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cellTemplate.hoc
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// Model of anatomically reconstructed CA1 neuron
// anatomical structure was taken from NeuroMorpho.Org database
// available at http://neuromorpho.org/neuroMorpho/neuron_info.jsp?neuron_name=ca1a
// Neuron's NeuroMorpho.Org ID : NMO_00927
// Tree modifications were made:
// <connect axon(0), dend[13](1)> was changed to <connect axon(0), soma(0)>, so that axons starts from soma not from dendrite
// axonal, somatic and dendritic diameters were changed
// Channel NMODL files were taken from (Traub et al. J Neurophysiol. 2003)
// Tree Legend:
// dend(0)..dend(48) are basal
// dend(188)..dend(194) are basal
// dend(49)..dend(187) are apical
// Implemented by Nikita Vladimirov <nikita.vladimirov@gmail.com>
begintemplate pyramidal
public init, topol, basic_shape, subsets, geom, biophys, geom_nseg
public x, y, z, gid, position, setgid
public soma, dend, axon, all, somatic, dendritic, axonal
proc init() {
topol()
subsets()
geom()
biophys()
geom_nseg()
x = y = z = 0 // only change via position()
}
create soma, dend[195], axon[271]
proc topol() { local i
connect dend(0), soma(1) //most basal dendrites connect via this
for i = 1, 3 connect dend[i](0), dend[i-1](1)
connect dend[4](0), dend[2](1)
for i = 5, 6 connect dend[i](0), dend[i-1](1)
connect dend[7](0), dend[5](1)
connect dend[8](0), dend[4](1)
for i = 9, 10 connect dend[i](0), dend[8](1)
connect dend[11](0), dend[1](1)
connect dend[12](0), dend(1)
for i = 13, 16 connect dend[i](0), dend[i-1](1)
for i = 17, 18 connect dend[i](0), dend[15](1)
connect dend[19](0), dend[14](1)
connect dend[20](0), dend[12](1)
for i = 21, 22 connect dend[i](0), dend[i-1](1)
connect dend[23](0), dend[21](1)
for i = 24, 26 connect dend[i](0), dend[i-1](1)
connect dend[27](0), dend[25](1)
connect dend[28](0), dend[24](1)
for i = 29, 30 connect dend[i](0), dend[28](1)
for i = 31, 32 connect dend[i](0), dend[30](1)
connect dend[33](0), dend[23](1)
connect dend[34](0), dend[20](1)
for i = 35, 38 connect dend[i](0), dend[i-1](1)
connect dend[39](0), dend[37](1)
for i = 40, 41 connect dend[i](0), dend[39](1)
connect dend[42](0), dend[36](1)
connect dend[43](0), dend[35](1)
connect dend[44](0), dend[34](1)
for i = 45, 46 connect dend[i](0), dend[i-1](1)
connect dend[47](0), dend[45](1)
connect dend[48](0), dend[44](1)
connect dend[49](0), soma(0) //apical dend connect via this
for i = 50, 53 connect dend[i](0), dend[i-1](1)
connect dend[54](0), dend[52](1)
for i = 55, 56 connect dend[i](0), dend[i-1](1)
connect dend[57](0), dend[55](1)
connect dend[58](0), dend[54](1)
connect dend[59](0), dend[51](1)
for i = 60, 61 connect dend[i](0), dend[59](1)
connect dend[62](0), dend[50](1)
for i = 63, 64 connect dend[i](0), dend[62](1)
for i = 65, 66 connect dend[i](0), dend[64](1)
for i = 67, 68 connect dend[i](0), dend[66](1)
connect dend[69](0), dend[49](1)
for i = 70, 72 connect dend[i](0), dend[i-1](1)
connect dend[73](0), dend[71](1)
for i = 74, 75 connect dend[i](0), dend[73](1)
for i = 76, 79 connect dend[i](0), dend[i-1](1)
connect dend[80](0), dend[78](1)
for i = 81, 82 connect dend[i](0), dend[i-1](1)
connect dend[83](0), dend[81](1)
connect dend[84](0), dend[80](1)
for i = 85, 87 connect dend[i](0), dend[i-1](1)
connect dend[88](0), dend[86](1)
connect dend[89](0), dend[85](1)
connect dend[90](0), dend[84](1)
for i = 91, 92 connect dend[i](0), dend[90](1)
for i = 93, 95 connect dend[i](0), dend[i-1](1)
connect dend[96](0), dend[94](1)
for i = 97, 99 connect dend[i](0), dend[i-1](1)
connect dend[100](0), dend[98](1)
connect dend[101](0), dend[97](1)
for i = 102, 103 connect dend[i](0), dend[101](1)
connect dend[104](0), dend[96](1)
connect dend[105](0), dend[93](1)
for i = 106, 107 connect dend[i](0), dend[i-1](1)
connect dend[108](0), dend[106](1)
