Estimated User #30 (35 IP addresses)
2 fiction conversations
over 3 months, 25 days
(Dec 24, 2023 – Apr 17, 2024)
New York, United States
Estimated User Group (35 IP addresses)
Click to compare IP addresses
▶
An IP address relates to the location of a user's computer or device, and a single person may have multiple IP addresses if they use different locations or networks. These IP addresses are grouped because the average embedding of each IP address's first turns (computed with all-MiniLM-L6-v2 sentence-transformer) has cosine similarity ≥ 0.85 and they share the same state (New York). Groups are merged transitively—if A matches B and B matches C, all three are grouped even if A and C are below 0.85.
Pairwise cosine similarities (595 pairs)
| IP A | IP B | Similarity |
|---|---|---|
3cce469513ee... |
6761bb7b5a44... |
1.000 |
525c6c03e3ed... |
a2a85254fea3... |
1.000 |
54e4f7fde77f... |
dee4329ee7a7... |
1.000 |
0416cba5502e... |
a500e83172b1... |
0.999 |
21065ccb94e0... |
3cce469513ee... |
0.999 |
21065ccb94e0... |
6761bb7b5a44... |
0.999 |
4bbb7a37684b... |
ab65f3a48849... |
0.999 |
525c6c03e3ed... |
58218630ec9e... |
0.999 |
58218630ec9e... |
a2a85254fea3... |
0.999 |
58218630ec9e... |
910521e6ee53... |
0.998 |
525c6c03e3ed... |
910521e6ee53... |
0.997 |
910521e6ee53... |
a2a85254fea3... |
0.997 |
a500e83172b1... |
dcb56c594d2d... |
0.997 |
0416cba5502e... |
dcb56c594d2d... |
0.996 |
3cce469513ee... |
910521e6ee53... |
0.994 |
6761bb7b5a44... |
910521e6ee53... |
0.994 |
21065ccb94e0... |
910521e6ee53... |
0.993 |
21065ccb94e0... |
58218630ec9e... |
0.992 |
3cce469513ee... |
58218630ec9e... |
0.992 |
58218630ec9e... |
6761bb7b5a44... |
0.992 |
21065ccb94e0... |
4bbb7a37684b... |
0.991 |
0416cba5502e... |
cd5cbad835f7... |
0.990 |
3cce469513ee... |
4bbb7a37684b... |
0.990 |
4bbb7a37684b... |
6761bb7b5a44... |
0.990 |
a500e83172b1... |
cd5cbad835f7... |
0.990 |
43076dc4dd62... |
5cc16c231b21... |
0.989 |
cd5cbad835f7... |
dcb56c594d2d... |
0.989 |
3cce469513ee... |
525c6c03e3ed... |
0.988 |
3cce469513ee... |
a2a85254fea3... |
0.988 |
525c6c03e3ed... |
6761bb7b5a44... |
0.988 |
6761bb7b5a44... |
a2a85254fea3... |
0.988 |
95265314b512... |
ee0a5bd64c48... |
0.988 |
21065ccb94e0... |
525c6c03e3ed... |
0.987 |
21065ccb94e0... |
a2a85254fea3... |
0.987 |
cd5cbad835f7... |
da17f1d39a5e... |
0.986 |
d5a78ec1f7ab... |
da17f1d39a5e... |
0.986 |
4bbb7a37684b... |
910521e6ee53... |
0.985 |
21065ccb94e0... |
ab65f3a48849... |
0.983 |
3cce469513ee... |
ab65f3a48849... |
0.983 |
6761bb7b5a44... |
ab65f3a48849... |
0.983 |
da17f1d39a5e... |
dcb56c594d2d... |
0.983 |
0416cba5502e... |
da17f1d39a5e... |
0.982 |
4bbb7a37684b... |
58218630ec9e... |
0.982 |
0fe97d18e17a... |
3cce469513ee... |
0.981 |
0fe97d18e17a... |
6761bb7b5a44... |
0.981 |
cd5cbad835f7... |
ee0a5bd64c48... |
0.981 |
0fe97d18e17a... |
21065ccb94e0... |
0.980 |
a500e83172b1... |
da17f1d39a5e... |
0.980 |
4bbb7a37684b... |
525c6c03e3ed... |
0.978 |
4bbb7a37684b... |
a2a85254fea3... |
0.978 |
910521e6ee53... |
ab65f3a48849... |
0.978 |
0fe97d18e17a... |
4bbb7a37684b... |
0.977 |
0fe97d18e17a... |
910521e6ee53... |
0.977 |
0fe97d18e17a... |
58218630ec9e... |
0.975 |
18eecedb3c02... |
8183e9ac4ab3... |
0.975 |
58218630ec9e... |
ab65f3a48849... |
0.975 |
525c6c03e3ed... |
dcb56c594d2d... |
0.974 |
a2a85254fea3... |
dcb56c594d2d... |
0.974 |
0416cba5502e... |
525c6c03e3ed... |
0.973 |
0416cba5502e... |
58218630ec9e... |
0.973 |
0416cba5502e... |
a2a85254fea3... |
0.973 |
38335deb5e69... |
dee4329ee7a7... |
0.973 |
58218630ec9e... |
dcb56c594d2d... |
0.973 |
850a28bc321e... |
8bf86b0ed3c8... |
0.973 |
0416cba5502e... |
4bbb7a37684b... |
0.972 |
0416cba5502e... |
ab65f3a48849... |
0.972 |
0fe97d18e17a... |
ab65f3a48849... |
0.972 |
38335deb5e69... |
54e4f7fde77f... |
0.972 |
910521e6ee53... |
dcb56c594d2d... |
0.972 |
0416cba5502e... |
910521e6ee53... |
0.971 |
38335deb5e69... |
8bf86b0ed3c8... |
0.971 |
38335deb5e69... |
93fc4d8d95f0... |
0.971 |
0fe97d18e17a... |
525c6c03e3ed... |
0.970 |
0fe97d18e17a... |
a2a85254fea3... |
0.970 |
4bbb7a37684b... |
dcb56c594d2d... |
0.970 |
525c6c03e3ed... |
a500e83172b1... |
0.970 |
525c6c03e3ed... |
ab65f3a48849... |
0.970 |
525c6c03e3ed... |
cd5cbad835f7... |
0.970 |
525c6c03e3ed... |
da17f1d39a5e... |
0.970 |
58218630ec9e... |
a500e83172b1... |
0.970 |
58218630ec9e... |
cd5cbad835f7... |
0.970 |
910521e6ee53... |
cd5cbad835f7... |
0.970 |
910521e6ee53... |
da17f1d39a5e... |
0.970 |
a2a85254fea3... |
a500e83172b1... |
0.970 |
a2a85254fea3... |
ab65f3a48849... |
0.970 |
a2a85254fea3... |
cd5cbad835f7... |
0.970 |
a2a85254fea3... |
da17f1d39a5e... |
0.970 |
a500e83172b1... |
ab65f3a48849... |
0.970 |
ab65f3a48849... |
dcb56c594d2d... |
0.970 |
4bbb7a37684b... |
a500e83172b1... |
0.969 |
4bbb7a37684b... |
cd5cbad835f7... |
0.969 |
54e4f7fde77f... |
8bf86b0ed3c8... |
0.969 |
58218630ec9e... |
da17f1d39a5e... |
0.969 |
