022113,0,rd,rd};
Disk(978)={0.2816816,0.8587836,0,rd,rd};
Disk(979)={0.3214306,0.8921227,0,rd,rd};
Disk(980)={0.2225358,0.8946077,0,rd,rd};
Disk(981)={0.300987,0.9279081,0,rd,rd};
Disk(982)={0.3770499,0.8359533,0,rd,rd};
Disk(983)={0.4022801,0.9176061,0,rd,rd};
Disk(984)={0.3800952,0.02346015,0,rd,rd};
Disk(985)={0.4825467,0.01481272,0,rd,rd};
Disk(986)={0.3809864,0.8088811,0,rd,rd};
Disk(987)={0.4991853,0.8552982,0,rd,rd};
Disk(988)={0.6385326,0.9147292,0,rd,rd};
Disk(989)={0.6474754,0.8810275,0,rd,rd};
Disk(990)={0.5189576,0.9514405,0,rd,rd};
Disk(991)={0.63138,0.003554583,0,rd,rd};
Disk(992)={0.63138,1.003555,0,rd,rd};
Disk(993)={0.6426217,0.03910971,0,rd,rd};
Disk(994)={0.5993757,0.9179475,0,rd,rd};
Disk(995)={0.7410864,0.9792511,0,rd,rd};
Disk(996)={0.5838,0.9611,0,rd,rd};
Disk(997)={0.7654315,0.9100221,0,rd,rd};
Disk(998)={0.7845903,0.9248082,0,rd,rd};
Disk(999)={0.7787258,0.9474499,0,rd,rd};
Disk(1000)={0.9039111,0.8326303,0,rd,rd};
Disk(1001)={0.9050716,0.8504586,0,rd,rd};
Disk(1002)={0.9128189,0.8993193,0,rd,rd};
Disk(1003)={0.9748077,0.9324748,0,rd,rd};
Disk(1004)={0.2608277,0.8873132,0,rd,rd};
Disk(1005)={0.2097428,0.8522349,0,rd,rd};
Disk(1006)={0.04952557,0.9436403,0,rd,rd};
Disk(1007)={0.07598579,0.9545029,0,rd,rd};
Disk(1008)={0.1875768,0.8658882,0,rd,rd};
Disk(1009)={0.311423,0.9073135,0,rd,rd};
Disk(1010)={0.199288,0.9154629,0,rd,rd};
Disk(1011)={0.2269943,0.8608432,0,rd,rd};
Disk(1012)={0.2801108,0.8311005,0,rd,rd};
Disk(1013)={0.4281996,0.9909227,0,rd,rd};
Disk(1014)={0.419992,0.1159718,0,rd,rd};
Disk(1015)={0.5922389,0.979202,0,rd,rd};
Disk(1016)={0.3948362,0.9677502,0,rd,rd};
Disk(1017)={0.4851598,0.9632487,0,rd,rd};
Disk(1018)={0.4371454,0.9103466,0,rd,rd};
Disk(1019)={0.5012996,0.8095536,0,rd,rd};
Disk(1020)={0.4813366,0.8275564,0,rd,rd};
Disk(1021)={0.7235844,0.865975,0,rd,rd};
Disk(1022)={0.4872879,0.1154529,0,rd,rd};
Disk(1023)={0.6230389,0.9516842,0,rd,rd};
Disk(1024)={0.6570999,0.9017432,0,rd,rd};
Disk(1025)={0.7517986,0.02067423,0,rd,rd};
Disk(1026)={0.781865,0.06648564,0,rd,rd};
Disk(1027)={0.8677337,0.1870882,0,rd,rd};
Disk(1028)={0.8061846,0.9380459,0,rd,rd};
Disk(1029)={0.7330663,0.8489783,0,rd,rd};
Disk(1030)={0.8571568,0.8530307,0,rd,rd};
Disk(1031)={0.8820513,0.9079428,0,rd,rd};
Disk(1032)={0.7673813,0.8316126,0,rd,rd};
Disk(1033)={0.9333389,0.927072,0,rd,rd};
Disk(1034)={0.8015346,0.9129981,0,rd,rd};
BooleanDifference{ Surface{1}; Delete; }{ Surface{2};Surface{3};Surface{4};Surface{5};Surface{6};Surface{7};Surface{8};Surface{9};Surface{10};Surface{11};Surface{12};Surface{13};Surface{14};Surface{15};Surface{16};Surface{17};Surface{18};Surface{19};Surface{20};Surface{21};Surface{22};Surface{23};Surface{24};Surface{25};Surface{26};Surface{27};Surface{28};Surface{29};Surface{30};Surface{31};Surface{32};Surface{33};Surface{34};Surface{35};Surface{36};Surface{37};Surface{38};Surface{39};Surface{40};Surface{41};Surface{42};Surface{43};Surface{44};Surface{45};Surface{46};Surface{47};Surface{48};Surface{49};Surface{50};Surface{51};Surface{52};Surface{53};Surface{54};Surface{55};Surface{56};Surface{57};Surface{58};Surface{59};Surface{60};Surface{61};Surface{62};Surface{63};Surface{64};Surface{65};Surface{66};Surface{67};Surface{68};Surface{69};Surface{70};Surface{71};Surface{72};Surface{73};Surface{74};Surface{75};Surface{76};Surface{77};Surface{78};Surface{79};