connect dend[109](0), dend[105](1)
for i = 110, 111 connect dend[i](0), dend[109](1)
for i = 112, 113 connect dend[i](0), dend[111](1)
for i = 114, 115 connect dend[i](0), dend[113](1)
for i = 116, 117 connect dend[i](0), dend[115](1)
for i = 118, 119 connect dend[i](0), dend[117](1)
for i = 120, 121 connect dend[i](0), dend[119](1)
for i = 122, 123 connect dend[i](0), dend[121](1)
connect dend[124](0), dend[92](1)
connect dend[125](0), dend[77](1)
for i = 126, 127 connect dend[i](0), dend[125](1)
connect dend[128](0), dend[76](1)
connect dend[129](0), dend[75](1)
for i = 130, 131 connect dend[i](0), dend[i-1](1)
connect dend[132](0), dend[130](1)
for i = 133, 134 connect dend[i](0), dend[i-1](1)
connect dend[135](0), dend[133](1)
for i = 136, 137 connect dend[i](0), dend[135](1)
for i = 138, 139 connect dend[i](0), dend[137](1)
connect dend[140](0), dend[132](1)
for i = 141, 142 connect dend[i](0), dend[i-1](1)
connect dend[143](0), dend[141](1)
for i = 144, 145 connect dend[i](0), dend[i-1](1)
connect dend[146](0), dend[144](1)
for i = 147, 148 connect dend[i](0), dend[146](1)
connect dend[149](0), dend[143](1)
for i = 150, 151 connect dend[i](0), dend[i-1](1)
connect dend[152](0), dend[150](1)
for i = 153, 154 connect dend[i](0), dend[152](1)
connect dend[155](0), dend[149](1)
for i = 156, 157 connect dend[i](0), dend[155](1)
for i = 158, 159 connect dend[i](0), dend[157](1)
connect dend[160](0), dend[140](1)
connect dend[161](0), dend[129](1)
for i = 162, 164 connect dend[i](0), dend[i-1](1)
connect dend[165](0), dend[163](1)
connect dend[166](0), dend[162](1)
for i = 167, 168 connect dend[i](0), dend[i-1](1)
connect dend[169](0), dend[167](1)
connect dend[170](0), dend[166](1)
for i = 171, 172 connect dend[i](0), dend[i-1](1)
connect dend[173](0), dend[171](1)
connect dend[174](0), dend[170](1)
connect dend[175](0), dend[161](1)
connect dend[176](0), dend[70](1)
for i = 177, 178 connect dend[i](0), dend[i-1](1)
connect dend[179](0), dend[177](1)
for i = 180, 181 connect dend[i](0), dend[179](1)
for i = 182, 183 connect dend[i](0), dend[181](1)
connect dend[184](0), dend[176](1)
for i = 185, 186 connect dend[i](0), dend[184](1)
connect dend[187](0), dend[69](1)
connect dend[188](0), soma(0) // connects several basal dends
//dendrites 188..194 are basal
for i = 189, 190 connect dend[i](0), dend[i-1](1)
connect dend[191](0), dend[189](1)
connect dend[192](0), dend[188](1)
for i = 193, 194 connect dend[i](0), dend[192](1)
//connect axon(0), dend[13](1) //removed from original structure
connect axon(0), soma(0) //added to tree structure
for i = 1, 5 connect axon[i](0), axon[i-1](1)
connect axon[6](0), axon[4](1)
for i = 7, 10 connect axon[i](0), axon[i-1](1)
connect axon[11](0), axon[9](1)
connect axon[12](0), axon[8](1)
for i = 13, 14 connect axon[i](0), axon[12](1)
for i = 15, 16 connect axon[i](0), axon[14](1)
connect axon[17](0), axon[7](1)
connect axon[18](0), axon[6](1)
for i = 19, 20 connect axon[i](0), axon[i-1](1)
connect axon[21](0), axon[19](1)
for i = 22, 23 connect axon[i](0), axon[21](1)
connect axon[24](0), axon[18](1)
for i = 25, 26 connect axon[i](0), axon[24](1)
connect axon[27](0), axon[3](1)
connect axon[28](0), axon[2](1)
for i = 29, 35 connect axon[i](0), axon[i-1](1)
connect axon[36](0), axon[34](1)
for i = 37, 38 connect axon[i](0), axon[i-1](1)
connect axon[39](0), axon[37](1)
connect axon[40](0), axon[36](1)
for i = 41, 42 connect axon[i](0), axon[40](1)
for i = 43, 44 connect axon[i](0), axon[42](1)
connect axon[45](0), axon[34](1)
connect axon[46](0), axon[33](1)
connect axon[47](0), axon[32](1)
for i = 48, 49 connect axon[i](0), axon[47](1)
connect axon[50](0), axon[31](1)
for i = 51, 52 connect axon[i](0), axon[50](1)
for i = 53, 54 connect axon[i](0), axon[i-1](1)
connect axon[55](0), axon[53](1)
connect axon[56](0), axon[52](1)
connect axon[57](0), axon[30](1)
for i = 58, 59 connect axon[i](0), axon[57](1)
for i = 60, 61 connect axon[i](0), axon[i-1](1)
connect axon[62](0), axon[60](1)
for i = 63, 64 connect axon[i](0), axon[62](1)
for i = 65, 66 connect axon[i](0), axon[64](1)
connect axon[67](0), axon[59](1)
connect axon[68](0), axon[29](1)
for i = 69, 72 connect axon[i](0), axon[i-1](1)
connect axon[73](0), axon[71](1)
for i = 74, 75 connect axon[i](0), axon[73](1)
connect axon[76](0), axon[70](1)
connect axon[77](0), axon[69](1)
connect axon[78](0), axon[68](1)
for i = 79, 80 connect axon[i](0), axon[78](1)
for i = 81, 82 connect axon[i](0), axon[80](1)
connect axon[83](0), axon[28](1)
connect axon[84](0), axon[1](1)
for i = 85, 86 connect axon[i](0), axon[84](1)
for i = 87, 89 connect axon[i](0), axon[i-1](1)
connect axon[90](0), axon[88](1)
connect axon[91](0), axon[87](1)
connect axon[92](0), axon[86](1)
for i = 93, 94 connect axon[i](0), axon[92](1)
for i = 95, 96 connect axon[i](0), axon[94](1)
connect axon[97](0), axon[86](1)
for i = 98, 99 connect axon[i](0), axon[97](1)
for i = 100, 101 connect axon[i](0), axon[99](1)
connect axon[102](0), axon[86](1)
for i = 103, 105 connect axon[i](0), axon[i-1](1)
connect axon[106](0), axon[104](1)
for i = 107, 108 connect axon[i](0), axon[106](1)
for i = 109, 114 connect axon[i](0), axon[i-1](1)
connect axon[115](0), axon[113](1)
connect axon[116](0), axon[112](1)
for i = 117, 119 connect axon[i](0), axon[i-1](1)
connect axon[120](0), axon[118](1)
connect axon[121](0), axon[117](1)
connect axon[122](0), axon[116](1)
connect axon[123](0), axon[111](1)
for i = 124, 125 connect axon[i](0), axon[123](1)
for i = 126, 134 connect axon[i](0), axon[i-1](1)
connect axon[135](0), axon[133](1)
topol_1()
}
proc topol_1() {
for i = 136, 137 connect axon[i](0), axon[135](1)
connect axon[138](0), axon[132](1)
for i = 139, 140 connect axon[i](0), axon[138](1)
for i = 141, 142 connect axon[i](0), axon[131](1)
connect axon[143](0), axon[130](1)
for i = 144, 145 connect axon[i](0), axon[143](1)
connect axon[146](0), axon[129](1)
connect axon[147](0), axon[128](1)
connect axon[148](0), axon[127](1)
for i = 149, 150 connect axon[i](0), axon[148](1)
for i = 151, 152 connect axon[i](0), axon[126](1)
for i = 153, 157 connect axon[i](0), axon[i-1](1)
connect axon[158](0), axon[156](1)
for i = 159, 160 connect axon[i](0), axon[158](1)
for i = 161, 162 connect axon[i](0), axon[160](1)
connect axon[163](0), axon[155](1)
for i = 164, 165 connect axon[i](0), axon[163](1)
for i = 166, 167 connect axon[i](0), axon[165](1)
connect axon[168](0), axon[154](1)
for i = 169, 170 connect axon[i](0), axon[168](1)
connect axon[171](0), axon[153](1)
for i = 172, 173 connect axon[i](0), axon[i-1](1)
connect axon[174](0), axon[172](1)
connect axon[175](0), axon[171](1)
connect axon[176](0), axon[152](1)
for i = 177, 178 connect axon[i](0), axon[176](1)
connect axon[179](0), axon[125](1)
connect axon[180](0), axon[110](1)
connect axon[181](0), axon[109](1)
for i = 182, 183 connect axon[i](0), axon[i-1](1)
connect axon[184](0), axon[182](1)
for i = 185, 188 connect axon[i](0), axon[i-1](1)
connect axon[189](0), axon[187](1)
for i = 190, 191 connect axon[i](0), axon[i-1](1)
connect axon[192](0), axon[190](1)
for i = 193, 194 connect axon[i](0), axon[192](1)
for i = 195, 196 connect axon[i](0), axon[194](1)
connect axon[197](0), axon[189](1)
connect axon[198](0), axon[186](1)
for i = 199, 201 connect axon[i](0), axon[i-1](1)
connect axon[202](0), axon[200](1)
for i = 203, 205 connect axon[i](0), axon[i-1](1)
connect axon[206](0), axon[204](1)
connect axon[207](0), axon[203](1)
for i = 208, 209 connect axon[i](0), axon[i-1](1)
connect axon[210](0), axon[208](1)
connect axon[211](0), axon[207](1)
for i = 212, 213 connect axon[i](0), axon[202](1)
for i = 214, 215 connect axon[i](0), axon[i-1](1)
connect axon[216](0), axon[214](1)