8bf86b0ed3c8... |
dee4329ee7a7... |
0.968 |
910521e6ee53... |
a500e83172b1... |
0.968 |
ab65f3a48849... |
cd5cbad835f7... |
0.968 |
0fe97d18e17a... |
cd5cbad835f7... |
0.965 |
95265314b512... |
cd5cbad835f7... |
0.965 |
da17f1d39a5e... |
ee0a5bd64c48... |
0.963 |
21065ccb94e0... |
dcb56c594d2d... |
0.962 |
3cce469513ee... |
dcb56c594d2d... |
0.962 |
6761bb7b5a44... |
dcb56c594d2d... |
0.962 |
0fe97d18e17a... |
dcb56c594d2d... |
0.961 |
4bbb7a37684b... |
da17f1d39a5e... |
0.961 |
0416cba5502e... |
21065ccb94e0... |
0.960 |
0416cba5502e... |
3cce469513ee... |
0.960 |
0416cba5502e... |
6761bb7b5a44... |
0.960 |
21065ccb94e0... |
cd5cbad835f7... |
0.959 |
3cce469513ee... |
cd5cbad835f7... |
0.959 |
6761bb7b5a44... |
cd5cbad835f7... |
0.959 |
ab65f3a48849... |
da17f1d39a5e... |
0.959 |
0fe97d18e17a... |
da17f1d39a5e... |
0.958 |
3cce469513ee... |
a500e83172b1... |
0.958 |
6761bb7b5a44... |
a500e83172b1... |
0.958 |
0416cba5502e... |
0fe97d18e17a... |
0.957 |
21065ccb94e0... |
a500e83172b1... |
0.957 |
3cce469513ee... |
da17f1d39a5e... |
0.957 |
6761bb7b5a44... |
da17f1d39a5e... |
0.957 |
0fe97d18e17a... |
ee0a5bd64c48... |
0.956 |
21065ccb94e0... |
da17f1d39a5e... |
0.956 |
781194a9f5b1... |
93fc4d8d95f0... |
0.955 |
cd5cbad835f7... |
d5a78ec1f7ab... |
0.955 |
0fe97d18e17a... |
a500e83172b1... |
0.954 |
8bf86b0ed3c8... |
93fc4d8d95f0... |
0.954 |
dcb56c594d2d... |
ee0a5bd64c48... |
0.953 |
0416cba5502e... |
ee0a5bd64c48... |
0.950 |
95265314b512... |
da17f1d39a5e... |
0.948 |
a500e83172b1... |
ee0a5bd64c48... |
0.947 |
d5a78ec1f7ab... |
dcb56c594d2d... |
0.947 |
38335deb5e69... |
ee0a5bd64c48... |
0.946 |
910521e6ee53... |
ee0a5bd64c48... |
0.945 |
d5a78ec1f7ab... |
ee0a5bd64c48... |
0.945 |
0416cba5502e... |
d5a78ec1f7ab... |
0.943 |
38335deb5e69... |
95265314b512... |
0.943 |
4bbb7a37684b... |
ee0a5bd64c48... |
0.943 |
525c6c03e3ed... |
ee0a5bd64c48... |
0.943 |
58218630ec9e... |
ee0a5bd64c48... |
0.943 |
a2a85254fea3... |
ee0a5bd64c48... |
0.943 |
8bf86b0ed3c8... |
ee0a5bd64c48... |
0.941 |
ab65f3a48849... |
ee0a5bd64c48... |
0.941 |
0fe97d18e17a... |
93fc4d8d95f0... |
0.940 |
a500e83172b1... |
d5a78ec1f7ab... |
0.940 |
d5a78ec1f7ab... |
dee4329ee7a7... |
0.940 |
525c6c03e3ed... |
d5a78ec1f7ab... |
0.939 |
910521e6ee53... |
d5a78ec1f7ab... |
0.939 |
93fc4d8d95f0... |
ee0a5bd64c48... |
0.939 |
a2a85254fea3... |
d5a78ec1f7ab... |
0.939 |
54e4f7fde77f... |
d5a78ec1f7ab... |
0.938 |
58218630ec9e... |
d5a78ec1f7ab... |
0.938 |
95265314b512... |
d5a78ec1f7ab... |
0.938 |
3cce469513ee... |
ee0a5bd64c48... |
0.937 |
6761bb7b5a44... |
ee0a5bd64c48... |
0.937 |
21065ccb94e0... |
ee0a5bd64c48... |
0.936 |
0fe97d18e17a... |
95265314b512... |
0.935 |
38335deb5e69... |
781194a9f5b1... |
0.935 |
5cc16c231b21... |
95265314b512... |
0.935 |
8bf86b0ed3c8... |
95265314b512... |
0.934 |
dee4329ee7a7... |
ee0a5bd64c48... |
0.934 |
54e4f7fde77f... |
ee0a5bd64c48... |
0.933 |
93fc4d8d95f0... |
95265314b512... |
0.933 |
38335deb5e69... |
d5a78ec1f7ab... |
0.932 |
5cc16c231b21... |
ee0a5bd64c48... |
0.932 |
0fe97d18e17a... |
8bf86b0ed3c8... |
0.930 |
38335deb5e69... |
da17f1d39a5e... |
0.930 |
da17f1d39a5e... |
dee4329ee7a7... |
0.930 |
0fe97d18e17a... |
d5a78ec1f7ab... |
0.929 |
54e4f7fde77f... |
da17f1d39a5e... |
0.929 |
850a28bc321e... |
93fc4d8d95f0... |
0.929 |
8bf86b0ed3c8... |
cd5cbad835f7... |
0.929 |
8bf86b0ed3c8... |
da17f1d39a5e... |
0.929 |
95265314b512... |
dcb56c594d2d... |
0.929 |
95265314b512... |
dee4329ee7a7... |
0.929 |
54e4f7fde77f... |
95265314b512... |
0.928 |
0416cba5502e... |
95265314b512... |
0.927 |
0fe97d18e17a... |
781194a9f5b1... |
0.927 |
43076dc4dd62... |
dee4329ee7a7... |
0.927 |
93fc4d8d95f0... |
cd5cbad835f7... |
0.927 |
0fe97d18e17a... |
38335deb5e69... |
0.926 |
38335deb5e69... |
5cc16c231b21... |
0.926 |
38335deb5e69... |
cd5cbad835f7... |
0.926 |
4bbb7a37684b... |
d5a78ec1f7ab... |
0.926 |
38335deb5e69... |
43076dc4dd62... |
0.925 |
5cc16c231b21... |
dee4329ee7a7... |
0.925 |
21065ccb94e0... |
d5a78ec1f7ab... |
0.924 |
3cce469513ee... |
d5a78ec1f7ab... |
0.924 |
43076dc4dd62... |
54e4f7fde77f... |
0.924 |
51a1193e7426... |
8183e9ac4ab3... |
0.924 |
54e4f7fde77f... |
5cc16c231b21... |
0.924 |
6761bb7b5a44... |
d5a78ec1f7ab... |
0.924 |
93fc4d8d95f0... |
dee4329ee7a7... |
0.924 |
95265314b512... |
a500e83172b1... |
0.924 |
54e4f7fde77f... |
93fc4d8d95f0... |
0.923 |
781194a9f5b1... |
8bf86b0ed3c8... |
0.923 |
ab65f3a48849... |
d5a78ec1f7ab... |
0.923 |
43076dc4dd62... |
95265314b512... |
0.922 |
8bf86b0ed3c8... |
d5a78ec1f7ab... |
0.922 |
910521e6ee53... |
95265314b512... |
0.922 |
38335deb5e69... |
850a28bc321e... |
0.921 |
781194a9f5b1... |
ee0a5bd64c48... |
0.921 |
4bbb7a37684b... |
95265314b512... |
0.920 |
43076dc4dd62... |
ee0a5bd64c48... |
0.919 |
54e4f7fde77f... |
cd5cbad835f7... |
0.919 |
95265314b512... |
ab65f3a48849... |
0.919 |
cd5cbad835f7... |
dee4329ee7a7... |
0.919 |
525c6c03e3ed... |