Surface{80};Surface{81};Surface{82};Surface{83};Surface{84};Surface{85};Surface{86};Surface{87};Surface{88};Surface{89};Surface{90};Surface{91};Surface{92};Surface{93};Surface{94};Surface{95};Surface{96};Surface{97};Surface{98};Surface{99};Surface{100};Surface{101};Surface{102};Surface{103};Surface{104};Surface{105};Surface{106};Surface{107};Surface{108};Surface{109};Surface{110};Surface{111};Surface{112};Surface{113};Surface{114};Surface{115};Surface{116};Surface{117};Surface{118};Surface{119};Surface{120};Surface{121};Surface{122};Surface{123};Surface{124};Surface{125};Surface{126};Surface{127};Surface{128};Surface{129};Surface{130};Surface{131};Surface{132};Surface{133};Surface{134};Surface{135};Surface{136};Surface{137};Surface{138};Surface{139};Surface{140};Surface{141};Surface{142};Surface{143};Surface{144};Surface{145};Surface{146};Surface{147};Surface{148};Surface{149};Surface{150};Surface{151};Surface{152};Surface{153};Surface{154};Surface{155};Surface{156};Surface{157};Surface{158};Surface{159};Surface{160};Surface{161};Surface{162};Surface{163};Surface{164};Surface{165};Surface{166};Surface{167};Surface{168};Surface{169};Surface{170};Surface{171};Surface{172};Surface{173};Surface{174};Surface{175};Surface{176};Surface{177};Surface{178};Surface{179};Surface{180};Surface{181};Surface{182};Surface{183};Surface{184};Surface{185};Surface{186};Surface{187};Surface{188};Surface{189};Surface{190};Surface{191};Surface{192};Surface{193};Surface{194};Surface{195};Surface{196};Surface{197};Surface{198};Surface{199};Surface{200};Surface{201};Surface{202};Surface{203};Surface{204};Surface{205};Surface{206};Surface{207};Surface{208};Surface{209};Surface{210};Surface{211};Surface{212};Surface{213};Surface{214};Surface{215};Surface{216};Surface{217};Surface{218};Surface{219};Surface{220};Surface{221};Surface{222};Surface{223};Surface{224};Surface{225};Surface{226};Surface{227};Surface{228};Surface{229};Surface{230};Surface{231};Surface{232};Surface{233};Surface{234};Surface{235};Surface{236};Surface{237};Surface{238};Surface{239};Surface{240};Surface{241};Surface{242};Surface{243};Surface{244};Surface{245};Surface{246};Surface{247};Surface{248};Surface{249};Surface{250};Surface{251};Surface{252};Surface{253};Surface{254};Surface{255};Surface{256};Surface{257};Surface{258};Surface{259};Surface{260};Surface{261};Surface{262};Surface{263};Surface{264};Surface{265};Surface{266};Surface{267};Surface{268};Surface{269};Surface{270};Surface{271};Surface{272};Surface{273};Surface{274};Surface{275};Surface{276};Surface{277};Surface{278};Surface{279};Surface{280};Surface{281};Surface{282};Surface{283};Surface{284};Surface{285};Surface{286};Surface{287};Surface{288};Surface{289};Surface{290};Surface{291};Surface{292};Surface{293};Surface{294};Surface{295};Surface{296};Surface{297};Surface{298};Surface{299};Surface{300};Surface{301};Surface{302};Surface{303};Surface{304};Surface{305};Surface{306};Surface{307};Surface{308};Surface{309};Surface{310};Surface{311};Surface{312};Surface{313};Surface{314};Surface{315};Surface{316};Surface{317};Surface{318};Surface{319};Surface{320};Surface{321};Surface{322};Surface{323};Surface{324};Surface{325};Surface{326};Surface{327};Surface{328};Surface{329};Surface{330};Surface{331};Surface{332};Surface{333};Surface{334};Surface{335};Surface{336};Surface{337};Surface{338};Surface{339};Surface{340};Surface{341};Surface{342};Surface{343};Surface{344};Surface{345};Surface{346};Surface{347};Surface{348};Surface{349};Surface{350};Surface{351};Surface{352};Surface{353};Surface{354};Surface{355};Surface{356};Surface{357};Surface{358};Surface{359};Surface{360};Surface{361};Surface{362};Surface{363};Surface{364};Surface{365};Surface{366};Surface{367};Surface{368};Surface{369};Surface{370};Surface{371};Surface{372};Surface{373};Surface{374};Surface{375};Surface{376};Surface{377};Surface{378};Surface{379};Surface{380};Surface{381};Surface{382};Surface{383};Surface{384};Surface{385};Surface{386};Surface{387};Surface{388};Surface{389};Surface{390};Surface{391};Surface{392};Surface{393};Surface{394};Surface{395};Surface{396};Surface{397};Surface{398};Surface{399};Surface{400};Surface{401};Surface{402};Surface{403};Surface{404};Surface{405};Surface{406};Surface{407};Surface{408};Surface{409};Surface{410};Surface{411};Surface{412};Surface{413};Surface{414};Surface{415};Surface{416};Surface{417};Surface{418};Surface{419};Surface{420};Surface{421};Surface{422};Surface{423};Surface{424};Surface{425};Surface{426};Surface{427};Surface{428};Surface{429};Surface{430};Surface{431};Surface{432};Surface{433};Surface{434};Surface{435};Surface{436};Surface{437};Surface{438};Surface{439};Surface{440};Surface{441};Surface{442};Surface{443};Surface{444};Surface{445};Surface{446};Surface{447};Surface{448};Surface{449};Surface{450};Surface{451};Surface{452};Surface{453};Surface{454};Surface{455};Surface{456};Surface{457};Surface{458};Surface{459};Surface{460};Surface{461};Surface{462};Surface{463};Surface{464};Surface{465};Surface{466};Surface{467};Surface{468};Surface{469};Surface{470};Surface{471};Surface{472};Surface{473};Surface{474};Surface{475};Surface{476};Surface{477};Surface{478};Surface{479};Surface{480};Surface{481};Surface{482};Surface{483};Surface{484};Surface{485};Surface{486};Surface{487};Surface{488};Surface{489};Surface{490};Surface{491};Surface{492};Surface{493};Surface{494};Surface{495};Surface{496};Surface{497};Surface{498};Surface{499};Surface{500};Surface{501};Surface{502};Surface{503};Surface{504};Surface{505};Surface{506};Surface{507};Surface{508};Surface{509};Surface{510};Surface{511};Surface{512};Surface{513};Surface{514};Surface{515};Surface{516};Surface{517};Surface{518};Surface{519};Surface{520};Surface{521};Surface{522};Surface{523};Surface{524};Surface{525};Surface{526};Surface{527};Surface{528};Surface{529};Surface{530};Surface{531};Surface{532};Surface{533};Surface{534};Surface{535};Surface{536};Surface{537};Surface{538};Surface{539};Surface{540};Surface{541};Surface{542};Surface{543};Surface{544};Surface{545};Surface{546};Surface{547};Surface{548};Surface{549};Surface{550};Surface{551};Surface{552};Surface{553};Surface{554};Surface{555};Surface{556};Surface{557};Surface{558};Surface{559};Surface{560};Surface{561};Surface{562};Surface{563};Surface{564};Surface{565};Surface{566};Surface{567};Surface{568};Surface{569};Surface{570};Surface{571};Surface{572};Surface{573};Surface{574};Surface{575};Surface{576};Surface{577};Surface{578};Surface{579};Surface{580};Surface{581};Surface{582};Surface{583};Surface{584};Surface{585};Surface{586};Surface{587};Surface{588};Surface{589};Surface{590};Surface{591};Surface{592};Surface{593};Surface{594};Surface{595};Surface{596