for i = 217, 218 connect axon[i](0), axon[216](1)
connect axon[219](0), axon[213](1)
connect axon[220](0), axon[199](1)
connect axon[221](0), axon[198](1)
for i = 222, 223 connect axon[i](0), axon[221](1)
connect axon[224](0), axon[186](1)
connect axon[225](0), axon[185](1)
connect axon[226](0), axon[184](1)
for i = 227, 228 connect axon[i](0), axon[226](1)
for i = 229, 231 connect axon[i](0), axon[228](1)
connect axon[232](0), axon[184](1)
for i = 233, 234 connect axon[i](0), axon[232](1)
for i = 235, 236 connect axon[i](0), axon[234](1)
connect axon[237](0), axon[181](1)
for i = 238, 239 connect axon[i](0), axon[237](1)
connect axon[240](0), axon[108](1)
connect axon[241](0), axon[103](1)
for i = 242, 243 connect axon[i](0), axon[241](1)
connect axon[244](0), axon[102](1)
connect axon[245](0), axon[1](1)
for i = 246, 247 connect axon[i](0), axon[245](1)
for i = 248, 249 connect axon[i](0), axon[247](1)
for i = 250, 251 connect axon[i](0), axon[i-1](1)
connect axon[252](0), axon[250](1)
for i = 253, 254 connect axon[i](0), axon[i-1](1)
connect axon[255](0), axon[253](1)
for i = 256, 257 connect axon[i](0), axon[255](1)
connect axon[258](0), axon[252](1)
for i = 259, 261 connect axon[i](0), axon[i-1](1)
connect axon[262](0), axon[260](1)
connect axon[263](0), axon[259](1)
for i = 264, 265 connect axon[i](0), axon[263](1)
for i = 266, 267 connect axon[i](0), axon[265](1)
connect axon[268](0), axon[258](1)
connect axon[269](0), axon[249](1)
connect axon[270](0), axon(1)
basic_shape()
}
proc shape3d_1() {
soma {pt3dclear()
pt3dadd(2413, 1468, 1755, 10)
pt3dadd(2423, 1468, 1755, 10)
}
dend {pt3dclear()
pt3dadd(2412, 1468, 1755, 0.6)
pt3dadd(2411, 1469, 1755, 0.6)
}
dend[1] {pt3dclear()
pt3dadd(2411, 1469, 1755, 0.6)
pt3dadd(2379, 1476, 1755, 0.6)
pt3dadd(2378, 1476, 1755, 0.6)
}
dend[2] {pt3dclear()
pt3dadd(2378, 1476, 1755, 0.6)
pt3dadd(2361, 1488, 1755, 0.6)
pt3dadd(2359, 1488, 1755, 0.6)
}
dend[3] {pt3dclear()
pt3dadd(2359, 1488, 1755, 0.6)
pt3dadd(2346, 1498, 1690, 0.6)
pt3dadd(2343, 1516, 1690, 0.6)
pt3dadd(2339, 1556, 1625, 0.6)
}
dend[4] {pt3dclear()
pt3dadd(2359, 1488, 1755, 0.6)
pt3dadd(2358, 1488, 1755, 0.6)
}
dend[5] {pt3dclear()
pt3dadd(2358, 1488, 1755, 0.6)
pt3dadd(2344, 1484, 1755, 0.6)
pt3dadd(2343, 1483, 1755, 0.6)
}
dend[6] {pt3dclear()
pt3dadd(2343, 1483, 1755, 0.6)
pt3dadd(2309, 1486, 1690, 0.6)
pt3dadd(2317, 1483, 1690, 0.6)
pt3dadd(2275, 1480, 1690, 0.6)
}
dend[7] {pt3dclear()
pt3dadd(2343, 1483, 1755, 0.6)
pt3dadd(2322, 1478, 1755, 0.6)
pt3dadd(2252, 1465, 1755, 0.6)
}
dend[8] {pt3dclear()
pt3dadd(2358, 1488, 1755, 0.6)
pt3dadd(2357, 1487, 1755, 0.6)
}
dend[9] {pt3dclear()
pt3dadd(2357, 1487, 1755, 0.6)
pt3dadd(2328, 1485, 1755, 0.6)
}
dend[10] {pt3dclear()
pt3dadd(2357, 1487, 1755, 0.6)
pt3dadd(2350, 1486, 1755, 0.6)
pt3dadd(2310, 1506, 1755, 0.6)
pt3dadd(2316, 1503, 1755, 0.6)
pt3dadd(2291, 1531, 1820, 0.6)
pt3dadd(2266, 1544, 1820, 0.6)
}
dend[11] {pt3dclear()
pt3dadd(2378, 1476, 1755, 0.6)
pt3dadd(2368, 1476, 1755, 0.6)
pt3dadd(2355, 1474, 1755, 0.6)
pt3dadd(2312, 1450, 1755, 0.6)
pt3dadd(2274, 1426, 1690, 0.6)
}
dend[12] {pt3dclear()
pt3dadd(2411, 1469, 1755, 0.6)
pt3dadd(2410, 1470, 1755, 0.6)
}
dend[13] {pt3dclear()
pt3dadd(2410, 1470, 1755, 0.6)
pt3dadd(2383, 1491, 1755, 0.6)
}
axon {pt3dclear()
pt3dadd(2383, 1491, 1755, 0.6)
pt3dadd(2385, 1493, 1755, 0.18)
pt3dadd(2375, 1497, 1755, 0.18)
pt3dadd(2350, 1527, 1755, 0.18)
pt3dadd(2315, 1548, 1755, 0.18)
pt3dadd(2267, 1553, 1755, 0.18)
}
axon[1] {pt3dclear()
pt3dadd(2267, 1553, 1755, 0.18)
pt3dadd(2271, 1556, 1755, 0.18)
pt3dadd(2221, 1555, 1820, 0.18)
pt3dadd(2221, 1555, 1820, 0.18)
}
axon[2] {pt3dclear()
pt3dadd(2221, 1555, 1820, 0.18)
pt3dadd(2194, 1584, 1820, 0.18)
}
axon[3] {pt3dclear()
pt3dadd(2194, 1584, 1820, 0.18)
pt3dadd(2197, 1599, 1820, 0.18)
}
axon[4] {pt3dclear()
pt3dadd(2197, 1599, 1820, 0.18)
pt3dadd(2195, 1622, 1820, 0.18)