95265314b512... |
0.918 |
58218630ec9e... |
95265314b512... |
0.918 |
93fc4d8d95f0... |
da17f1d39a5e... |
0.918 |
95265314b512... |
a2a85254fea3... |
0.918 |
8bf86b0ed3c8... |
dcb56c594d2d... |
0.917 |
43076dc4dd62... |
d5a78ec1f7ab... |
0.914 |
93fc4d8d95f0... |
dcb56c594d2d... |
0.913 |
3cce469513ee... |
95265314b512... |
0.911 |
6761bb7b5a44... |
95265314b512... |
0.911 |
21065ccb94e0... |
95265314b512... |
0.910 |
5cc16c231b21... |
d5a78ec1f7ab... |
0.910 |
38335deb5e69... |
dcb56c594d2d... |
0.909 |
781194a9f5b1... |
95265314b512... |
0.909 |
0fe97d18e17a... |
54e4f7fde77f... |
0.908 |
0fe97d18e17a... |
dee4329ee7a7... |
0.908 |
0416cba5502e... |
8bf86b0ed3c8... |
0.907 |
5cc16c231b21... |
8bf86b0ed3c8... |
0.907 |
781194a9f5b1... |
850a28bc321e... |
0.906 |
54e4f7fde77f... |
dcb56c594d2d... |
0.905 |
dcb56c594d2d... |
dee4329ee7a7... |
0.905 |
0416cba5502e... |
93fc4d8d95f0... |
0.904 |
8bf86b0ed3c8... |
a500e83172b1... |
0.904 |
0fe97d18e17a... |
850a28bc321e... |
0.903 |
5cc16c231b21... |
cd5cbad835f7... |
0.903 |
5cc16c231b21... |
da17f1d39a5e... |
0.903 |
781194a9f5b1... |
cd5cbad835f7... |
0.903 |
43076dc4dd62... |
8bf86b0ed3c8... |
0.902 |
4bbb7a37684b... |
93fc4d8d95f0... |
0.902 |
850a28bc321e... |
ee0a5bd64c48... |
0.902 |
93fc4d8d95f0... |
a500e83172b1... |
0.902 |
93fc4d8d95f0... |
ab65f3a48849... |
0.902 |
93fc4d8d95f0... |
d5a78ec1f7ab... |
0.901 |
43076dc4dd62... |
da17f1d39a5e... |
0.900 |
0416cba5502e... |
38335deb5e69... |
0.899 |
4fc94a00d753... |
f347f929482a... |
0.898 |
54e4f7fde77f... |
850a28bc321e... |
0.898 |
4bbb7a37684b... |
8bf86b0ed3c8... |
0.897 |
850a28bc321e... |
dee4329ee7a7... |
0.897 |
38335deb5e69... |
a500e83172b1... |
0.896 |
4bbb7a37684b... |
781194a9f5b1... |
0.896 |
8bf86b0ed3c8... |
ab65f3a48849... |
0.896 |
781194a9f5b1... |
ab65f3a48849... |
0.895 |
8bf86b0ed3c8... |
910521e6ee53... |
0.895 |
0416cba5502e... |
54e4f7fde77f... |
0.894 |
0416cba5502e... |
dee4329ee7a7... |
0.894 |
910521e6ee53... |
93fc4d8d95f0... |
0.894 |
43076dc4dd62... |
cd5cbad835f7... |
0.893 |
781194a9f5b1... |
da17f1d39a5e... |
0.893 |
38335deb5e69... |
4bbb7a37684b... |
0.892 |
3cce469513ee... |
93fc4d8d95f0... |
0.892 |
6761bb7b5a44... |
93fc4d8d95f0... |
0.892 |
850a28bc321e... |
95265314b512... |
0.892 |
850a28bc321e... |
cd5cbad835f7... |
0.892 |
21065ccb94e0... |
93fc4d8d95f0... |
0.891 |
38335deb5e69... |
910521e6ee53... |
0.891 |
54e4f7fde77f... |
a500e83172b1... |
0.891 |
781194a9f5b1... |
dee4329ee7a7... |
0.891 |
38335deb5e69... |
ab65f3a48849... |
0.890 |
4fc94a00d753... |
ab65f3a48849... |
0.890 |
54e4f7fde77f... |
781194a9f5b1... |
0.890 |
58218630ec9e... |
8bf86b0ed3c8... |
0.890 |
5cc16c231b21... |
781194a9f5b1... |
0.890 |
a500e83172b1... |
dee4329ee7a7... |
0.890 |
3cce469513ee... |
781194a9f5b1... |
0.889 |
5cc16c231b21... |
93fc4d8d95f0... |
0.889 |
6761bb7b5a44... |
781194a9f5b1... |
0.889 |
781194a9f5b1... |
910521e6ee53... |
0.889 |
21065ccb94e0... |
781194a9f5b1... |
0.888 |
38335deb5e69... |
58218630ec9e... |
0.888 |
525c6c03e3ed... |
8bf86b0ed3c8... |
0.888 |
58218630ec9e... |
93fc4d8d95f0... |
0.888 |
8bf86b0ed3c8... |
a2a85254fea3... |
0.888 |
21065ccb94e0... |
8bf86b0ed3c8... |
0.887 |
38335deb5e69... |
525c6c03e3ed... |
0.887 |
38335deb5e69... |
a2a85254fea3... |
0.887 |
3cce469513ee... |
8bf86b0ed3c8... |
0.887 |
4bbb7a37684b... |
4fc94a00d753... |
0.887 |
6761bb7b5a44... |
8bf86b0ed3c8... |
0.887 |
850a28bc321e... |
dcb56c594d2d... |
0.886 |
910521e6ee53... |
dee4329ee7a7... |
0.886 |
38335deb5e69... |
3cce469513ee... |
0.885 |
38335deb5e69... |
6761bb7b5a44... |
0.885 |
525c6c03e3ed... |
93fc4d8d95f0... |
0.885 |
54e4f7fde77f... |
910521e6ee53... |
0.885 |
93fc4d8d95f0... |
a2a85254fea3... |
0.885 |
21065ccb94e0... |
38335deb5e69... |
0.884 |
58218630ec9e... |
781194a9f5b1... |
0.884 |
525c6c03e3ed... |
54e4f7fde77f... |
0.882 |
525c6c03e3ed... |
dee4329ee7a7... |
0.882 |
54e4f7fde77f... |
a2a85254fea3... |
0.882 |
58218630ec9e... |
dee4329ee7a7... |
0.882 |
781194a9f5b1... |
dcb56c594d2d... |
0.882 |
850a28bc321e... |
da17f1d39a5e... |
0.882 |
a2a85254fea3... |
dee4329ee7a7... |
0.882 |
0fe97d18e17a... |
5cc16c231b21... |
0.881 |
54e4f7fde77f... |
58218630ec9e... |
0.881 |
43076dc4dd62... |
93fc4d8d95f0... |
0.880 |
525c6c03e3ed... |
781194a9f5b1... |
0.880 |
781194a9f5b1... |
a2a85254fea3... |
0.880 |
1826adf2b183... |
8bf86b0ed3c8... |
0.879 |
18eecedb3c02... |
51a1193e7426... |
0.879 |
43076dc4dd62... |
781194a9f5b1... |
0.879 |
0fe97d18e17a... |
4fc94a00d753... |
0.878 |
0416cba5502e... |
781194a9f5b1... |
0.877 |
4bbb7a37684b... |
dee4329ee7a7... |
0.877 |
1826adf2b183... |
38335deb5e69... |
0.876 |
4bbb7a37684b... |
54e4f7fde77f... |
0.876 |
781194a9f5b1... |
d5a78ec1f7ab... |
0.876 |
0416cba5502e... |
850a28bc321e... |
0.875 |
ab65f3a48849... |
dee4329ee7a7... |
0.874 |
3cce469513ee... |
dee4329ee7a7... |
0.873 |
54e4f7fde77f... |
