According to a social graph developed by Wealth-X, high-net-worth individuals worth at least $1 million are connected, professionally or personally, to someone 36.9 times wealthier.
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8EsXUme4d8MNJ3GIMpvp4oJfp58z208jGoJaBuSWSRpjt\/wO2\/c06WI1g3OwC4s65WizFUpL\/ax7bLTYEBemKLIQlQxRYXDDb+bcH8BhO1FP7nbiyjvVd8iN9m6ABD1Sv2vGB859MaXdkDlpyTibEGSaHUfFraOA6qJ9OpSNINQpqKsWouY00c43MIQQ2XVpkpzwTsRnoJDda5\/Qc5Sl5+SSsNtKSnbKCyMn3MdRkbQuBznkGkxbuaaJwJODpmbaIpT97nY8U64Y+wUKpXhE50hBm0KF\/OGL1etoP13JBDwaZrjz\/whPbb6qwt8UNGqBoDV7tZ1V\/T8oz6cMO+MT6YqE15UnVPITGRVLDmfuWlgQ1DQaElnRNrFIy+Yqg2UJMZQB3Pe2C6NmN+YrPiEscFxAwi773kEz8yY+R1ytQt3rD9TNjAbyUo\/aQeJy+BLAZtIhofuEchgny+arbNiLugG+YqxL42yeRyZKEbK8k4hzHQ3KRUTIlU8iUxdiXjXpXjOzVI3auq4rnVmQEwYvC14NM+RilkVk3dvBqVF\/pRcpX3mXudPWt4F5YAJ0iS3++vyf4qCKVUeT6dZJ7sj8B4AZUbAPn73geGuMlnR\/8aNo6FAhZ+zO\/F8okQh+7CwvyIOMpNcee\/Qtq6M5L5gjWAhWqfCjiXO9ieFrwYUpbUxKVY3o1IJkQg6cC8CD\/F7Go7++1M0jO2XFtJt2nNjHNxQwG3EPueuXHPUOvIR+QpqKKIzOlgb2MjOWa3F\/8wDYaIxWAneDtCqTm6MSasHm8VCiGJV7EbT2MbzktlhPKSjRBu1oq1m2p+u+NN9Z7Qil1KNjMPa4XdBKjK\/KKQ6VNGNB3kX3kw+3d3wjtZzHmoKSQgEHXcQsSa\/UXd1oE6ywCSSN37JsJjw3tGZQ9BIMBKVapYfw8hgJBBJC6AkY77nETPmVNEcFpCKgE+o6aSrU5twwuvAEpRpSNGaoQF\/LvySfvsIf9\/pLDqmgkXN33qAvogqdHpQnJso0TY4NbWTq8Tu2H\/Wr9HjHe3F9fPKZA9SZFQIT2IjIu44r8z3zj5Jyka7X2sllJuxMmqeuxC5b7np5FkvqZRtPLUv6HCf6ijCPEHRqYJDR1CDcQWuon\/K7I9NUpHsQ16a9zeHms12f4FEY8TXQAHRLmafap9hK6Rs7ZyjGDd+hGhPN2ImyZfS56i9C8s1K34ixj1Vpl7nF+hAH4MV9k\/5xyGtSMv0bk8DwX5kx27xlbw14g9YyjCUG0Lcq1PCdEqQHChcUc\/et3UN6Qo23o+\/8o5QiF1XXpuim+dseFfUX96qnVj9s6gBcENk9uGSppJGxBi5wofMLgpBBECAGYqiM4Dvt9jtlwkRV419CE3LZIhuBLsv4pfTbQWsbr4ehPlTvzuhYet8dDivejS5CVHsW4Njkg7ZcAKxtqDcNKFTJkxGE19CjM5E2gMhPkzagVF\/NY8hOCQQemUsKtXiezV8\/L6MwApWzDxHhhgMLh8X9k01g4LG5HCu7Jz0R3dDofJICa2EN\/uzASqDWAmioWgqS23D9zSfcjIxNY2Lc+WoReRi1dLAMXvi9sV19WMMpALzgq713K8i6NJck5IRlaSo0D8MDi1OCKvJWj8NMjZzxr\/rfGsfGSq3eHTsv9zIxEB2lLJzhve5stww2q1K3Z+Qbj07Oc8y\/defZJCwHC2Z03V\/JOamyY9WDZMQFfYHvQS4xz8k3V66k9dru1td7mUAmWxjW+jD7ZSkt2Z69vs9HPOc5nNpcAd5Eg\/ZqQjEyS1DrjQCnG1llvvVl1n27Ms0+C4InUC7mMkhFNPBPga\/v3qBkJNpkD0eoS8IMlnyxHT+eAUvO0GQoiF4+Mn66F43gKANDsq\/LS\/uwXqUqE0SbmthILEkxAhkiJ980Y3fZoHkA1qn\/vYDidOFktOudL+5a1Qun+Ya7adyNPDNOIy+z7AoEcFNWIi8Ty7LSilEZJQoDPW0zhQHDIkD9LcTZ2XufJM7oXXD\/EEmzXbJv9h4f3eEYaLO6oIYVxEIsBV1Div\/9+fsXytFja2Xzhj0rxlkir3EXL4KBLbWEeezWVOgaUIeZ\/bynEhtqhaEkTH5K1KmJ19Nf2JPjM6g1InYFNY+sQRrfFX\/xDKu3xQb8ZDkb8WphLlxU0Wt1LyYkpxYgr8R2eUFokutAfIVa2p1Wta0t3z0XZYU0UN46cjXJZm5O6xZ6jiCzgyY6TyqB462ptcHxBuesPp5MmKPi0SgmFdx+p+f8qW\/nmbADjJq4LY7DSHF\/pRVG9sEbexb27uO7tgqko9MhKBgtsQwe1nXDu\/YiqI8Qz2eLj0Pba8G3Mrz1Poc0Kz+mqp0hl2z+so49DXYq9zoeT4j8hYBxmPcPQg7R\/n4QERP5pKim1UgPykamPXUz01S7qC2iCsxNUpA7zLy7aus0OSPdDVAM5kMJMNyvS2tJBKqjngIbN5r\/o5KcD0vp3T95YVAJlWdrLtOfJeNoX3MD+WRPSNxl7p\/t99\/yz2yGbWHjl+70GQWYAUAXUyhHQcBW2lN72EYsNx1MoIprgqApUUmVui2t5MEJw2szHRXOz0DKTOQwXpKlFIqEuBiDCR8DjRsuIFQO0HiQZ0yQK5xB5FMwTEZriXsF6LTU7t+qfVirc94RhP4TVIhg7918A+NOPBr8fnDSiWP4p5Yf\/24HV34HVRrRmDkIcL1IRG0FckdYoWOuSsceTWXNow0i7VBxPokwDQ3KTko9lnK9CNdJme29BbKz39ltBzmLmE4tS3vXxrJNT7FUV7bT+5kpgm+JK359gHlGjkxixT5MQu2SaU6usHVxeU2S21Jyj0glhVQYWbI8vXvoy4jdZ9zpzJnlaYqLdkQA3z30gzz7BPnRjtsghBRBqSyE\/oKqUHltft5Rs70tgBGn\/2ohpTm703EjFXmm62qApF\/9ZPgAaMUlQ7wWK\/Tmq30D1qJRiXPnqIdb8wEq3GKr5fStXxQj0OP+wQ3Cg5swjuwvpVDqXd5hCto9X1tWMBJbvcLk0XQo1EXBXpN8KOesUd1M45ZtsPfmP52yrtdv+Cghy2\/2voqVyHTRy4wGViXl+8u9GyW8i+uacXD9aF2MXcHzRhH4VFMrp8H7p0VFTmAGHP2fjYQwKcwawvvSKZfrGqeP7Zhwp6zN4RJz5mPPK7T6