pt3dadd(2141, 1632, 1820, 0.18)
pt3dadd(2128, 1615, 1820, 0.18)
pt3dadd(2130, 1615, 1820, 0.18)
pt3dadd(2107, 1605, 1885, 0.18)
pt3dadd(2106, 1605, 1885, 0.18)
}
axon[5] {pt3dclear()
pt3dadd(2106, 1605, 1885, 0.18)
pt3dadd(2081, 1625, 1885, 0.18)
}
axon[6] {pt3dclear()
pt3dadd(2106, 1605, 1885, 0.18)
pt3dadd(2081, 1610, 1885, 0.18)
pt3dadd(2076, 1609, 1885, 0.18)
pt3dadd(2076, 1612, 1885, 0.18)
pt3dadd(2076, 1612, 1885, 0.18)
}
axon[7] {pt3dclear()
pt3dadd(2076, 1612, 1885, 0.18)
pt3dadd(2073, 1580, 1950, 0.18)
pt3dadd(2084, 1516, 1950, 0.18)
pt3dadd(2084, 1516, 1950, 0.18)
}
axon[8] {pt3dclear()
pt3dadd(2084, 1516, 1950, 0.18)
pt3dadd(2084, 1515, 1950, 0.18)
}
axon[9] {pt3dclear()
pt3dadd(2084, 1515, 1950, 0.18)
pt3dadd(2108, 1315, 1950, 0.18)
pt3dadd(2105, 1272, 1950, 0.18)
pt3dadd(2130, 1224, 1950, 0.18)
pt3dadd(2156, 1204, 1950, 0.18)
pt3dadd(2156, 1201, 1950, 0.18)
pt3dadd(2209, 1150, 2015, 0.18)
}
axon[10] {pt3dclear()
pt3dadd(2209, 1150, 2015, 0.18)
pt3dadd(2245, 1138, 2015, 0.18)
pt3dadd(2277, 1091, 2015, 0.18)
pt3dadd(2279, 1093, 2015, 0.18)
pt3dadd(2332, 1010, 2080, 0.18)
pt3dadd(2353, 955.6, 2080, 0.18)
pt3dadd(2392, 882.9, 2145, 0.18)
pt3dadd(2395, 882.1, 2145, 0.18)
pt3dadd(2410, 886.3, 2210, 0.18)
}
axon[11] {pt3dclear()
pt3dadd(2209, 1150, 2015, 0.18)
pt3dadd(2205, 1148, 2015, 0.18)
pt3dadd(2210, 1141, 1950, 0.18)
pt3dadd(2211, 1141, 1950, 0.18)
pt3dadd(2243, 1126, 1950, 0.18)
pt3dadd(2244, 1128, 1950, 0.18)
pt3dadd(2283, 1036, 2015, 0.18)
pt3dadd(2295, 1037, 2015, 0.18)
pt3dadd(2332, 992.3, 2015, 0.18)
}
axon[12] {pt3dclear()
pt3dadd(2084, 1515, 1950, 0.18)
pt3dadd(2106, 1366, 1950, 0.18)
pt3dadd(2132, 1332, 1950, 0.18)
pt3dadd(2132, 1331, 1950, 0.18)
}
axon[13] {pt3dclear()
pt3dadd(2132, 1331, 1950, 0.18)
pt3dadd(2193, 1279, 1885, 0.18)
pt3dadd(2190, 1276, 1885, 0.18)
pt3dadd(2214, 1250, 1885, 0.18)
pt3dadd(2213, 1253, 1885, 0.18)
pt3dadd(2291, 1176, 1950, 0.18)
pt3dadd(2306, 1154, 1950, 0.18)
pt3dadd(2305, 1151, 1950, 0.18)
pt3dadd(2338, 1138, 2015, 0.18)
}
axon[14] {pt3dclear()
pt3dadd(2132, 1331, 1950, 0.18)
pt3dadd(2176, 1287, 1950, 0.18)
pt3dadd(2203, 1221, 1950, 0.18)
}
axon[15] {pt3dclear()
pt3dadd(2203, 1221, 1950, 0.18)
pt3dadd(2186, 1168, 1950, 0.18)
pt3dadd(2185, 1163, 1950, 0.18)
pt3dadd(2168, 1074, 1885, 0.18)
pt3dadd(2168, 1070, 1885, 0.18)
pt3dadd(2176, 1028, 1820, 0.18)
}
axon[16] {pt3dclear()
pt3dadd(2203, 1221, 1950, 0.18)
pt3dadd(2198, 1221, 1950, 0.18)
pt3dadd(2217, 1167, 2015, 0.18)
pt3dadd(2218, 1168, 2015, 0.18)
pt3dadd(2260, 1151, 2080, 0.18)
pt3dadd(2258, 1154, 2080, 0.18)
pt3dadd(2315, 1135, 2145, 0.18)
pt3dadd(2312, 1140, 2145, 0.18)
pt3dadd(2334, 1132, 2210, 0.18)
pt3dadd(2344, 1154, 2210, 0.18)
}
axon[17] {pt3dclear()
pt3dadd(2084, 1516, 1950, 0.18)
pt3dadd(2104, 1427, 1950, 0.18)
pt3dadd(2121, 1426, 1950, 0.18)
pt3dadd(2132, 1398, 1950, 0.18)
pt3dadd(2159, 1339, 1950, 0.18)
pt3dadd(2183, 1293, 1885, 0.18)
}
axon[18] {pt3dclear()
pt3dadd(2076, 1612, 1885, 0.18)
pt3dadd(2066, 1591, 1950, 0.18)
pt3dadd(2065, 1581, 1885, 0.18)
pt3dadd(2067, 1579, 1885, 0.18)
pt3dadd(2032, 1581, 1885, 0.18)
pt3dadd(2032, 1585, 1885, 0.18)
pt3dadd(2094, 1591, 1950, 0.18)
pt3dadd(2095, 1592, 1950, 0.18)
pt3dadd(2154, 1585, 2015, 0.18)
pt3dadd(2155, 1587, 2015, 0.18)
pt3dadd(2224, 1589, 2080, 0.18)
pt3dadd(2225, 1590, 2080, 0.18)
pt3dadd(2304, 1599, 2145, 0.18)
pt3dadd(2305, 1597, 2145, 0.18)
pt3dadd(2385, 1597, 2210, 0.18)
pt3dadd(2383, 1605, 2210, 0.18)
pt3dadd(2453, 1597, 2275, 0.18)
pt3dadd(2460, 1597, 2275, 0.18)
pt3dadd(2544, 1599, 2340, 0.18)
pt3dadd(2540, 1600, 2340, 0.18)
pt3dadd(2540, 1600, 2340, 0.18)
}
axon[19] {pt3dclear()
pt3dadd(2540, 1600, 2340, 0.18)
pt3dadd(2608, 1600, 2405, 0.18)
pt3dadd(2613, 1595, 2405, 0.18)
pt3dadd(2680, 1586, 2470, 0.18)
pt3dadd(2679, 1585, 2470, 0.18)
pt3dadd(2757, 1538, 2535, 0.18)
pt3dadd(2750, 1546, 2535, 0.18)
