digraph enjutas {
{

 node [shape=plaintext, fontsize=45];

"N-1" -> "N-2"-> "N-3" -> "N-4" -> "N-5" -> "N-6" -> "N-7" -> "N-8" -> "N-9";
}

node [ color=Green,fontcolor=Black,font=Courier,style=filled];
edge [color=Red];
ranksep=.75; size = "13,13";
1 [color=darkorchid2];
"1" ;
 2 [color=brown2];
{rank="same"; "N-1";2}
 "1" -> "2" ;
 3 [color=darkorchid2];
{rank="same"; "N-1";3}
 "1" -> "3" ;
 4 [color=darkorchid2];
{rank="same"; "N-1";4}
 "1" -> "4" ;
 5 [color=darkorchid2];
{rank="same"; "N-2";5}
 "3" -> "5" ;
 6 [color=darkorchid2];
{rank="same"; "N-2";6}
 "2" -> "6" ;
 7 [color=darkorchid2];
{rank="same"; "N-3";7}
 "5" -> "7" ;
 8 [color=brown2];
{rank="same"; "N-1";8}
 "1" -> "8" ;
 9 [color=darkorchid2];
{rank="same"; "N-1";9}
 "1" -> "9" ;
 10 [color=darkorchid2];
{rank="same"; "N-2";10}
 "2" -> "10" ;
 11 [color=darkorchid2];
{rank="same"; "N-2";11}
 "2" -> "11" ;
 12 [color=brown2];
{rank="same"; "N-2";12}
 "2" -> "12" ;
 13 [color=brown2];
{rank="same"; "N-3";13}
 "6" -> "13" ;
 14 [color=brown2];
{rank="same"; "N-1";14}
 "1" -> "14" ;
 15 [color=brown2];
{rank="same"; "N-2";15}
 "9" -> "15" ;
 16 [color=darkorchid2];
{rank="same"; "N-1";16}
 "1" -> "16" ;
 17 [color=darkorchid2];
{rank="same"; "N-3";17}
 "10" -> "17" ;
 18 [color=darkorchid2];
{rank="same"; "N-3";18}
 "6" -> "18" ;
 19 [color=darkorchid2];
{rank="same"; "N-4";19}
 "17" -> "19" ;
 20 [color=brown2];
{rank="same"; "N-1";20}
 "1" -> "20" ;
 21 [color=darkorchid2];
{rank="same"; "N-4";21}
 "13" -> "21" ;
 22 [color=brown2];
{rank="same"; "N-3";22}
 "12" -> "22" ;
 23 [color=darkorchid2];
{rank="same"; "N-2";23}
 "20" -> "23" ;
 24 [color=darkorchid2];
{rank="same"; "N-2";24}
 "20" -> "24" ;
 25 [color=brown2];
{rank="same"; "N-4";25}
 "22" -> "25" ;
 26 [color=brown2];
{rank="same"; "N-4";26}
 "22" -> "26" ;
 27 [color=brown2];
{rank="same"; "N-3";27}
 "15" -> "27" ;
 28 [color=brown2];
{rank="same"; "N-3";28}
 "11" -> "28" ;
 29 [color=brown2];
{rank="same"; "N-2";29}
 "8" -> "29" ;
 30 [color=darkorchid2];
{rank="same"; "N-3";30}
 "10" -> "30" ;
 31 [color=darkorchid2];
{rank="same"; "N-4";31}
 "17" -> "31" ;
 32 [color=darkorchid2];
{rank="same"; "N-3";32}
 "23" -> "32" ;
 33 [color=darkorchid2];
{rank="same"; "N-2";33}
 "14" -> "33" ;
 34 [color=brown2];
{rank="same"; "N-3";34}
 "11" -> "34" ;
 35 [color=brown2];
{rank="same"; "N-3";35}
 "11" -> "35" ;
 36 [color=brown2];
{rank="same"; "N-4";36}
 "35" -> "36" ;
 37 [color=darkorchid2];
{rank="same"; "N-2";37}
 "16" -> "37" ;
 38 [color=darkorchid2];
{rank="same"; "N-2";38}
 "16" -> "38" ;
 39 [color=darkorchid2];
{rank="same"; "N-2";39}
 "3" -> "39" ;
 40 [color=brown2];
{rank="same"; "N-3";40}
 "11" -> "40" ;
 41 [color=darkorchid2];
{rank="same"; "N-2";41}
 "8" -> "41" ;
 42 [color=darkorchid2];
{rank="same"; "N-3";42}
 "37" -> "42" ;
 43 [color=brown2];
{rank="same"; "N-3";43}
 "11" -> "43" ;
 44 [color=darkorchid2];
{rank="same"; "N-4";44}
 "32" -> "44" ;
 45 [color=brown2];
{rank="same"; "N-4";45}
 "32" -> "45" ;
 46 [color=brown2];
{rank="same"; "N-4";46}
 "32" -> "46" ;
 47 [color=darkorchid2];
{rank="same"; "N-4";47}
 "32" -> "47" ;
 48 [color=darkorchid2];
{rank="same"; "N-4";48}
 "32" -> "48" ;
 49 [color=brown2];
{rank="same"; "N-4";49}