bfaninBa5zSqehEZwETr2zcPhbgBZTTymVyVKla+xoPJshb8qbEebOSDkngGzI4PVh6cvqGUIH9yX0osTxuaG+EIt3unXmw\/HAGkMlUFgIzzZvgXqmovcI76XuzABLLBEeHyG8ev+DIc+Bwjhw0RohUuS1DN\/C3B54ob+Axiy0ZY2xpbBYCGq5+AbPgZnFHA2HHspjCTGJPdZx9r3hO4gc92dzj2e4ljW\/EIXsQGC4L1vkLDWa0v+d0adG4BgKKdo++7HdQ\/IGM\/bqyKA91JDBVfB6wO\/jrLsUS9h1FKqKCQV015khvxSkD2NIJrzfXuVDcl5tPbL2NMc5JOIz2P26dsoojIFsbWJXJ504KsvcneroMWXG2z5Q5j+dUBbXyzdIszrKq9pItwURKWB5vYWvxIq1mbINUe6VuebkqJr8yCw40y615qEc9DQujLFLtIySkwmQvZ4isPHmzIFZxGT\/pYwqGZ\/mn70wc7O5EmAK7wp12SYQM4LssDTrEP9Swg5VkvSwfi2fJpwMZt1mQCfprqkOKjW4ePnGbD3neDTepfw2OGQVOfelBkICtNGs1h3nlpt6RYNKSIFIDVUIMHaOdSF4\/jivEpV5ptQOzEteEBCbOj4osNzsbSAVI9xb+rsI6WthGdAg0I66ExwKV1bsJPgRWm6l+8C1UwdpWCzEL0RDOpTWbvGP5L+Du+ubYApeOtum4tUqm\/9lZZMvD0hgVXQKl+H4PAUfietCoUcU0BgbFUTdj1uQ3eBzooxXp\/tY+2lDYPo0PgJxHtGMQN8T4XaPbm23At5y0Mjan6Hw23rQd3X\/1ZexASup3f99lpyfOZuPMFPF2raNYtPt5LwtqdZQWyMLlnQ2FxAS5YnFU1TLJD5fLoCrIY65ui8fz55G4Lk8DLxdjlseBaNhJ7Fc+3Tc8+AUCJNTBoRj7LnECKpmDefUFn1M5e7mvZVQJ5ONtbjces\/MJMFKJ7Mh88DTRECI0Kgoos1sA+7MdsLxoX7s84HR3SJhnAWwAdpubdUblRgBU2IJpL3fafpQoAwcn4mxn6B11AC3uZFwyXML11nicDRjH6DGa1p2kkAkTT+4C3TcVQaaaxYZPnNenrvq5x3QPswel7NcmU8lLJrwvrShUyKpKlj15MJdDdUUcYMuIKGCuyAjrTwzqyrNTtKv8xWOUBPg0EkojkTF5F57KxvvpA2\/9e8ShOFMtnzzJHfToS4VHMXeH1szz5ZNQc2HsrlI0Em03khz8m1SewMGDcoiAKbMsFbwg73TJdxTXw9oQfvUWyV2B7ZJUHiY+mh8v\/E6DQigJxLzdRytYbewVZs+eg7z4loPvFHLjb7Jt1GffxcFMEVjWLpAJmPCgFEppHLyv2P9IESFwYBhPOgyeM1WuFcMW6xe1OUM01qj1ANUhUF361nku2aZxO5jAxexQxDKbreVFlk6IFSaOXx8Qd6QUqho+XpznDOcn1Wc7iUrVrv49CKzpWpOb+tJv5JGI2ViHPHONf3cjEvPTFDSPsLVPUoLYxgmD8S9yMnSgGNCGnJG1BfTrM6jOH\/kKMc\/FUYplSXNHOeq1PJLfUGZ9n4hdeg3AR6wWeyf12WBw9hlyHDBMC6MO1xy9jMya+ukPFkQPsJodaFkrMsLh2ytF7PLHTuT\/\/6Dbus1wk0gma9woG1aQ4uoi7I2ell66Lmx\/WqBSukrPpujPNfhxmnrbMU\/Mu7Ge+VNREPQolfGJB9GkAgm3xsetkaxB15Bt8UmvlnmobzcKvuCAhkWS2Zt3Xjk\/lcXVExIvvF6DhbbPDHEnt4R+ddZ8Sm+Pv3sOlieUF8RTXiZ8FUXVEg9+0I\/V6OWHgMxAXiFb1K4lw0s5e0C5rQsrp86ShpyT7Xad0W8ti0ypTSMr3UAZJXa7ABUKl4drLvzXRkOLOdfiq\/g44DReXXKAkoGeFDR1rz64HY9d256JfSm0o50rjyV+RibpdHbjhh7UzrjgqpLOv+B8FxIHZaSlS+dqL3Y1DmZtOUYLACdOmul\/IEnIPptfP2yL1I4wwAGFdxinUIJ\/EbnR\/CesL77Lf7AejET\/PTDvR5cTY+SfE+AUQ1qUuuIlzpioxP4WwhhSKVEyzligLRwz7347QCqHXyXvvAvPbYP1vLs2dN7nuqBb+fp+S59DRU32CYz+9YEw5gRDDjcuyze4oDGzJx88L14C3Nlp7Wh0GC2e5KdmsJAWVQl3B7WFNobH9OuSxZsqT3SFT5175yJWT+HqjZh4W9sFH730d4FEI3veKGjn4oUSlN3sE3WLX+D8+izgaC0ygNTDbuQA2QXjDBJuygd36pcrXk5CjhEqirqBm6LI7uZtIb7qcm9mhfWW8wsVeUFna8XZFRHK84tjblh4jnXTFSfPwFqpuXi0YEakGtcE5wzXz33Wn8a92Yie7F\/UQVb\/eZTrETG0zSzWDBw2e1963d8EvG2H8HJQUITz4WcP9hzy\/cz1bG0dXIAPDPPIFEABc1J5cAovLvtKjSPx9QmM\/UtUZxc1tf6Liv9rqbddLZuQ4m3dBjsCs8rvqr0LsBKYBDRWP4+JoE00S4L5T2wadRG2a8XXqm07DBU8JFDGJnXUryeXTM5q7aw5hxn52YM30VOZI+386cQBVC4vtOfsl+rT4E4+JVZaHKjpz2CggFIUO3ZGXdVYKJbsDdIVW4iL7BKnXqt8Jqpa8nh3AhuGmux6l8R9YvdlR5f2HjfKu\/LcPkMXcfZfaTt2gA28Zq2NsFpD4GE2QmSWyoPjEU\/08z6ugWeUfsm1Ie39jyNpmcGIqSf5GDiE5n03mVRGXb8FMJi0vzCymViGKz5QCeyvnpQ7uysOHTo3\/0GmlhmKYUr4cQJiJmpT18K7fsiOuLUBgP\/4EnqWSSX7U4Xrdbd3OewsWVoIHKgfLBRcdW2xI1y+a6rUKwVp1Ej20xRYzDBmC6XEB6vHXwB537u2YmVabY6QW\/+u3bKbb\/xMC6TGECGA\/wyvXmOxowpvqBiwdhvlLotH1KCRi\/hPXUkaTk0FVn92i6bGn9fHF\/0CXS9iJhWSNgBRWE7S8+cp33ULP7KqGYUkj95eED5ZOuEssezx9LyOsjEHMEZgRgpmkVkgoA9j5H47Os5YB\/tgyqtcU1yEzpQveyr+8HMSzJ7LbM9LwcODtZhnZ3oiNb+c3pOKg1nHFy\/AuIc8mfEBOwAoQz+VucFnwzUas35h7nQztU9JkfNg3d\/Vaj8KoKJBIF3TmXs+rqwG76u5rMDyIDhODpDmEHkLQkk80JbesAbl2aoE6UFVbYDBR7V\/FBZmun3L4H5yD457vWusxdtJgDOLEIKBluAT6puvbyohOcAvLaqdMCEpBA==","iv":"55fa3934179921ec14d13b013fb94306","s":"1356a66dfa2f118c"}