ab65f3a48849... |
0.873 |
6761bb7b5a44... |
dee4329ee7a7... |
0.873 |
781194a9f5b1... |
a500e83172b1... |
0.873 |
850a28bc321e... |
a500e83172b1... |
0.873 |
850a28bc321e... |
ab65f3a48849... |
0.873 |
21065ccb94e0... |
dee4329ee7a7... |
0.872 |
3cce469513ee... |
54e4f7fde77f... |
0.872 |
4bbb7a37684b... |
850a28bc321e... |
0.872 |
51a1193e7426... |
8bf86b0ed3c8... |
0.872 |
54e4f7fde77f... |
6761bb7b5a44... |
0.872 |
21065ccb94e0... |
54e4f7fde77f... |
0.871 |
0fe97d18e17a... |
51a1193e7426... |
0.870 |
21065ccb94e0... |
4fc94a00d753... |
0.869 |
3cce469513ee... |
4fc94a00d753... |
0.869 |
4fc94a00d753... |
6761bb7b5a44... |
0.869 |
5cc16c231b21... |
910521e6ee53... |
0.869 |
525c6c03e3ed... |
5cc16c231b21... |
0.868 |
5cc16c231b21... |
a2a85254fea3... |
0.868 |
0fe97d18e17a... |
43076dc4dd62... |
0.867 |
58218630ec9e... |
5cc16c231b21... |
0.867 |
a5d686ba8e32... |
f347f929482a... |
0.866 |
51a1193e7426... |
781194a9f5b1... |
0.865 |
5cc16c231b21... |
dcb56c594d2d... |
0.865 |
0416cba5502e... |
4fc94a00d753... |
0.864 |
4fc94a00d753... |
910521e6ee53... |
0.863 |
4fc94a00d753... |
cd5cbad835f7... |
0.863 |
4fc94a00d753... |
dcb56c594d2d... |
0.863 |
0416cba5502e... |
5cc16c231b21... |
0.862 |
4fc94a00d753... |
58218630ec9e... |
0.861 |
4fc94a00d753... |
a500e83172b1... |
0.861 |
51a1193e7426... |
ee0a5bd64c48... |
0.861 |
a5d686ba8e32... |
c24fc0b5c215... |
0.861 |
38335deb5e69... |
51a1193e7426... |
0.860 |
4bbb7a37684b... |
5cc16c231b21... |
0.860 |
850a28bc321e... |
d5a78ec1f7ab... |
0.860 |
21065ccb94e0... |
850a28bc321e... |
0.859 |
3cce469513ee... |
850a28bc321e... |
0.859 |
6761bb7b5a44... |
850a28bc321e... |
0.859 |
850a28bc321e... |
910521e6ee53... |
0.859 |
1826adf2b183... |
93fc4d8d95f0... |
0.857 |
43076dc4dd62... |
dcb56c594d2d... |
0.857 |
4fc94a00d753... |
525c6c03e3ed... |
0.857 |
4fc94a00d753... |
a2a85254fea3... |
0.857 |
51a1193e7426... |
93fc4d8d95f0... |
0.857 |
5cc16c231b21... |
ab65f3a48849... |
0.857 |
0416cba5502e... |
43076dc4dd62... |
0.856 |
51a1193e7426... |
850a28bc321e... |
0.856 |
5cc16c231b21... |
a500e83172b1... |
0.856 |
4fc94a00d753... |
ee0a5bd64c48... |
0.855 |
1826adf2b183... |
54e4f7fde77f... |
0.854 |
21065ccb94e0... |
5cc16c231b21... |
0.854 |
3cce469513ee... |
5cc16c231b21... |
0.854 |
4fc94a00d753... |
da17f1d39a5e... |
0.854 |
58218630ec9e... |
850a28bc321e... |
0.854 |
5cc16c231b21... |
6761bb7b5a44... |
0.854 |
1826adf2b183... |
850a28bc321e... |
0.853 |
1826adf2b183... |
dee4329ee7a7... |
0.853 |
43076dc4dd62... |
910521e6ee53... |
0.853 |
43076dc4dd62... |
525c6c03e3ed... |
0.852 |
43076dc4dd62... |
a2a85254fea3... |
0.852 |
51a1193e7426... |
cd5cbad835f7... |
0.852 |
43076dc4dd62... |
58218630ec9e... |
0.851 |
5cc16c231b21... |
850a28bc321e... |
0.851 |
0fe97d18e17a... |
8183e9ac4ab3... |
0.850 |
43076dc4dd62... |
a500e83172b1... |
0.850 |
525c6c03e3ed... |
850a28bc321e... |
0.850 |
850a28bc321e... |
a2a85254fea3... |
0.850 |
43076dc4dd62... |
4bbb7a37684b... |
0.848 (indirect) |
51a1193e7426... |
95265314b512... |
0.848 (indirect) |
43076dc4dd62... |
ab65f3a48849... |
0.846 (indirect) |
4bbb7a37684b... |
51a1193e7426... |
0.846 (indirect) |
43076dc4dd62... |
850a28bc321e... |
0.844 (indirect) |
4fc94a00d753... |
8bf86b0ed3c8... |
0.844 (indirect) |
51a1193e7426... |
ab65f3a48849... |
0.844 (indirect) |
51a1193e7426... |
dee4329ee7a7... |
0.844 (indirect) |
3cce469513ee... |
51a1193e7426... |
0.843 (indirect) |
4bbb7a37684b... |
8183e9ac4ab3... |
0.843 (indirect) |
51a1193e7426... |
54e4f7fde77f... |
0.843 (indirect) |
51a1193e7426... |
6761bb7b5a44... |
0.843 (indirect) |
8183e9ac4ab3... |
ab65f3a48849... |
0.843 (indirect) |
21065ccb94e0... |
51a1193e7426... |
0.842 (indirect) |
51a1193e7426... |
910521e6ee53... |
0.842 (indirect) |
1826adf2b183... |
781194a9f5b1... |
0.840 (indirect) |
1826adf2b183... |
ee0a5bd64c48... |
0.839 (indirect) |
21065ccb94e0... |
43076dc4dd62... |
0.839 (indirect) |
3cce469513ee... |
43076dc4dd62... |
0.839 (indirect) |
43076dc4dd62... |
6761bb7b5a44... |
0.839 (indirect) |
51a1193e7426... |
da17f1d39a5e... |
0.839 (indirect) |
781194a9f5b1... |
8183e9ac4ab3... |
0.839 (indirect) |
1826adf2b183... |
51a1193e7426... |
0.838 (indirect) |
38335deb5e69... |
4fc94a00d753... |
0.838 (indirect) |
1826adf2b183... |
c24fc0b5c215... |
0.837 (indirect) |
51a1193e7426... |
58218630ec9e... |
0.837 (indirect) |
51a1193e7426... |
5cc16c231b21... |
0.837 (indirect) |
8bf86b0ed3c8... |
c24fc0b5c215... |
0.837 (indirect) |
3cce469513ee... |
8183e9ac4ab3... |
0.836 (indirect) |
6761bb7b5a44... |
8183e9ac4ab3... |
0.836 (indirect) |
21065ccb94e0... |
8183e9ac4ab3... |
0.835 (indirect) |
4fc94a00d753... |
93fc4d8d95f0... |
0.835 (indirect) |
4fc94a00d753... |
a5d686ba8e32... |
0.835 (indirect) |
51a1193e7426... |
dcb56c594d2d... |
0.835 (indirect) |
1826adf2b183... |
a5d686ba8e32... |
0.834 (indirect) |
51a1193e7426... |
525c6c03e3ed... |