 "32" -> "49" ;
 50 [color=darkorchid2];
{rank="same"; "N-4";50}
 "32" -> "50" ;
 51 [color=brown2];
{rank="same"; "N-4";51}
 "32" -> "51" ;
 52 [color=brown2];
{rank="same"; "N-4";52}
 "27" -> "52" ;
 53 [color=brown2];
{rank="same"; "N-4";53}
 "22" -> "53" ;
 54 [color=darkorchid2];
{rank="same"; "N-5";54}
 "19" -> "54" ;
 55 [color=darkorchid2];
{rank="same"; "N-5";55}
 "44" -> "55" ;
 56 [color=darkorchid2];
{rank="same"; "N-5";56}
 "44" -> "56" ;
 57 [color=darkorchid2];
{rank="same"; "N-5";57}
 "44" -> "57" ;
 58 [color=darkorchid2];
{rank="same"; "N-5";58}
 "44" -> "58" ;
 59 [color=brown2];
{rank="same"; "N-5";59}
 "53" -> "59" ;
 60 [color=darkorchid2];
{rank="same"; "N-2";60}
 "16" -> "60" ;
 61 [color=brown2];
{rank="same"; "N-5";61}
 "53" -> "61" ;
 62 [color=brown2];
{rank="same"; "N-3";62}
 "39" -> "62" ;
 63 [color=darkorchid2];
{rank="same"; "N-4";63}
 "18" -> "63" ;
 64 [color=brown2];
{rank="same"; "N-3";64}
 "6" -> "64" ;
 65 [color=brown2];
{rank="same"; "N-5";65}
 "53" -> "65" ;
 66 [color=darkorchid2];
{rank="same"; "N-3";66}
 "37" -> "66" ;
 67 [color=darkorchid2];
{rank="same"; "N-3";67}
 "39" -> "67" ;
 68 [color=darkorchid2];
{rank="same"; "N-4";68}
 "67" -> "68" ;
 69 [color=darkorchid2];
{rank="same"; "N-4";69}
 "35" -> "69" ;
 70 [color=brown2];
{rank="same"; "N-5";70}
 "69" -> "70" ;
 71 [color=brown2];
{rank="same"; "N-4";71}
 "34" -> "71" ;
 72 [color=darkorchid2];
{rank="same"; "N-4";72}
 "62" -> "72" ;
 73 [color=brown2];
{rank="same"; "N-3";73}
 "60" -> "73" ;
 74 [color=brown2];
{rank="same"; "N-5";74}
 "52" -> "74" ;
 75 [color=brown2];
{rank="same"; "N-1";75}
 "1" -> "75" ;
 76 [color=darkorchid2];
{rank="same"; "N-1";76}
 "1" -> "76" ;
 77 [color=darkorchid2];
{rank="same"; "N-5";77}
 "52" -> "77" ;
 78 [color=brown2];
{rank="same"; "N-1";78}
 "1" -> "78" ;
 79 [color=brown2];
{rank="same"; "N-6";79}
 "65" -> "79" ;
 80 [color=brown2];
{rank="same"; "N-7";80}
 "79" -> "80" ;
 81 [color=brown2];
{rank="same"; "N-6";81}
 "70" -> "81" ;
 82 [color=darkorchid2];
{rank="same"; "N-7";82}
 "81" -> "82" ;
 83 [color=brown2];
{rank="same"; "N-2";83}
 "76" -> "83" ;
 84 [color=brown2];
{rank="same"; "N-7";84}
 "79" -> "84" ;
 85 [color=darkorchid2];
{rank="same"; "N-7";85}
 "81" -> "85" ;
 86 [color=brown2];
{rank="same"; "N-7";86}
 "79" -> "86" ;
 87 [color=darkorchid2];
{rank="same"; "N-5";87}
 "68" -> "87" ;
 88 [color=darkorchid2];
{rank="same"; "N-3";88}
 "83" -> "88" ;
 89 [color=darkorchid2];
{rank="same"; "N-5";89}
 "69" -> "89" ;
 90 [color=brown2];
{rank="same"; "N-8";90}
 "86" -> "90" ;
 91 [color=brown2];
{rank="same"; "N-4";91}
 "43" -> "91" ;
 92 [color=brown2];
{rank="same"; "N-5";92}
 "91" -> "92" ;
 93 [color=brown2];
{rank="same"; "N-7";93}
 "79" -> "93" ;
 94 [color=brown2];
{rank="same"; "N-8";94}
 "86" -> "94" ;
 95 [color=brown2];
{rank="same"; "N-9";95}
 "94" -> "95" ;
 96 [color=brown2];
{rank="same"; "N-6";96}
 "92" -> "96" ;
 97 [color=darkorchid2];
{rank="same"; "N-6";97}
 "77" -> "97" ;
 98 [color=darkorchid2];
{rank="same"; "N-2";98}
 "75" -> "98" ;
 99 [color=darkorchid2];
{rank="same"; "N-4";99}
 "42" -> "99" ;
 100 [color=darkorchid2];
{rank="same"; "N-2";100}
 "76" -> "100" ;
 101 [color=brown2];
