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zClay Bonds

The bonds are issued at a 60% APY. There will likely also be a secondary market. After the conclusion of issuance, bond prices will solely be determined by the market. If the market is efficient, prices of zClay denominated in Clay on the secondary market would be expected to be the same as the daily issuance price and continue to decline at the same rate shown here once issuance has finished after 1 year. The price should reach almost 1:1 on the final day before maturation.
​
Day
Days to Maturation
Daily Yield
Profit at Maturation
zClay Issued per Clay
1
1095
0.1643835616%
180.00000%
2.8
2
1094
0.1643835616%
179.83562%
2.798356164
3
1093
0.1643835616%
179.67123%
2.796712328
4
1092
0.1643835616%
179.50685%
2.795068493
5
1091
0.1643835616%
179.34247%
2.793424657
6
1090
0.1643835616%
179.17808%
2.791780821
7
1089
0.1643835616%
179.01370%
2.790136986
8
1088
0.1643835616%
178.84932%
2.78849315
9
1087
0.1643835616%
178.68493%
2.786849315
10
1086
0.1643835616%
178.52055%
2.785205479
11
1085
0.1643835616%
178.35616%
2.783561643
12
1084
0.1643835616%
178.19178%
2.781917808
13
1083
0.1643835616%
178.02740%
2.780273972
14
1082
0.1643835616%
177.86301%
2.778630137
15
1081
0.1643835616%
177.69863%
2.776986301
16
1080
0.1643835616%
177.53425%
2.775342465
17
1079
0.1643835616%
177.36986%
2.77369863
18
1078
0.1643835616%
177.20548%
2.772054794
19
1077
0.1643835616%
177.04110%
2.770410958
20
1076
0.1643835616%
176.87671%
2.768767123
21
1075
0.1643835616%
176.71233%
2.767123287
22
1074
0.1643835616%
176.54795%
2.765479452
23
1073
0.1643835616%
176.38356%
2.763835616
24
1072
0.1643835616%
176.21918%
2.76219178
25
1071
0.1643835616%
176.05479%
2.760547945
26
1070
0.1643835616%
175.89041%
2.758904109
27
1069
0.1643835616%
175.72603%
2.757260274
28
1068
0.1643835616%
175.56164%
2.755616438
29
1067
0.1643835616%
175.39726%
2.753972602
30
1066
0.1643835616%
175.23288%
2.752328767
31
1065
0.1643835616%
175.06849%
2.750684931
32
1064
0.1643835616%
174.90411%
2.749041095
33
1063
0.1643835616%
174.73973%
2.74739726
34
1062
0.1643835616%
174.57534%
2.745753424
35
1061
0.1643835616%
174.41096%
2.744109589
36
1060
0.1643835616%
174.24658%
2.742465753
37
1059
0.1643835616%
174.08219%
2.740821917
38
1058
0.1643835616%
173.91781%
2.739178082
39
1057
0.1643835616%
173.75342%
2.737534246
40
1056
0.1643835616%
173.58904%
2.73589041
41
1055
0.1643835616%
173.42466%
2.734246575
42
1054
0.1643835616%
173.26027%
2.732602739
43
1053
0.1643835616%
173.09589%
2.730958904
44
1052
0.1643835616%
172.93151%
2.729315068
45
1051
0.1643835616%
172.76712%
2.727671232
46
1050
0.1643835616%
172.60274%
2.726027397
47
1049
0.1643835616%
172.43836%
2.724383561
48
1048
0.1643835616%
172.27397%
2.722739726
49
1047
0.1643835616%
172.10959%
2.72109589
50
1046
0.1643835616%
171.94521%
2.719452054
51
1045
0.1643835616%
171.78082%
2.717808219
52
1044
0.1643835616%
171.61644%
2.716164383
53
1043
0.1643835616%
171.45205%
2.714520547
54
1042
0.1643835616%
171.28767%
2.712876712
55
1041
0.1643835616%
171.12329%
2.711232876
56
1040
0.1643835616%
170.95890%
2.709589041
57
1039
0.1643835616%
170.79452%
2.707945205
58
1038
0.1643835616%
170.63014%
2.706301369
59
1037
0.1643835616%
170.46575%
2.704657534
60
1036
0.1643835616%
170.30137%
2.703013698
61
1035
0.1643835616%
170.13699%
2.701369863
62
1034
0.1643835616%
169.97260%
2.699726027
63
1033
0.1643835616%
169.80822%
2.698082191
64
1032
0.1643835616%
169.64384%
2.696438356
65
1031
0.1643835616%
169.47945%
2.69479452
66
1030
0.1643835616%
169.31507%
2.693150684
67
1029
0.1643835616%
169.15068%
2.691506849
68
1028
0.1643835616%
168.98630%
2.689863013
69
1027
0.1643835616%
168.82192%
2.688219178
70
1026
0.1643835616%
168.65753%
2.686575342
71
1025
0.1643835616%
168.49315%
2.684931506
72
1024
0.1643835616%
168.32877%
2.683287671
73
1023
0.1643835616%
168.16438%
2.681643835
74
1022
0.1643835616%
168.00000%
2.68
75
1021
0.1643835616%
167.83562%
2.678356164
76
1020
0.1643835616%
167.67123%
2.676712328
77