0.834 (indirect) |
51a1193e7426... |
a2a85254fea3... |
0.834 (indirect) |
c24fc0b5c215... |
f347f929482a... |
0.834 (indirect) |
0416cba5502e... |
51a1193e7426... |
0.831 (indirect) |
8bf86b0ed3c8... |
a5d686ba8e32... |
0.830 (indirect) |
0fe97d18e17a... |
1826adf2b183... |
0.829 (indirect) |
4fc94a00d753... |
95265314b512... |
0.829 (indirect) |
4fc94a00d753... |
d5a78ec1f7ab... |
0.829 (indirect) |
0fe97d18e17a... |
a5d686ba8e32... |
0.828 (indirect) |
1826adf2b183... |
95265314b512... |
0.828 (indirect) |
4fc94a00d753... |
54e4f7fde77f... |
0.828 (indirect) |
4fc94a00d753... |
dee4329ee7a7... |
0.828 (indirect) |
51a1193e7426... |
a500e83172b1... |
0.828 (indirect) |
1826adf2b183... |
cd5cbad835f7... |
0.827 (indirect) |
8183e9ac4ab3... |
850a28bc321e... |
0.826 (indirect) |
8183e9ac4ab3... |
93fc4d8d95f0... |
0.825 (indirect) |
8183e9ac4ab3... |
ee0a5bd64c48... |
0.825 (indirect) |
38335deb5e69... |
c24fc0b5c215... |
0.823 (indirect) |
43076dc4dd62... |
51a1193e7426... |
0.823 (indirect) |
8183e9ac4ab3... |
8bf86b0ed3c8... |
0.823 (indirect) |
8183e9ac4ab3... |
910521e6ee53... |
0.822 (indirect) |
8183e9ac4ab3... |
cd5cbad835f7... |
0.822 (indirect) |
0fe97d18e17a... |
18eecedb3c02... |
0.820 (indirect) |
58218630ec9e... |
8183e9ac4ab3... |
0.819 (indirect) |
8183e9ac4ab3... |
dcb56c594d2d... |
0.819 (indirect) |
51a1193e7426... |
d5a78ec1f7ab... |
0.818 (indirect) |
93fc4d8d95f0... |
c24fc0b5c215... |
0.818 (indirect) |
18eecedb3c02... |
ab65f3a48849... |
0.817 (indirect) |
1826adf2b183... |
dcb56c594d2d... |
0.816 (indirect) |
18eecedb3c02... |
4bbb7a37684b... |
0.815 (indirect) |
38335deb5e69... |
8183e9ac4ab3... |
0.815 (indirect) |
850a28bc321e... |
a5d686ba8e32... |
0.815 (indirect) |
18eecedb3c02... |
781194a9f5b1... |
0.813 (indirect) |
0416cba5502e... |
1826adf2b183... |
0.812 (indirect) |
525c6c03e3ed... |
8183e9ac4ab3... |
0.812 (indirect) |
8183e9ac4ab3... |
a2a85254fea3... |
0.812 (indirect) |
1826adf2b183... |
da17f1d39a5e... |
0.811 (indirect) |
8bf86b0ed3c8... |
f347f929482a... |
0.811 (indirect) |
1826adf2b183... |
a500e83172b1... |
0.810 (indirect) |
4fc94a00d753... |
781194a9f5b1... |
0.810 (indirect) |
0416cba5502e... |
8183e9ac4ab3... |
0.809 (indirect) |
4fc94a00d753... |
850a28bc321e... |
0.809 (indirect) |
8183e9ac4ab3... |
a500e83172b1... |
0.808 (indirect) |
8183e9ac4ab3... |
da17f1d39a5e... |
0.807 (indirect) |
850a28bc321e... |
c24fc0b5c215... |
0.807 (indirect) |
18eecedb3c02... |
3cce469513ee... |
0.806 (indirect) |
18eecedb3c02... |
6761bb7b5a44... |
0.806 (indirect) |
a5d686ba8e32... |
ee0a5bd64c48... |
0.806 (indirect) |
18eecedb3c02... |
21065ccb94e0... |
0.805 (indirect) |
54e4f7fde77f... |
c24fc0b5c215... |
0.805 (indirect) |
8183e9ac4ab3... |
95265314b512... |
0.805 (indirect) |
0fe97d18e17a... |
c24fc0b5c215... |
0.804 (indirect) |
0fe97d18e17a... |
f347f929482a... |
0.804 (indirect) |
c24fc0b5c215... |
dee4329ee7a7... |
0.804 (indirect) |
38335deb5e69... |
a5d686ba8e32... |
0.802 (indirect) |
a5d686ba8e32... |
ab65f3a48849... |
0.801 (indirect) |
4bbb7a37684b... |
a5d686ba8e32... |
0.800 (indirect) |
4fc94a00d753... |
c24fc0b5c215... |
0.800 (indirect) |
93fc4d8d95f0... |
a5d686ba8e32... |
0.800 (indirect) |
18eecedb3c02... |
850a28bc321e... |
0.799 (indirect) |
a5d686ba8e32... |
dcb56c594d2d... |
0.799 (indirect) |
a5d686ba8e32... |
cd5cbad835f7... |
0.798 (indirect) |
c24fc0b5c215... |
ee0a5bd64c48... |
0.796 (indirect) |
21065ccb94e0... |
a5d686ba8e32... |
0.795 (indirect) |
3cce469513ee... |
a5d686ba8e32... |
0.795 (indirect) |
6761bb7b5a44... |
a5d686ba8e32... |
0.795 (indirect) |
18eecedb3c02... |
93fc4d8d95f0... |
0.794 (indirect) |
0416cba5502e... |
a5d686ba8e32... |
0.793 (indirect) |
a500e83172b1... |
a5d686ba8e32... |
0.792 (indirect) |
ab65f3a48849... |
f347f929482a... |
0.792 (indirect) |
1826adf2b183... |
5cc16c231b21... |
0.791 (indirect) |
1826adf2b183... |
ab65f3a48849... |
0.791 (indirect) |
1826adf2b183... |
4bbb7a37684b... |
0.790 (indirect) |
1826adf2b183... |
d5a78ec1f7ab... |
0.790 (indirect) |
18eecedb3c02... |
910521e6ee53... |
0.790 (indirect) |
4fc94a00d753... |
51a1193e7426... |
0.790 (indirect) |
781194a9f5b1... |
c24fc0b5c215... |
0.790 (indirect) |
18eecedb3c02... |
ee0a5bd64c48... |
0.789 (indirect) |
4bbb7a37684b... |
f347f929482a... |
0.789 (indirect) |
1826adf2b183... |
4fc94a00d753... |
0.788 (indirect) |
38335deb5e69... |
f347f929482a... |
0.788 (indirect) |
850a28bc321e... |
f347f929482a... |
0.788 (indirect) |
18eecedb3c02... |
8bf86b0ed3c8... |
0.787 (indirect) |
18eecedb3c02... |
cd5cbad835f7... |
0.787 (indirect) |
18eecedb3c02... |
58218630ec9e... |
0.786 (indirect) |
18eecedb3c02... |
dcb56c594d2d... |
0.786 (indirect) |
4fc94a00d753... |
8183e9ac4ab3... |
0.786 (indirect) |
54e4f7fde77f... |
a5d686ba8e32... |
0.786 (indirect) |
58218630ec9e... |
a5d686ba8e32... |
0.786 (indirect) |
8183e9ac4ab3... |
dee4329ee7a7... |