pt3dadd(2789, 1542, 2600, 0.18)
pt3dadd(2787, 1543, 2600, 0.18)
pt3dadd(2848, 1519, 2665, 0.18)
pt3dadd(2847, 1521, 2665, 0.18)
pt3dadd(2899, 1500, 2730, 0.18)
pt3dadd(2929, 1474, 2730, 0.18)
pt3dadd(2933, 1476, 2730, 0.18)
pt3dadd(2966, 1459, 2795, 0.18)
}
axon[20] {pt3dclear()
pt3dadd(2966, 1459, 2795, 0.18)
pt3dadd(2975, 1464, 2795, 0.18)
}
axon[21] {pt3dclear()
pt3dadd(2966, 1459, 2795, 0.18)
pt3dadd(2968, 1462, 2795, 0.18)
pt3dadd(3013, 1442, 2860, 0.18)
pt3dadd(3012, 1438, 2860, 0.18)
pt3dadd(3066, 1400, 2925, 0.18)
pt3dadd(3069, 1401, 2925, 0.18)
pt3dadd(3097, 1376, 2990, 0.18)
pt3dadd(3093, 1373, 2990, 0.18)
pt3dadd(3127, 1343, 3055, 0.18)
pt3dadd(3126, 1346, 3055, 0.18)
pt3dadd(3167, 1284, 3120, 0.18)
pt3dadd(3168, 1289, 3120, 0.18)
pt3dadd(3169, 1289, 3120, 0.18)
}
axon[22] {pt3dclear()
pt3dadd(3169, 1289, 3120, 0.18)
pt3dadd(3206, 1258, 3185, 0.18)
}
axon[23] {pt3dclear()
pt3dadd(3169, 1289, 3120, 0.18)
pt3dadd(3200, 1258, 3185, 0.18)
pt3dadd(3244, 1203, 3250, 0.18)
pt3dadd(3246, 1202, 3250, 0.18)
pt3dadd(3303, 1202, 3315, 0.18)
}
}
proc shape3d_2() {
axon[23] { pt3dadd(3302, 1207, 3315, 0.18)
pt3dadd(3391, 1219, 3380, 0.18)
pt3dadd(3421, 1199, 3380, 0.18)
pt3dadd(3437, 1203, 3380, 0.18)
pt3dadd(3440, 1203, 3380, 0.18)
pt3dadd(3500, 1229, 3445, 0.18)
pt3dadd(3528, 1223, 3445, 0.18)
pt3dadd(3527, 1221, 3445, 0.18)
pt3dadd(3668, 1221, 3510, 0.18)
pt3dadd(3715, 1201, 3510, 0.18)
pt3dadd(3716, 1205, 3510, 0.18)
pt3dadd(3800, 1210, 3575, 0.18)
pt3dadd(3852, 1202, 3575, 0.18)
pt3dadd(3912, 1195, 3575, 0.18)
pt3dadd(3908, 1197, 3575, 0.18)
pt3dadd(4050, 1182, 3640, 0.18)
pt3dadd(4218, 1191, 3640, 0.18)
pt3dadd(4220, 1185, 3640, 0.18)
pt3dadd(4378, 1202, 3705, 0.18)
pt3dadd(4457, 1185, 3705, 0.18)
pt3dadd(4621, 1183, 3705, 0.18)
pt3dadd(4788, 1138, 3705, 0.18)
}
axon[24] {pt3dclear()
pt3dadd(2540, 1600, 2340, 0.18)
pt3dadd(2572, 1597, 2405, 0.18)
pt3dadd(2572, 1596, 2405, 0.18)
}
axon[25] {pt3dclear()
pt3dadd(2572, 1596, 2405, 0.18)
pt3dadd(2611, 1582, 2405, 0.18)
}
axon[26] {pt3dclear()
pt3dadd(2572, 1596, 2405, 0.18)
pt3dadd(2593, 1584, 2405, 0.18)
pt3dadd(2594, 1575, 2405, 0.18)
}
axon[27] {pt3dclear()
pt3dadd(2197, 1599, 1820, 0.18)
pt3dadd(2255, 1626, 1755, 0.18)
pt3dadd(2254, 1626, 1755, 0.18)
pt3dadd(2273, 1622, 1755, 0.18)
pt3dadd(2279, 1598, 1755, 0.18)
pt3dadd(2295, 1588, 1690, 0.18)
}
axon[28] {pt3dclear()
pt3dadd(2194, 1584, 1820, 0.18)
pt3dadd(2188, 1586, 1820, 0.18)
pt3dadd(2136, 1570, 1755, 0.18)
}
axon[29] {pt3dclear()
pt3dadd(2136, 1570, 1755, 0.18)
pt3dadd(2132, 1572, 1755, 0.18)
pt3dadd(2049, 1549, 1755, 0.18)
pt3dadd(1985, 1544, 1690, 0.18)
pt3dadd(1989, 1544, 1690, 0.18)
pt3dadd(1971, 1544, 1690, 0.18)
pt3dadd(1845, 1509, 1625, 0.18)
pt3dadd(1844, 1512, 1625, 0.18)
pt3dadd(1801, 1496, 1625, 0.18)
pt3dadd(1740, 1497, 1560, 0.18)
pt3dadd(1742, 1495, 1560, 0.18)
pt3dadd(1741, 1495, 1560, 0.18)
}
axon[30] {pt3dclear()
pt3dadd(1741, 1495, 1560, 0.18)
pt3dadd(1634, 1491, 1495, 0.18)
pt3dadd(1638, 1490, 1495, 0.18)
pt3dadd(1551, 1490, 1430, 0.18)
pt3dadd(1556, 1488, 1430, 0.18)
pt3dadd(1556, 1488, 1430, 0.18)
}
axon[31] {pt3dclear()
pt3dadd(1556, 1488, 1430, 0.18)
pt3dadd(1515, 1499, 1365, 0.18)
pt3dadd(1514, 1496, 1365, 0.18)
pt3dadd(1529, 1500, 1300, 0.18)
pt3dadd(1527, 1499, 1300, 0.18)
pt3dadd(1527, 1499, 1300, 0.18)
}
axon[32] {pt3dclear()
pt3dadd(1527, 1499, 1300, 0.18)
pt3dadd(1515, 1481, 1235, 0.18)
pt3dadd(1518, 1485, 1235, 0.18)
pt3dadd(1509, 1466, 1170, 0.18)
pt3dadd(1506, 1469, 1170, 0.18)
pt3dadd(1526, 1476, 1105, 0.18)
pt3dadd(1527, 1474, 1105, 0.18)
pt3dadd(1527, 1474, 1105, 0.18)
}
axon[33] {pt3dclear()
pt3dadd(1527, 1474, 1105, 0.18)
pt3dadd(1505, 1461, 1040, 0.18)
pt3dadd(1510, 1460, 1040, 0.18)
pt3dadd(1510, 1460, 1040, 0.18)
}
axon[34] {pt3dclear()
pt3dadd(1510, 1460, 1040, 0.18)
pt3dadd(1494, 1481, 975, 0.18)
pt3dadd(1493, 1481, 975, 0.18)
pt3dadd(1473, 1479, 910, 0.18)