};Surface{597};Surface{598};Surface{599};Surface{600};Surface{601};Surface{602};Surface{603};Surface{604};Surface{605};Surface{606};Surface{607};Surface{608};Surface{609};Surface{610};Surface{611};Surface{612};Surface{613};Surface{614};Surface{615};Surface{616};Surface{617};Surface{618};Surface{619};Surface{620};Surface{621};Surface{622};Surface{623};Surface{624};Surface{625};Surface{626};Surface{627};Surface{628};Surface{629};Surface{630};Surface{631};Surface{632};Surface{633};Surface{634};Surface{635};Surface{636};Surface{637};Surface{638};Surface{639};Surface{640};Surface{641};Surface{642};Surface{643};Surface{644};Surface{645};Surface{646};Surface{647};Surface{648};Surface{649};Surface{650};Surface{651};Surface{652};Surface{653};Surface{654};Surface{655};Surface{656};Surface{657};Surface{658};Surface{659};Surface{660};Surface{661};Surface{662};Surface{663};Surface{664};Surface{665};Surface{666};Surface{667};Surface{668};Surface{669};Surface{670};Surface{671};Surface{672};Surface{673};Surface{674};Surface{675};Surface{676};Surface{677};Surface{678};Surface{679};Surface{680};Surface{681};Surface{682};Surface{683};Surface{684};Surface{685};Surface{686};Surface{687};Surface{688};Surface{689};Surface{690};Surface{691};Surface{692};Surface{693};Surface{694};Surface{695};Surface{696};Surface{697};Surface{698};Surface{699};Surface{700};Surface{701};Surface{702};Surface{703};Surface{704};Surface{705};Surface{706};Surface{707};Surface{708};Surface{709};Surface{710};Surface{711};Surface{712};Surface{713};Surface{714};Surface{715};Surface{716};Surface{717};Surface{718};Surface{719};Surface{720};Surface{721};Surface{722};Surface{723};Surface{724};Surface{725};Surface{726};Surface{727};Surface{728};Surface{729};Surface{730};Surface{731};Surface{732};Surface{733};Surface{734};Surface{735};Surface{736};Surface{737};Surface{738};Surface{739};Surface{740};Surface{741};Surface{742};Surface{743};Surface{744};Surface{745};Surface{746};Surface{747};Surface{748};Surface{749};Surface{750};Surface{751};Surface{752};Surface{753};Surface{754};Surface{755};Surface{756};Surface{757};Surface{758};Surface{759};Surface{760};Surface{761};Surface{762};Surface{763};Surface{764};Surface{765};Surface{766};Surface{767};Surface{768};Surface{769};Surface{770};Surface{771};Surface{772};Surface{773};Surface{774};Surface{775};Surface{776};Surface{777};Surface{778};Surface{779};Surface{780};Surface{781};Surface{782};Surface{783};Surface{784};Surface{785};Surface{786};Surface{787};Surface{788};Surface{789};Surface{790};Surface{791};Surface{792};Surface{793};Surface{794};Surface{795};Surface{796};Surface{797};Surface{798};Surface{799};Surface{800};Surface{801};Surface{802};Surface{803};Surface{804};Surface{805};Surface{806};Surface{807};Surface{808};Surface{809};Surface{810};Surface{811};Surface{812};Surface{813};Surface{814};Surface{815};Surface{816};Surface{817};Surface{818};Surface{819};Surface{820};Surface{821};Surface{822};Surface{823};Surface{824};Surface{825};Surface{826};Surface{827};Surface{828};Surface{829};Surface{830};Surface{831};Surface{832};Surface{833};Surface{834};Surface{835};Surface{836};Surface{837};Surface{838};Surface{839};Surface{840};Surface{841};Surface{842};Surface{843};Surface{844};Surface{845};Surface{846};Surface{847};Surface{848};Surface{849};Surface{850};Surface{851};Surface{852};Surface{853};Surface