0.786 (indirect) |
dcb56c594d2d... |
f347f929482a... |
0.786 (indirect) |
54e4f7fde77f... |
8183e9ac4ab3... |
0.785 (indirect) |
5cc16c231b21... |
8183e9ac4ab3... |
0.785 (indirect) |
a5d686ba8e32... |
dee4329ee7a7... |
0.785 (indirect) |
ee0a5bd64c48... |
f347f929482a... |
0.785 (indirect) |
1826adf2b183... |
43076dc4dd62... |
0.784 (indirect) |
910521e6ee53... |
a5d686ba8e32... |
0.783 (indirect) |
1826adf2b183... |
f347f929482a... |
0.782 (indirect) |
8183e9ac4ab3... |
d5a78ec1f7ab... |
0.782 (indirect) |
1826adf2b183... |
58218630ec9e... |
0.781 (indirect) |
525c6c03e3ed... |
a5d686ba8e32... |
0.781 (indirect) |
a2a85254fea3... |
a5d686ba8e32... |
0.781 (indirect) |
1826adf2b183... |
21065ccb94e0... |
0.780 (indirect) |
1826adf2b183... |
525c6c03e3ed... |
0.780 (indirect) |
1826adf2b183... |
910521e6ee53... |
0.780 (indirect) |
1826adf2b183... |
a2a85254fea3... |
0.780 (indirect) |
cd5cbad835f7... |
f347f929482a... |
0.780 (indirect) |
1826adf2b183... |
3cce469513ee... |
0.779 (indirect) |
1826adf2b183... |
6761bb7b5a44... |
0.779 (indirect) |
95265314b512... |
a5d686ba8e32... |
0.779 (indirect) |
0416cba5502e... |
18eecedb3c02... |
0.778 (indirect) |
18eecedb3c02... |
525c6c03e3ed... |
0.778 (indirect) |
18eecedb3c02... |
a2a85254fea3... |
0.778 (indirect) |
54e4f7fde77f... |
f347f929482a... |
0.778 (indirect) |
a5d686ba8e32... |
da17f1d39a5e... |
0.778 (indirect) |
c24fc0b5c215... |
cd5cbad835f7... |
0.778 (indirect) |
0416cba5502e... |
f347f929482a... |
0.777 (indirect) |
18eecedb3c02... |
a500e83172b1... |
0.777 (indirect) |
dee4329ee7a7... |
f347f929482a... |
0.777 (indirect) |
18eecedb3c02... |
38335deb5e69... |
0.776 (indirect) |
a500e83172b1... |
f347f929482a... |
0.776 (indirect) |
21065ccb94e0... |
f347f929482a... |
0.775 (indirect) |
3cce469513ee... |
f347f929482a... |
0.775 (indirect) |
4fc94a00d753... |
5cc16c231b21... |
0.775 (indirect) |
6761bb7b5a44... |
f347f929482a... |
0.775 (indirect) |
95265314b512... |
c24fc0b5c215... |
0.775 (indirect) |
18eecedb3c02... |
da17f1d39a5e... |
0.774 (indirect) |
43076dc4dd62... |
8183e9ac4ab3... |
0.774 (indirect) |
93fc4d8d95f0... |
f347f929482a... |
0.772 (indirect) |
c24fc0b5c215... |
dcb56c594d2d... |
0.769 (indirect) |
ab65f3a48849... |
c24fc0b5c215... |
0.768 (indirect) |
43076dc4dd62... |
4fc94a00d753... |
0.767 (indirect) |
4bbb7a37684b... |
c24fc0b5c215... |
0.767 (indirect) |
da17f1d39a5e... |
f347f929482a... |
0.767 (indirect) |
18eecedb3c02... |
95265314b512... |
0.766 (indirect) |
58218630ec9e... |
f347f929482a... |
0.766 (indirect) |
910521e6ee53... |
f347f929482a... |
0.765 (indirect) |
0416cba5502e... |
c24fc0b5c215... |
0.764 (indirect) |
51a1193e7426... |
a5d686ba8e32... |
0.764 (indirect) |
a500e83172b1... |
c24fc0b5c215... |
0.763 (indirect) |
525c6c03e3ed... |
f347f929482a... |
0.761 (indirect) |
a2a85254fea3... |
f347f929482a... |
0.761 (indirect) |
95265314b512... |
f347f929482a... |
0.759 (indirect) |
c24fc0b5c215... |
da17f1d39a5e... |
0.758 (indirect) |
21065ccb94e0... |
c24fc0b5c215... |
0.754 (indirect) |
3cce469513ee... |
c24fc0b5c215... |
0.754 (indirect) |
6761bb7b5a44... |
c24fc0b5c215... |
0.754 (indirect) |
51a1193e7426... |
c24fc0b5c215... |
0.753 (indirect) |
781194a9f5b1... |
a5d686ba8e32... |
0.751 (indirect) |
910521e6ee53... |
c24fc0b5c215... |
0.750 (indirect) |
18eecedb3c02... |
4fc94a00d753... |
0.748 (indirect) |
58218630ec9e... |
c24fc0b5c215... |
0.747 (indirect) |
a5d686ba8e32... |
d5a78ec1f7ab... |
0.747 (indirect) |
18eecedb3c02... |
d5a78ec1f7ab... |
0.746 (indirect) |
18eecedb3c02... |
5cc16c231b21... |
0.744 (indirect) |
18eecedb3c02... |
dee4329ee7a7... |
0.743 (indirect) |
525c6c03e3ed... |
c24fc0b5c215... |
0.743 (indirect) |
a2a85254fea3... |
c24fc0b5c215... |
0.743 (indirect) |
d5a78ec1f7ab... |
f347f929482a... |
0.743 (indirect) |
18eecedb3c02... |
54e4f7fde77f... |
0.742 (indirect) |
18eecedb3c02... |
43076dc4dd62... |
0.734 (indirect) |
1826adf2b183... |
8183e9ac4ab3... |
0.732 (indirect) |
c24fc0b5c215... |
d5a78ec1f7ab... |
0.732 (indirect) |
781194a9f5b1... |
f347f929482a... |
0.728 (indirect) |
8183e9ac4ab3... |
a5d686ba8e32... |
0.722 (indirect) |
51a1193e7426... |
f347f929482a... |
0.718 (indirect) |
5cc16c231b21... |
c24fc0b5c215... |
0.714 (indirect) |
5cc16c231b21... |
a5d686ba8e32... |
0.709 (indirect) |
8183e9ac4ab3... |
c24fc0b5c215... |
0.703 (indirect) |
43076dc4dd62... |
c24fc0b5c215... |
0.700 (indirect) |
8183e9ac4ab3... |
f347f929482a... |
0.700 (indirect) |
5cc16c231b21... |
f347f929482a... |
0.697 (indirect) |
43076dc4dd62... |
a5d686ba8e32... |
0.695 (indirect) |
43076dc4dd62... |
f347f929482a... |
0.694 (indirect) |
18eecedb3c02... |
a5d686ba8e32... |
0.687 (indirect) |
1826adf2b183... |
18eecedb3c02... |
0.683 (indirect) |
18eecedb3c02... |
c24fc0b5c215... |
0.672 (indirect) |
18eecedb3c02... |
f347f929482a... |
0.664 (indirect) |
Activity Timeline ▶
Loading...