pt3dadd(1477, 1482, 910, 0.18)
pt3dadd(1489, 1468, 845, 0.18)
pt3dadd(1485, 1474, 845, 0.18)
pt3dadd(1486, 1473, 845, 0.18)
}
axon[35] {pt3dclear()
pt3dadd(1486, 1473, 845, 0.18)
pt3dadd(1484, 1430, 780, 0.18)
}
axon[36] {pt3dclear()
pt3dadd(1486, 1473, 845, 0.18)
pt3dadd(1494, 1434, 845, 0.18)
pt3dadd(1503, 1403, 780, 0.18)
pt3dadd(1501, 1404, 780, 0.18)
pt3dadd(1501, 1404, 780, 0.18)
}
axon[37] {pt3dclear()
pt3dadd(1501, 1404, 780, 0.18)
pt3dadd(1509, 1333, 780, 0.18)
pt3dadd(1508, 1333, 780, 0.18)
}
axon[38] {pt3dclear()
pt3dadd(1508, 1333, 780, 0.18)
pt3dadd(1501, 1312, 715, 0.18)
}
axon[39] {pt3dclear()
pt3dadd(1508, 1333, 780, 0.18)
pt3dadd(1493, 1328, 780, 0.18)
pt3dadd(1491, 1279, 715, 0.18)
}
axon[40] {pt3dclear()
pt3dadd(1501, 1404, 780, 0.18)
pt3dadd(1513, 1338, 780, 0.18)
pt3dadd(1513, 1337, 780, 0.18)
}
axon[41] {pt3dclear()
pt3dadd(1513, 1337, 780, 0.18)
pt3dadd(1523, 1238, 715, 0.18)
pt3dadd(1522, 1234, 715, 0.18)
pt3dadd(1520, 1196, 715, 0.18)
pt3dadd(1543, 1131, 650, 0.18)
pt3dadd(1541, 1134, 650, 0.18)
pt3dadd(1567, 1086, 585, 0.18)
}
axon[42] {pt3dclear()
pt3dadd(1513, 1337, 780, 0.18)
pt3dadd(1516, 1278, 780, 0.18)
pt3dadd(1517, 1277, 780, 0.18)
}
axon[43] {pt3dclear()
pt3dadd(1517, 1277, 780, 0.18)
pt3dadd(1544, 1230, 715, 0.18)
}
axon[44] {pt3dclear()
pt3dadd(1517, 1277, 780, 0.18)
pt3dadd(1534, 1259, 780, 0.18)
pt3dadd(1574, 1202, 715, 0.18)
}
axon[45] {pt3dclear()
pt3dadd(1486, 1473, 845, 0.18)
pt3dadd(1495, 1470, 845, 0.18)
pt3dadd(1487, 1495, 845, 0.18)
pt3dadd(1456, 1515, 780, 0.18)
pt3dadd(1456, 1515, 780, 0.18)
pt3dadd(1450, 1493, 715, 0.18)
}
axon[46] {pt3dclear()
pt3dadd(1510, 1460, 1040, 0.18)
pt3dadd(1497, 1469, 1040, 0.18)
pt3dadd(1491, 1438, 1040, 0.18)
pt3dadd(1514, 1392, 975, 0.18)
}
axon[47] {pt3dclear()
pt3dadd(1527, 1474, 1105, 0.18)
pt3dadd(1518, 1467, 1105, 0.18)
pt3dadd(1522, 1448, 1105, 0.18)
pt3dadd(1555, 1436, 1040, 0.18)
pt3dadd(1553, 1439, 1040, 0.18)
pt3dadd(1579, 1427, 1040, 0.18)
pt3dadd(1580, 1427, 1040, 0.18)
}
axon[48] {pt3dclear()
pt3dadd(1580, 1427, 1040, 0.18)
pt3dadd(1617, 1396, 975, 0.18)
}
axon[49] {pt3dclear()
pt3dadd(1580, 1427, 1040, 0.18)
pt3dadd(1602, 1401, 1040, 0.18)
pt3dadd(1614, 1374, 975, 0.18)
pt3dadd(1612, 1376, 975, 0.18)
pt3dadd(1608, 1335, 910, 0.18)
}
axon[50] {pt3dclear()
pt3dadd(1527, 1499, 1300, 0.18)
pt3dadd(1527, 1486, 1300, 0.18)
pt3dadd(1567, 1485, 1235, 0.18)
pt3dadd(1567, 1484, 1235, 0.18)
pt3dadd(1589, 1474, 1170, 0.18)
pt3dadd(1681, 1428, 1170, 0.18)
pt3dadd(1682, 1428, 1170, 0.18)
}
axon[51] {pt3dclear()
pt3dadd(1682, 1428, 1170, 0.18)
pt3dadd(1784, 1427, 1105, 0.18)
}
axon[52] {pt3dclear()
pt3dadd(1682, 1428, 1170, 0.18)
pt3dadd(1744, 1419, 1170, 0.18)
pt3dadd(1796, 1368, 1105, 0.18)
pt3dadd(1798, 1365, 1105, 0.18)
pt3dadd(1854, 1306, 1040, 0.18)
pt3dadd(1855, 1304, 1040, 0.18)
pt3dadd(1855, 1304, 1040, 0.18)
}
axon[53] {pt3dclear()
pt3dadd(1855, 1304, 1040, 0.18)
pt3dadd(1915, 1219, 975, 0.18)
pt3dadd(1916, 1225, 975, 0.18)
pt3dadd(1967, 1227, 910, 0.18)
pt3dadd(1969, 1223, 910, 0.18)
pt3dadd(2004, 1237, 845, 0.18)
pt3dadd(2000, 1237, 845, 0.18)
pt3dadd(2000, 1237, 845, 0.18)
}
axon[54] {pt3dclear()
pt3dadd(2000, 1237, 845, 0.18)
pt3dadd(2033, 1276, 780, 0.18)
pt3dadd(2028, 1274, 780, 0.18)
pt3dadd(2050, 1280, 780, 0.18)
pt3dadd(2067, 1310, 715, 0.18)
}
axon[55] {pt3dclear()
pt3dadd(2000, 1237, 845, 0.18)
pt3dadd(2030, 1260, 845, 0.18)
pt3dadd(2063, 1267, 780, 0.18)
}
axon[56] {pt3dclear()
pt3dadd(1855, 1304, 1040, 0.18)
pt3dadd(1890, 1242, 1040, 0.18)
pt3dadd(1872, 1189, 975, 0.18)
pt3dadd(1869, 1193, 975, 0.18)
pt3dadd(1856, 1172, 975, 0.18)
pt3dadd(1843, 1132, 910, 0.18)
}
axon[57] {pt3dclear()
pt3dadd(1556, 1488, 1430, 0.18)
pt3dadd(1493, 1485, 1430, 0.18)
pt3dadd(1421, 1474, 1365, 0.18)
pt3dadd(1423, 1472, 1365, 0.18)
pt3dadd(1352, 1462, 1300, 0.18)
pt3dadd(1345, 1454, 1300, 0.18)