{854};Surface{855};Surface{856};Surface{857};Surface{858};Surface{859};Surface{860};Surface{861};Surface{862};Surface{863};Surface{864};Surface{865};Surface{866};Surface{867};Surface{868};Surface{869};Surface{870};Surface{871};Surface{872};Surface{873};Surface{874};Surface{875};Surface{876};Surface{877};Surface{878};Surface{879};Surface{880};Surface{881};Surface{882};Surface{883};Surface{884};Surface{885};Surface{886};Surface{887};Surface{888};Surface{889};Surface{890};Surface{891};Surface{892};Surface{893};Surface{894};Surface{895};Surface{896};Surface{897};Surface{898};Surface{899};Surface{900};Surface{901};Surface{902};Surface{903};Surface{904};Surface{905};Surface{906};Surface{907};Surface{908};Surface{909};Surface{910};Surface{911};Surface{912};Surface{913};Surface{914};Surface{915};Surface{916};Surface{917};Surface{918};Surface{919};Surface{920};Surface{921};Surface{922};Surface{923};Surface{924};Surface{925};Surface{926};Surface{927};Surface{928};Surface{929};Surface{930};Surface{931};Surface{932};Surface{933};Surface{934};Surface{935};Surface{936};Surface{937};Surface{938};Surface{939};Surface{940};Surface{941};Surface{942};Surface{943};Surface{944};Surface{945};Surface{946};Surface{947};Surface{948};Surface{949};Surface{950};Surface{951};Surface{952};Surface{953};Surface{954};Surface{955};Surface{956};Surface{957};Surface{958};Surface{959};Surface{960};Surface{961};Surface{962};Surface{963};Surface{964};Surface{965};Surface{966};Surface{967};Surface{968};Surface{969};Surface{970};Surface{971};Surface{972};Surface{973};Surface{974};Surface{975};Surface{976};Surface{977};Surface{978};Surface{979};Surface{980};Surface{981};Surface{982};Surface{983};Surface{984};Surface{985};Surface{986};Surface{987};Surface{988};Surface{989};Surface{990};Surface{991};Surface{992};Surface{993};Surface{994};Surface{995};Surface{996};Surface{997};Surface{998};Surface{999};Surface{1000};Surface{1001};Surface{1002};Surface{1003};Surface{1004};Surface{1005};Surface{1006};Surface{1007};Surface{1008};Surface{1009};Surface{1010};Surface{1011};Surface{1012};Surface{1013};Surface{1014};Surface{1015};Surface{1016};Surface{1017};Surface{1018};Surface{1019};Surface{1020};Surface{1021};Surface{1022};Surface{1023};Surface{1024};Surface{1025};Surface{1026};Surface{1027};Surface{1028};Surface{1029};Surface{1030};Surface{1031};Surface{1032};Surface{1033};Surface{1034};Delete; }

s_v[]=Extrude {0, 0, 0.1} {
  Surface{1}; Layers{1}; Recombine;
};

all_s[]=Surface "*";

t[] = Surface In BoundingBox {-0.0001, 0.99999, -0.001, 1.0001, 1.1, 0.101};
bt[] = Surface In BoundingBox {-0.0001, -0.0001, -0.001, 1.0001, 0.0001, 0.101};
l[] = Surface In BoundingBox {-0.0001, -0.0001, -0.001, 0.0001, 1.1, 0.101};
r[] = Surface In BoundingBox {0.9999, -0.0001, -0.001, 1.0001, 1.1, 0.101};
b[] = Surface In BoundingBox {-0.0001, -0.0001, -0.0001, 1.0001, 1.1, 0.0001};
f[] = Surface In BoundingBox {-0.0001, -0.0001, 0.0999, 1.0001, 1.0001, 0.101};

i[]=all_s[];
i[]-=t[];
i[]-=bt[];
i[]-=l[];
i[]-=r[];
i[]-=b[];
i[]-=f[];
Physical Volume("vol") = {s_v[1]};
Physical Surface ("top_of2")=t[];
Physical Surface("bottom_of2") = bt[];
Physical Surface("left_of2") = l[];
Physical Surface("right_of2") = r[];
Physical Surface("back_of2") = b[];
Physical Surface("front_of2") = f[];
Physical Surface("int_of2") = i[];
//Mesh 3;
//Save 'test.msh';