{rank="same"; "N-5";101}
 "69" -> "101" ;
 102 [color=darkorchid2];
{rank="same"; "N-9";102}
 "94" -> "102" ;
 103 [color=brown2];
{rank="same"; "N-1";103}
 "1" -> "103" ;
 104 [color=brown2];
{rank="same"; "N-8";104}
 "84" -> "104" ;
 105 [color=brown2];
{rank="same"; "N-4";105}
 "13" -> "105" ;
 106 [color=brown2];
{rank="same"; "N-5";106}
 "105" -> "106" ;
 107 [color=brown2];
{rank="same"; "N-6";107}
 "65" -> "107" ;
 108 [color=darkorchid2];
{rank="same"; "N-6";108}
 "106" -> "108" ;
 109 [color=brown2];
{rank="same"; "N-9";109}
 "94" -> "109" ;
 110 [color=darkorchid2];
{rank="same"; "N-9";110}
 "104" -> "110" ;
 111 [color=darkorchid2];
{rank="same"; "N-5";111}
 "105" -> "111" ;
 112 [color=brown2];
{rank="same"; "N-5";112}
 "26" -> "112" ;
 113 [color=brown2];
{rank="same"; "N-9";113}
 "94" -> "113" ;
 114 [color=brown2];
{rank="same"; "N-2";114}
 "75" -> "114" ;
 115 [color=darkorchid2];
{rank="same"; "N-3";115}
 "23" -> "115" ;
 116 [color=darkorchid2];
{rank="same"; "N-7";116}
 "97" -> "116" ;
 117 [color=darkorchid2];
{rank="same"; "N-6";117}
 "106" -> "117" ;
 118 [color=darkorchid2];
{rank="same"; "N-5";118}
 "99" -> "118" ;
 119 [color=darkorchid2];
{rank="same"; "N-2";119}
 "75" -> "119" ;
 120 [color=darkorchid2];
{rank="same"; "N-3";120}
 "37" -> "120" ;
 121 [color=darkorchid2];
{rank="same"; "N-4";121}
 "62" -> "121" ;
 122 [color=brown2];
"122" ;
 123 [color=brown2];
{rank="same"; "N-1";123}
 "122" -> "123" ;
 124 [color=darkorchid2];
{rank="same"; "N-6";124}
 "118" -> "124" ;
 125 [color=darkorchid2];
{rank="same"; "N-4";125}
 "115" -> "125" ;
 126 [color=darkorchid2];
{rank="same"; "N-5";126}
 "105" -> "126" ;
 127 [color=darkorchid2];
{rank="same"; "N-5";127}
 "99" -> "127" ;
 128 [color=darkorchid2];
{rank="same"; "N-4";128}
 "120" -> "128" ;
 129 [color=brown2];
{rank="same"; "N-6";129}
 "55" -> "129" ;
 130 [color=brown2];
{rank="same"; "N-7";130}
 "129" -> "130" ;
 131 [color=brown2];
{rank="same"; "N-7";131}
 "81" -> "131" ;
 132 [color=darkorchid2];
{rank="same"; "N-1";132}
 "1" -> "132" ;
 133 [color=darkorchid2];
{rank="same"; "N-8";133}
 "130" -> "133" ;
 134 [color=brown2];
{rank="same"; "N-2";134}
 "123" -> "134" ;
 135 [color=darkorchid2];
{rank="same"; "N-2";135}
 "20" -> "135" ;
 136 [color=darkorchid2];
{rank="same"; "N-6";136}
 "111" -> "136" ;
 137 [color=brown2];
{rank="same"; "N-3";137}
 "135" -> "137" ;
 138 [color=brown2];
"138" ;
 139 [color=brown2];
{rank="same"; "N-3";139}
 "135" -> "139" ;
 140 [color=darkorchid2];
{rank="same"; "N-4";140}
 "139" -> "140" ;
 141 [color=brown2];
{rank="same"; "N-2";141}
 "3" -> "141" ;
 142 [color=brown2];
{rank="same"; "N-5";142}
 "140" -> "142" ;
 143 [color=brown2];
"143" ;
 144 [color=darkorchid2];
{rank="same"; "N-4";144}
 "139" -> "144" ;
 145 [color=brown2];
"145" ;
 146 [color=brown2];
{rank="same"; "N-1";146}
 "145" -> "146" ;
 147 [color=darkorchid2];
{rank="same"; "N-6";147}
 "142" -> "147" ;
 148 [color=darkorchid2];
{rank="same"; "N-3";148}
 "134" -> "148" ;
 149 [color=brown2];
{rank="same"; "N-4";149}
 "148" -> "149" ;
 150 [color=brown2];
{rank="same"; "N-5";150}
 "149" -> "150" ;
 151 [color=brown2];
"151" ;
 152 [color=brown2];
{rank="same"; "N-5";152}
 "149" -> "152" ;
 
}