Dec 24, 2023
Apr 17, 2024
All conversations
Conversation Clusters (86)
▼
C0
create a roleplaying fantasy scenario game where I play Sapphire, a 16-year-old
25 conv.
C1
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
16 conv.
C2
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
15 conv.
C3
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
12 conv.
C4
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
10 conv.
C5
Create a roleplaying fantasy game where I play Sapphire, a 16-year-old girl mage
9 conv.
C6
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
9 conv.
C7
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
8 conv.
C8
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
8 conv.
C9
Create a roleplaying fantasy game where I play Sapphire, a 16-year-old girl mage
7 conv.
C10
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
7 conv.
C11
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
7 conv.
C12
Let's do a roleplay scenario set in a fantasy world before technology where I pl
7 conv.
C13
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
6 conv.
C14
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
6 conv.
C15
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
6 conv.
C16
create a roleplaying fantasy scenario game where I play Rai, a 16-year-old boy m
6 conv.
C17
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
6 conv.
C18
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
6 conv.
C19
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
6 conv.
C20
Create a roleplaying fantasy game where I play Sapphire, a 16-year-old girl mage
5 conv.
C21
Create a roleplaying fantasy game where I play Sapphire, a 16-year-old girl mage
5 conv.
C22
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
5 conv.
C23
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
5 conv.
C24
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
5 conv.
C25
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
4 conv.
C26
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
4 conv.
C27
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
4 conv.
C28
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
4 conv.
C29
Let's do a roleplay scenario set in a fantasy world before technology where I pl
4 conv.
C30
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
4 conv.
C31
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C32
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C33
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C34
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C35
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C36
Create a roleplaying fantasy game where I play Sapphire, a 16-year-old girl mage
3 conv.
C37
Make a magic realism roleplay scenario for me where I play 17-year-old boy Rai.
3 conv.
C38
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C39
Let's do a roleplay scenario set in a fantasy world before technology where I pl
3 conv.
C40
Let's do a roleplay scenario set in a fantasy world before technology where I pl
3 conv.
C41
create a roleplaying fantasy scenario game where I play Sapphire, a 16-year-old
3 conv.
C42
create a roleplaying fantasy scenario game where I play Sapphire, a 16-year-old
3 conv.
C43
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C44
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C45
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C46
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C47
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C48
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
3 conv.
C49
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C50
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C51
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C52
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C53
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C54
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C55
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C56
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C57
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C58
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C59
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C60
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C61
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C62
Create a roleplaying fantasy game where I play Sapphire, a 16-year-old girl mage
2 conv.
C63
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C64
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C65
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C66
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C67
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C68
Make a fantasy roleplay scenario for me where I play 16-year-old Sapphire, a pro
2 conv.
C69
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C70
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C71
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C72
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C73
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C74
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C75
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C76
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C77
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C78
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C79
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C80
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C81
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C82
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C83
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
×
2 conv.
C84
Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
2 conv.
C85
(unclustered)
330 conv.
2 conversations in cluster Cluster 83× “Create a roleplaying game fantasy scenario where I play Sapp...” over 2 hours (Mar 14, 2024 – Mar 14, 2024), oldest first.
Show:
10
15
50
100
USER: Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old girl mage who's the current champion of magic dueling in the teen division. 6-year-old Lily is challenging me to a match and I accept. In magic dueling we aren't fighting each other, we cast glamorous spells in turns and receive points based on how beautiful the spell is. A spell can't be cast more than once in a duel. There are 5 rounds. Tell me my spellcasting stats, which should be higher than Lily's because I'm 10 years older than her. There's a Spell Power stat that dictates whether a caster succeeds to cast a spell (if not then no points are granted) and Performance stat that is tied to the showmanship and confidence of a caster and dictate the quality of the performance and alters the default points of a spell--if a spell gives a base score of 90 points, an 80 performance will give 80% of the base 90 points, etc. But secretly at the start of the duel, Lily casts on me a spell that regresses me by 2 years and ages her by 2 years every time I cast a spell, so throughout the duel my stats should slowly decrease while hers increase. Come up with a complex exponential and comulative formula that dictates by how much my stats decrease each turn and by how much Lily's increase and take into account that the age regression is 2 years per turn. The age regression occurs mid-casting (not after), so its effects immediately apply to my spells as I'm casting and can alter its results. After I first regr...
CHATBOT: **The Grand Magic Duel: Sapphire vs. Lily** *Initial Stats*: **Sapphire** (Age: 16 at start) - Spell Power: 85 - Performance: 90 **Lily** (Age: 6 at start) - Spell Power: 60 - Performance: 70 *Stat Change Formula*: - Sapphire & Lily's Spell Power and Performance either decreases (Sapphire) or increases (Lily) by 5% cumulatively each turn due to the age regression/augmentation effect. - **Sapphire**: At each turn, new stats = Previous stats * (0.95^n), where n is the number of turns completed. - **Lily**: At each turn, new stats = Previous stats * (1.05^n), where n is the number of turns completed. *Childishness Formula*: - Starting from Turn 2, after the first regression hits, Sapphire's Childish Meter increases exponentially by a factor of (2^n - 1), where n is the number of completed turns since the regression started. - Childish Meter Fill Threshold: 100 - When filled, Sapphire's spell choices change to more juvenile versions, and stats take a 10% immediate additional hit. **Sapphire's Original Spell List and Stats Required**: 1. **Celestial Cascade** (Spell Power: 80, Base Points: 95) 2. **Enchanted Aurora** (Spell Power: 85, Base Points: 90) 3. **Mystical Mirage** (Spell Power: 75, Base Points: 85) 4. **Glimmering Galaxies** (Spell Power: 90, Base Points: 100) 5. **Wildfire Waltz** (Spell Power: 83, Base Points: 92) 6. **Butterfly Blizzard** (Spell Power: 78, Base Points: 88) 7. **Rainbow Rivers** (Spell Power: 80, Base Points: 86) 8. **Starlight Serenade** (Spell Power: 87, Base Points: 97) 9. **Vibrant Vortex** (Spell Power: 82, Base Points: 93) 10. **Whispering Willow Whirl** (Spell Power: 75, Base Points: 80) **Lily's Original Spell List and Stats Required**: 1. **Flickering Fairy Fire** (Spell Power: 65, Base Points: 75) 2. **Peppy Pumpkin Parade** (Spell Power: 70, Base Points: 80) 3. **Dancing Dewdrops** (Spell Power: 60, Base Points: 70) 4. **Gleeful Grasshopper Groove** (Spell Power: 65, Base Points: 76) 5. **Merry Mushroom Mingle** (Spell Power: 68, Base Points: 78) 6. **Radiant Rainbow Rings** (Spell Power: 70, Base Points: 82) 7. **Sparkling Snowstorm** (Spell Power: 72, Base Points: 84) 8. **Twinkling Twilight Twirl** (Spell Power: 63, Base Points: 73) 9. **Bubbling Brook Ballet** (Spell Power: 67, Base Points: 77) 10. **Cheerful Cherry Blossom Blast** (Spell Power: 60, Base Points: 71) *Additional Circumstances*: **Confidence Damage Points**: - Failure to cast a spell: -5 Performance - When Lily becomes older than Sapphire: -10 Performan...