1019
0.1643835616%
167.50685%
2.675068493
78
1018
0.1643835616%
167.34247%
2.673424657
79
1017
0.1643835616%
167.17808%
2.671780821
80
1016
0.1643835616%
167.01370%
2.670136986
81
1015
0.1643835616%
166.84932%
2.66849315
82
1014
0.1643835616%
166.68493%
2.666849315
83
1013
0.1643835616%
166.52055%
2.665205479
84
1012
0.1643835616%
166.35616%
2.663561643
85
1011
0.1643835616%
166.19178%
2.661917808
86
1010
0.1643835616%
166.02740%
2.660273972
87
1009
0.1643835616%
165.86301%
2.658630137
88
1008
0.1643835616%
165.69863%
2.656986301
89
1007
0.1643835616%
165.53425%
2.655342465
90
1006
0.1643835616%
165.36986%
2.65369863
91
1005
0.1643835616%
165.20548%
2.652054794
92
1004
0.1643835616%
165.04110%
2.650410958
93
1003
0.1643835616%
164.87671%
2.648767123
94
1002
0.1643835616%
164.71233%
2.647123287
95
1001
0.1643835616%
164.54795%
2.645479452
96
1000
0.1643835616%
164.38356%
2.643835616
97
999
0.1643835616%
164.21918%
2.64219178
98
998
0.1643835616%
164.05479%
2.640547945
99
997
0.1643835616%
163.89041%
2.638904109
100
996
0.1643835616%
163.72603%
2.637260274
101
995
0.1643835616%
163.56164%
2.635616438
102
994
0.1643835616%
163.39726%
2.633972602
103
993
0.1643835616%
163.23288%
2.632328767
104
992
0.1643835616%
163.06849%
2.630684931
105
991
0.1643835616%
162.90411%
2.629041095
106
990
0.1643835616%
162.73973%
2.62739726
107
989
0.1643835616%
162.57534%
2.625753424
108
988
0.1643835616%
162.41096%
2.624109589
109
987
0.1643835616%
162.24658%
2.622465753
110
986
0.1643835616%
162.08219%
2.620821917
111
985
0.1643835616%
161.91781%
2.619178082
112
984
0.1643835616%
161.75342%
2.617534246
113
983
0.1643835616%
161.58904%
2.615890411
114
982
0.1643835616%
161.42466%
2.614246575
115
981
0.1643835616%
161.26027%
2.612602739
116
980
0.1643835616%
161.09589%
2.610958904
117
979
0.1643835616%
160.93151%
2.609315068
118
978
0.1643835616%
160.76712%
2.607671232
119
977
0.1643835616%
160.60274%
2.606027397
120
976
0.1643835616%
160.43836%
2.604383561
121
975
0.1643835616%
160.27397%
2.602739726
122
974
0.1643835616%
160.10959%
2.60109589
123
973
0.1643835616%
159.94521%
2.599452054
124
972
0.1643835616%
159.78082%
2.597808219
125
971
0.1643835616%
159.61644%
2.596164383
126
970
0.1643835616%
159.45205%
2.594520548
127
969
0.1643835616%
159.28767%
2.592876712
128
968
0.1643835616%
159.12329%
2.591232876
129
967
0.1643835616%
158.95890%
2.589589041
130
966
0.1643835616%
158.79452%
2.587945205
131
965
0.1643835616%
158.63014%
2.586301369
132
964
0.1643835616%
158.46575%
2.584657534
133
963
0.1643835616%
158.30137%
2.583013698
134
962
0.1643835616%
158.13699%
2.581369863
135
961
0.1643835616%
157.97260%
2.579726027
136
960
0.1643835616%
157.80822%
2.578082191
137
959
0.1643835616%
157.64384%
2.576438356
138
958
0.1643835616%
157.47945%
2.57479452
139
957
0.1643835616%
157.31507%
2.573150685
140
956
0.1643835616%
157.15068%
2.571506849
141
955
0.1643835616%
156.98630%
2.569863013
142
954
0.1643835616%
156.82192%
2.568219178
143
953
0.1643835616%
156.65753%
2.566575342
144
952
0.1643835616%
156.49315%
2.564931506
145
951
0.1643835616%
156.32877%
2.563287671
146
950
0.1643835616%
156.16438%
2.561643835
147
949
0.1643835616%
156.00000%
2.56
148
948
0.1643835616%
155.83562%
2.558356164
149
947
0.1643835616%
155.67123%
2.556712328
150
946
0.1643835616%
155.50685%
2.555068493
151
945
0.1643835616%
155.34247%
2.553424657
152
944
0.1643835616%
155.17808%
2.551780822
153
943
0.1643835616%
155.01370%
2.550136986
154
942
0.1643835616%
154.84932%
2.54849315
155
941
0.1643835616%
154.68493%
2.546849315
156
940
0.1643835616%
154.52055%
2.545205479
157
939
0.1643835616%
154.35616%
2.543561643
158
938
0.1643835616%
154.19178%
2.541917808
159
937
0.1643835616%
154.02740%
2.540273972
160
936
0.1643835616%
153.86301%
2.538630137
161
935
0.1643835616%
153.69863%
2.536986301
162
934
0.1643835616%
153.53425%
2.535342465
163
933
0.1643835616%
153.36986%
2.53369863
164
932
0.1643835616%
153.20548%
2.532054794
165
931
0.1643835616%
153.04110%
2.530410958
166
930
0.1643835616%
152.87671%