pt3dadd(1345, 1454, 1300, 0.18)
}
axon[58] {pt3dclear()
pt3dadd(1345, 1454, 1300, 0.18)
pt3dadd(1290, 1435, 1235, 0.18)
pt3dadd(1291, 1437, 1235, 0.18)
pt3dadd(1292, 1423, 1170, 0.18)
pt3dadd(1295, 1427, 1170, 0.18)
pt3dadd(1296, 1409, 1170, 0.18)
pt3dadd(1328, 1397, 1170, 0.18)
pt3dadd(1370, 1347, 1105, 0.18)
}
axon[59] {pt3dclear()
pt3dadd(1345, 1454, 1300, 0.18)
pt3dadd(1279, 1450, 1300, 0.18)
}
axon[60] {pt3dclear()
pt3dadd(1279, 1450, 1300, 0.18)
pt3dadd(1227, 1436, 1235, 0.18)
pt3dadd(1229, 1436, 1235, 0.18)
}
axon[61] {pt3dclear()
pt3dadd(1229, 1436, 1235, 0.18)
pt3dadd(1142, 1405, 1170, 0.18)
}
}
proc shape3d_3() {
axon[61] { }
axon[62] {pt3dclear()
pt3dadd(1229, 1436, 1235, 0.18)
pt3dadd(1232, 1434, 1235, 0.18)
pt3dadd(1144, 1399, 1170, 0.18)
pt3dadd(1144, 1402, 1170, 0.18)
pt3dadd(1038, 1350, 1105, 0.18)
}
axon[63] {pt3dclear()
pt3dadd(1038, 1350, 1105, 0.18)
pt3dadd(1038, 1351, 1105, 0.18)
pt3dadd(947.9, 1297, 1040, 0.18)
pt3dadd(950.4, 1297, 1040, 0.18)
pt3dadd(858.1, 1272, 975, 0.18)
pt3dadd(857.3, 1274, 975, 0.18)
pt3dadd(770.1, 1249, 910, 0.18)
pt3dadd(773.5, 1249, 910, 0.18)
pt3dadd(676.9, 1212, 845, 0.18)
pt3dadd(682.1, 1214, 845, 0.18)
pt3dadd(608.5, 1168, 780, 0.18)
pt3dadd(606, 1168, 780, 0.18)
pt3dadd(529.1, 1122, 715, 0.18)
pt3dadd(529.9, 1121, 715, 0.18)
pt3dadd(452.1, 1082, 650, 0.18)
pt3dadd(451.3, 1085, 650, 0.18)
pt3dadd(415.4, 1062, 650, 0.18)
pt3dadd(336.8, 1037, 585, 0.18)
pt3dadd(337.6, 1038, 585, 0.18)
pt3dadd(270.9, 1003, 520, 0.18)
pt3dadd(275.2, 1009, 520, 0.18)
pt3dadd(200.9, 980.3, 520, 0.18)
pt3dadd(138.5, 913.7, 455, 0.18)
pt3dadd(137.6, 914.5, 455, 0.18)
pt3dadd(23.93, 809.4, 390, 0.18)
}
axon[64] {pt3dclear()
pt3dadd(1038, 1350, 1105, 0.18)
pt3dadd(1037, 1351, 1105, 0.18)
}
axon[65] {pt3dclear()
pt3dadd(1037, 1351, 1105, 0.18)
pt3dadd(802.6, 1399, 1235, 0.18)
}
axon[66] {pt3dclear()
pt3dadd(1037, 1351, 1105, 0.18)
pt3dadd(888, 1434, 1235, 0.18)
}
axon[67] {pt3dclear()
pt3dadd(1279, 1450, 1300, 0.18)
pt3dadd(1179, 1544, 1430, 0.18)
pt3dadd(1097, 1538, 1430, 0.18)
}
axon[68] {pt3dclear()
pt3dadd(1741, 1495, 1560, 0.18)
pt3dadd(1659, 1491, 1560, 0.18)
pt3dadd(1659, 1491, 1560, 0.18)
}
axon[69] {pt3dclear()
pt3dadd(1659, 1491, 1560, 0.18)
pt3dadd(1653, 1418, 1495, 0.18)
pt3dadd(1647, 1419, 1495, 0.18)
pt3dadd(1676, 1404, 1430, 0.18)
pt3dadd(1676, 1404, 1430, 0.18)
}
axon[70] {pt3dclear()
pt3dadd(1676, 1404, 1430, 0.18)
pt3dadd(1676, 1392, 1430, 0.18)
pt3dadd(1674, 1394, 1430, 0.18)
pt3dadd(1666, 1413, 1365, 0.18)
pt3dadd(1668, 1420, 1365, 0.18)
pt3dadd(1688, 1421, 1365, 0.18)
pt3dadd(1687, 1421, 1365, 0.18)
pt3dadd(1687, 1422, 1365, 0.18)
}
axon[71] {pt3dclear()
pt3dadd(1687, 1422, 1365, 0.18)
pt3dadd(1725, 1482, 1430, 0.18)
pt3dadd(1721, 1479, 1430, 0.18)
pt3dadd(1731, 1500, 1495, 0.18)
pt3dadd(1732, 1497, 1495, 0.18)
pt3dadd(1749, 1558, 1560, 0.18)
}
axon[72] {pt3dclear()
pt3dadd(1749, 1558, 1560, 0.18)
pt3dadd(1774, 1555, 1560, 0.18)
pt3dadd(1773, 1557, 1560, 0.18)
pt3dadd(1844, 1544, 1625, 0.18)
pt3dadd(1873, 1544, 1625, 0.18)
pt3dadd(1889, 1539, 1625, 0.18)
pt3dadd(1886, 1545, 1625, 0.18)
pt3dadd(1974, 1527, 1690, 0.18)
pt3dadd(2065, 1534, 1690, 0.18)
}
axon[73] {pt3dclear()
pt3dadd(1749, 1558, 1560, 0.18)
pt3dadd(1710, 1561, 1560, 0.18)
pt3dadd(1642, 1559, 1495, 0.18)
pt3dadd(1643, 1557, 1495, 0.18)
pt3dadd(1586, 1541, 1495, 0.18)
pt3dadd(1521, 1544, 1430, 0.18)
pt3dadd(1521, 1543, 1430, 0.18)
pt3dadd(1471, 1549, 1430, 0.18)
pt3dadd(1438, 1540, 1365, 0.18)
pt3dadd(1438, 1539, 1365, 0.18)
pt3dadd(1361, 1532, 1300, 0.18)
pt3dadd(1358, 1528, 1300, 0.18)
pt3dadd(1273, 1503, 1235, 0.18)
pt3dadd(1272, 1498, 1235, 0.18)
}
axon[74] {pt3dclear()
pt3dadd(1272, 1498, 1235, 0.18)
pt3dadd(1190, 1472, 1170, 0.18)
pt3dadd(1188, 1470, 1170, 0.18)
pt3dadd(1131, 1447, 1170, 0.18)
pt3dadd(1119, 1438, 1170, 0.18)
pt3dadd(1114, 1356, 1105, 0.18)
pt3dadd(1115, 1359, 1105, 0.18)