USER: Mystical Mirage
CHATBOT: **Round 1: Sapphire's Choice - Mystical Mirage** *Before Casting*: - **Sapphire**: - Spell Power: 85 - Performance: 90 - **Lily**: - Spell Power: 60 - Performance: 70 **Sapphire's Action**: Attempts "Mystical Mirage" Given Sapphire's starting stats, she's well above the required thresholds for casting *Mystical Mirage* (Spell Power Required: 75, Base Points: 85). Success is assured, but the outcome's quality depends on her Performance stat. *Outcome*: - Spell Power - Sufficient - Performance Adjustment: 90% of 85 Base Points = 76.5 Points **Age Regression Effect**: Mid-casting, Sapphire feels a sudden jolt, not knowing her age has regressed by 2 years, but since this occurs after her first spell casting, it doesn't affect the outcome of this round. **Sapphire's Scores for Round 1**: - Points Earned: 76.5 - Total: 76.5 Points **Lily's Reaction**: Smiling innocently, Lily proceeds with her spell, choosing to cast "Radiant Rainbow Rings" from her list, dazzling the crowd with a brightness matching her burgeoning power. *Post Round Stats Update*: - **Sapphire**: Begins to feel slightly younger, though she doesn't immediately notice the change. Her Spell Power and Performance stats remain unchanged for this round but will start to decrease from the next round onwards. - **Lily**: Remains unaffected this round but is prepared to grow stronger. **Confidence Damage Points**: None for Sapphire this round as she successfully casts her spell. **Childishness Meter** for Sapphire: Not yet activated, will start from Round 2. --- *As the first round concludes, the crowd erupts in applause for both contestants. Yet, an undercurrent of magic alters the playing field in ways yet to be fully realized. Sapphire and Lily prepare for the next round, with Lily looking slightly more mature and Sapphire unknowingly younger in spirit.* What will be Sapphire's next spell?
USER: Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old girl mage who's the current champion of magic dueling in the teen division. 6-year-old Lily is challenging me to a match and I accept. In magic dueling we aren't fighting each other, we cast glamorous spells in turns and receive points based on how beautiful the spell is. A spell can't be cast more than once in a duel. There are 5 rounds. Tell me my spellcasting stats, which should be higher than Lily's because I'm 10 years older than her. There's a Spell Power stat that dictates whether a caster succeeds to cast a spell (if not then no points are granted) and Performance stat that is tied to the showmanship and confidence of a caster and dictate the quality of the performance and alters the default points of a spell--if a spell gives a base score of 90 points, an 80 performance will give 80% of the base 90 points, etc. But secretly at the start of the duel, Lily casts on me a spell that regresses me by 2 years and ages her by 2 years every time I cast a spell, so throughout the duel my stats should slowly decrease while hers increase. Come up with a complex exponential and comulativecumulative formula that dictates by how much my stats decrease each turn and by how much Lily's increase and take into account that the age regression is 2 years per turn. The age regression occurs mid-casting (not after), so its effects immediately apply to my spells as I'm casting and can alter its results. After I first regress introduce a Childish Meter that only applies to me and once the meter is filled, my list of spells is revised to less complex and more juvenile spells. Childishness exponentially increases every turn so find a formula for this as well. The Childish Meter Might fill up more than once throughout the duel. Make the scenario difficult for me to win. On a difficulty scale of 1 to 10, make it a 10 (hardest mode). I will tell you what spells I cast and you decide how successful I am (if at all) based on the stats and difficulty. Only I decide what spells Sapphire casts. You decide spells for Lily. Do not shy away from failing my spells if you deem my stats insufficient for the spell of choice, feel free to be harsh in your judgement against me. Keep track of points earned. Failure to properly cast spells or bad spells will deduct points. Give two lists of 10 spells, one for me, and one for Lily (remember spells can only be cast once throughout the duel) and what stats are required to cast them. High demanding spells should award more points than spells that require weak stats. My starting set of spells. Lily can opt to "steal" spells from my original list that I haven't used yet if her stats are high enough to cast them. Additional circumstances: Confidence Damage Points: If a spell of mine fails and I receive 0 points, it affects my confidence, which in turn, decreases my Performance stat. When Lily becomes older than me, it also affects my self confidence. If Lily successfully casts a spell from my original list, it affects my confidence.
CHATBOT: ### Sapphire's Starting Scenario As the reigning champion of the teen division in magical dueling, Sapphire enters the arena with confidence. Her opponent, despite being just 6 years old, carries an unwavering determination in her gaze. The air crackles with anticipation as they prepare to enchant the audience with spells of breathtaking beauty. ### Sapphire's Initial Stats - Spell Power: 95 - Performance: 90 ### Lily's Initial Stats - Spell Power: 70 - Performance: 60 ### Spell List for Sapphire 1. **Aurora Cascade** (Points: 110, Spell Power Required: 90) 2. **Nebula Veil** (Points: 105, Spell Power Required: 88) 3. **Crystal Choir** (Points: 100, Spell Power Required: 85) 4. **Dance of the Phoenix** (Points: 95, Spell Power Required: 83) 5. **Whispering Winds** (Points: 90, Spell Power Required: 80) 6. **Mirror Lake** (Points: 85, Spell Power Required: 78) 7. **Glimmering Mist** (Points: 80, Spell Power Required: 75) 8. **Sparkling Hues** (Points: 75, Spell Power Required: 72) 9. **Blossom Blaze** (Points: 70, Spell Power Required: 70) 10. **Starlight Serenade** (Points: 65, Spell Power Required: 68) ### Lily's Spells (She can "steal" from Sapphire's list if her stats allow) 1. **Emerald Whisper** (Points: 80, Spell Power Required: 72) 2. **Moonbeam Melody** (Points: 75, Spell Power Required: 70) 3. **Radiant Dawn** (Points: 70, Spell Power Required: 68) 4. **Ribbon Dance** (Points: 65, Spell Power Required: 65) 5. **Fairy Lights** (Points: 60, Spell Power Required: 62) 6. **Butterfly Blizzard** (Points: 55, Spell Power Required: 60) 7. **Puddle Prism** (Points: 50, Spell Power Required: 58) 8. **Twinkle Twirl** (Points: 45, Spell Power Required: 55) 9. **Bubbly Beam** (Points: 40, Spell Power Required: 53) 10. **Dewdrop Delight** (Points: 35, Spell Power Required: 50) ### Age Regression and Childish Meter Formula **Age Regression and Stat Adjustment:** - **Immediately Effects:** Age regression of 2 years for Sapphire, 2 years aging for Lily per cast. - **Spell Power Decrease for Sapphire:** -5 per round, cumulative. - **Performance Decrease for Sapphire:** -4 per round, cumulative. - **Spell Power Increase for Lily:** +3 per round, cumulative. - **Performance Increase for Lily:** +3 per round, cumulative. **Childish Meter:** The Childish Meter fills based on a formula of \((current\ round \times 10%) + \text{failures}\). Once filled (100%), Sapphire's spell list is revised to more juvenile spells. ### Scenario Complexity Given the difficulty level of 1...