Research
November 7, 2013
By Jen King
The number of ultra-high-net-worth individuals is continuing to grow with 2,170 global billionaires holding a combined $6.5 trillion net worth in 2013, according to a new census report by Wealth-X and UBS.
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rnyWxWss4TyvK55+\/YM112ZiUVjoy\/pR2pM6pkDnSl7ao4B3aptkkFC+teJsBiH5SozKlev8tuZZ7ymDcz64i2ekSO8ZhfU1V+x\/tciHT3xMbZ+2JHBeUglJHcBdghd5xB4e61fBds9ZghCUkFCs0ruF7nmmhhkR6umUENveqVdtl3HYlSjJ62lWxkyBkgpriOPtg6LdMETaiTjNTea2qd8OSz168wNq9U5Rmqx4RFquknwaKGQSw6lzYw8X3W4MQjDYr0Gslg8RVq0zFcNkwX\/0KSVL9SkatDY3na10crMmXo9k18+jDYpQVW2Bf5Nc39RiyuansIIb9czQSdsahJXZ37atyYcbmy42Zf2JuPFWgRiTFFVIgroIdpNNK8hnNhuw3SGkEFFTvNNrFGTnLlFlp2HTRpVFvUUybnQAWbCPlww+6BPR0+zEvTub5KymG1BQr5ZHUDystasmMwKX912FsckmoEywxIS+TK2\/u49CvpIDd\/SbimxpHarCB5zIR+nCdtTCrPdohmTY+87xM0LTvqdeFPyx9rWiMk\/ybzE1jheJoRXCJI7+KzsMNhoY9U5G6K0HIBYUJ2rCU4GjJDOIqKOGQpgx+v834bbkTBNMNQRrCUrwy+GCP6VFizKMYX1tVXXps0GbfeljfzFoAy1hsI4D1mju7t7AQ0\/RgJhtmq9\/TFXIh1rjGMRvv\/lzlnhqtD\/fFglxv97dBLZ4B9bPgEi15Idoq7qwdQayPDpjO47IRcSuD0ELKUiS5uRQqCKkrVXrOfP4jvzIg\/9aNx+419eJ4bCtIoYul1A4NIKDpr5VQCnyM2cD\/5qp5bzBE6nsNYPSskRmDt8KUCMs0VA4TovJdhMxoAuhuVyUKCeia5CC02Lwz\/N1UQcA0j0GF2TMLDOHkc9VuN0pHm9JHK89HMMThiEpTN\/eBLVP0w7N4xoF+ffq1pc6TGLAYpyQijKi9IMr0ilK8tErOEQGN1SAtWOObPNTJ6ZDLefRAW1LLYJnsyqWgtMFszfSDF5hH5Q\/8z6iiR46iuQY0Q1sib6RHq176SoJ\/eFPUioSaeIMTlewJi1aqiVQKgpwEQuDqKUlDM+t9KK6ILlaavvbUr5Vp1SgM\/EsmzVfigd1Ax5Ki1Wk4TB29T\/gZU1fVb+gof+DNjIv67I4Ia00Wi\/vCuKcWZ5fSwrP5tKuWDGjI5d60ehfGSBs0pQAfVci79irTdCkUlcp50XLe0b9YDGeiJRQxhHsnOJ+UiD7cshrK\/lVLsh9reoQ1mcAdORUdHx8SlBpf4z+Rop5env\/90jMXePcK0ZqHrLcABGsQfLcuL4uzQMbPI+o2di+jc1RH0uoBtxsGm6DipB\/iZFYZrGkR4pF+HcL3hfKRRvypXT7uW9N9KGAdIISlsPZIC+VeRVXcPIg6dbYV1Au72JJD5\/nFdmCUwRJdA84EKeoEe0miClsr9ELEJR7HMbmpCvuteIruSMEgJQO8RAsqwTxQ4uPmXYHmY8RGwDj6DuC6m4JoqJKJdL0Uvr\/6H7HH79dQi41WMaIvkDxFVA4ISAl4XsjccFAqBPOXlG9VYFzPoidVvuL43GqihT4ySOc6NNBpkLjeYN2vAfHyHe7EaecwpPVvsnaQu8BzF8UIbm1azHVukMA4LTp3n6\/UHzVnCyGnTkUE6OtQGZgoQM\/FQcGnIIWxoE8pH9WMjf9hW5crjaVo+F+X8E3Yoens+i\/UqWqtYZNKZQqQbiRBb2afhzwsA4rYOreH+lmtRkHTHmaGsfUNLjqACp3BuVDpV39gD9x6O+9nuPG5zepkEret0S0ARIAZgDfgA451fVBS35Te9FuZeeZXNjnoqMcf7x3z5dwD96lCdWp1x5U7r7zEPMwAYC\/Qcy2aebFLxy6qU29YlGNENJdVvAr0RsyLnIFAtMRnnYLvcqO7XzcAgKaEH9vm8F+G2QmSVWb2qp1CI05nS6DV1KG80tvOD+vC9kHdsmqmMjeUWk+9EPViCUU79jrekVKkwgHjug\/bYqLrMV9Cce\/rWxmYL0V56xrrPXXF8i8VJBFacwae8MG6IkKJJ+ZKv+Xr3dUSzLdoDio+5qXzEVU6fdcBEGMbX7kmw5cW5Ry6wb+sTiEglUuuTPuzEyLZ5UMkBeA+EY26HL7lU1QkBBWzlIcHdq5ZIojyHPI4MqqvwPMzTI5+gUs2wMScl4RCVMaKsjaAPdd0I53Vnafa868ffDA0+c0uRZOP+Fn6wmOSmLFedhOyT7avb3nZRi1LKFp\/6vcU3CutIh2YqJTOTH7i4pv2UVWQE37lWw91FtdmGOlbvuQiOEGqDF2ZhFjRyQYRQuDMrozXUdxLCI1uA+OxGlSdvwGgc4A0wYVR45DQ7F6Dzsu0mHaE+dNQlsc91c\/4gObyin9UvXDFTay9USqE9QXc+gjFkDf26h0HANgalKnbFZDQDNCIKc+bhH9uN+TlG51WsttrJbmlAYH77X8ToOah2DHKBHTcs8KNmwoqA29IFaUeLqRs1f8rUA2PPIMgFN8XkRr3ket0XfyYBNqS62JYILR6PXNQc9tHcTTzhSnH3srhg4UjGyJdfZnxokgKL9XrI3pm6iKmjFgyFtBkqEg2FkdgUvuw4BrMfaocRuG+qFkVijEHWv2D6bitSvmrIL95IF1zQFmQhSH+7B5jfYMZQ5Ya4+I8l8EyZxdeCTMGkfw2ij1LUC2U6nQmJemc9nnBGMQpzmQ9U08A0yHhOc8+bO0ntDiiLP2lzfBjBQLBDgnj3PN1astvbnJnLAlqS7Dfnrczk2DkbGkZBdNTl9HbdXFT0f\/mOdfmmhak5QhoXHDWs6DkHR\/aY2MM8BiAZZp7\/zdSJoQ3hbB3WBtcOCoWG3CoEDnSzlZVvnWXy\/BOAa4iwjhduN6geoXtcdescUJyc6LPj0XSoJuUCqGimUBhuPDpZIkKJk4xJfzKoJr3YySDpsIXKdKPeYBpwnIivYFMISL3NplHjVwL9p9XyBejkwli0dwd6oKm3WbCyD4i8oyDp+njqRvLXMryRD7MosfqqWx5ANO2xgpXAz+56n9RzQ7vYJiyzSUnJGN2WXXW7JOvURs3soETjLL3D2ERXVRumA3AMnR7nFjfhxCMQ0+M1fuY1Cf7ZVUi8GTY4syQaS+uLYi4+ORQqZnIHp8p484xwgt4bW5cMTF0wTd6fsgidxcAAzOjM8LDkNySzXPAC+++AFNsjs0YEEF6vJ4W62+8XfopeLtG3DBKKmGIE5lFXy442hUlvYOYiO99CzEuJd4v8702HdUB1XuZ7rulAbmv7YrEESEeCE4XFKwq0FtQ6JvWQOExMSZ8bKKn4WcU6RMDhLP7qU5cKD2oWwV70r5KIfxQA2UkwVV13qJKWwcuzLvMiXzT6vPPfUrz0xN0mqb1pgZCrZPBzeOzsj14kCNDOVoG8eRLUJagGvzzbbBWZW3p\/e5k3IqJNhb5nOEGFoR7jyVmBVbKGtIRwX3P7ZG6YC\/WW1KYq0+sOkDNjdNoiKzp8jpBw6E8BKhUeoAbhLXv4Mznb0tLKeYZ1oQScVBIJefZHBTg7+yDm4C5PontjBTEC+IRnNXgQg\/gxiWg\/4UfjssB+TAIg+ANUk0TQGWJQiXGTAxl2Bkidfl8lZPOF6bUOVKk8ftMLUAr+gbHcMdzVgRgrRgnTLQvNeusRNlSrXo0axfEy8EJ9exEdds00snqoakA2y3RuLiGlPldwaEWMKQ7wLeSgv2NzaoTcu4kkxhOQmzZePDS+15SyVBE\/hlqgSIXebGVo+UXOSY5V\/NMniGNOxswH4\/dI5Wgx2xP6CUtu2a6DDwxJZJtDJfKtg5oXaNi2SDdAuzFfsJvhEtsPn4QyGu0GCkY35yAlPO3XiqnNIFNzWHvYYm7bptADYALiUi4lnVnp0EIdwPPF8eNupxrp7Ta2kNYRW9u58T24oZxJ+YGwDLikvHE1C7lZhR5Ho+7MmuyVFs+Q9Usl6ZZnd2mBrku6R8WUcNNn9t3EWEHqh0F3UHQ8oXITMnD8dfSv1715DGiQTp7iMXVh3NslmgDUcB3BQtcUzzihh6FCVz5+eUzyY8vusmbHmyv7I0Hfmkdr71XuboJd9bGsc0PQXGF2fm\/dm9UhDiDApMxYk0bIUzKK4osY0tzCrpc1EwyB8So0ooFj5BfRNBMJrIZfQ4WJuo1B\/B3GOCzVnDksugaJBrMNVB4kgt+WPKXQHzfPvUZpbpsF\/tQS3xvcsOuCgEPT1qrjQh6OsbOkQNRiV6NX9GnEueDaJy4li3iGTrMCvk8eQv6F6LHKRbaYE3RJgw3d5pqLmKtZll39\/OoVonx1iBRt65MCIGLh23ifhzQtXSbL+RKWcDd4tl3rIU\/4b+8E3zzAvg88dW660Uv45N8lohaXVDbHh6TBHHLoLLP9\/GObj9HFjj4uhM90YfVRi9JBjBcB6PpjiJCeak2ISnM2NSsY5M2UntVJKJQKgBqIEySVfzJrJ17Egoc7UAe39BfdOOVXhVtHMsiQqdeNK9n+63yccjc+e1J6U4uO6YeLaedANUcvgP5+xaJr7lINCx\/2Zaq4eyG8Uod3AVE01uQvVyDUfaG5NoeYVkWf+A95JuZq+9x\/Zwmm\/6cA4LVGQF\/CaDGoQv8a8H59yJhBQeLk9H+APd\/1FZ7uoWDam3d6QJfpiXN8pvpywesxQ27aWdwHuPkxWrDJrnommydmkLS9fOmzjK0nmioEFyKJcrnPVsb7uoTn\/XPLQYk46JLuXK0qq06uxgDEzugcEUey6pCTnCz43inDPJiq881hYVcW4F+Kq+5nqxYP9Y1DgziZiEkKcq3+9KlyrFSuonphpet0lxdTyTZOZf1j11iIhjlb2PKyVzEeUT\/1EH9n+qgKaWVxDrQKzPex8AUZ\/fb0cKgp9VRubTRwwesviQrKnIVIT3zd9K4QTbEZZjXXzfH7K+2EaWdW4KfdXk6AMPy0DRgmRqOoMkAwVDWrW0QW7gCWP5Ir6yuVdwGiFfYxRdDthvwRSd0sHcgcLnlGLRFps6zu\/4A2biRt7v08dmNeCfR2qmwrSDgsHF6xdtnZ\/eQFUutNhbdRCr2BVjsgILXU\/gUz0GdmTfjmWLchiX+lg+z+9XUPyNnI\/hsb0eCAUByuqgR8xRnN4RPob8z9UgAc4WxhEYC9TAG8Ib45xdfjQZ79lFg0ahs26pv6dqQ\/NC3ZfG6cV+BcGC8WnjybKJ8rPptW+n5fvv7xW4x9rfE8iKvVe5mp3OgG88nl6cQh8W9QbYhIDzF24qqVGdcwHGbx7xeuLm1zdPP44PlhoBVyhVVfL2BVYbc551Z8tr7PMwxoAaIdV0xP6UK7Yn+uJkrqpIAq9C7iJgZaA9nfopkXj0emY37+HgCqM3+5wUvt9QF0SfyXSkzJUa4F3AGiwKiVH5TaQ9zfRldkHovJMUEkefuhNxfNg2PSrcgJ5OZ8VqojCFHxC5yV1Az2ZliRVmhNOCsU7qYOss2Zp5X8Bzq6pxQMvfNEjrR2rMdx8GcJcC3fOpK6eWjSHWEk7c+dT1T62kjfAN2WT+hJfHjWyFSRgTW1rEe+Po7kJ2TqnkEmp1Z1z\/vZVWoR+fGGkzhSly7M6an5QnkGvK8Sea6iP3mPR7aLeP+4lle4jbhIoZ5ZQuYdMado\/JNcAvOHSVbTu4kKDa1CJgSxJMOdho8cmPCgk22ACPGq76F38Np24SoXv3fF2lZ6ER5XToSCmt+2r94AFllq0rNlF09I2\/MpKw0\/I0mpDWibK3x64Rg9dDEsI1GRW7x08aHbiWgF1JafPzDh9b2eCg0l1zUz5v2qHn6En0F+Ir2soEzFVvOfp\/TnDx3iygfyk5jVgZvHB4C9QNktcRMmLfMZVEXXwsfbdWRhA\/bInfaM+7vTcBD14HFQLdpsI6jfTcvAQbHJ+krnPjaTP8\/IvZfIXCj9uRU+zHI01W8\/eACArTtjir5lAVykjkeiLv3hs9u6e2VK73HdQMXvZv6WRTTMv2xhx2d0DiZMSRsym7G6qdpo3+uXXlYp4nzPupBpxQDe33ySr9QcbB5H1HC5iMmCJJ7FHEvCTOVsOWlsY7FD0wOFu0\/7olZbRmKDJavjM9zaJPWaRQasa6Gd4pE1oevD3Ir5etpQ5GVs3IBEBNUwENg9DaaH0w222ojQXEcyFOKTHUf7aWD8jdUcv7pUfYxx522RMemcx\/IU4k7GoewvXxBX2HXkumEkYdOxWr3UtexNDrls5YZhQVrFLwU6f3sBghUa3m+UcR41\/RSYIJJGTvHhRG3EpZfwae2gHvLot3XdDCgeXLalV7Au3U9A4dpaOlvjB8Yw3ecs9\/cNdyJGEgMk5wEm1piO19U57QylXdmoHUqGCGRxPYOnOFASlTx0abx5xOyB09wkgC\/yeHS5Uf\/XY0eGt6J0hkPPRiYUATzqp2JxSxuDDMUaUjaoEMWgeujQ55ByQkEh5q+J0yBgtV0n0QmLJkdzDFrz5XFoialZ9c3O+DRxgenMDXf0638JJyllYvK6OpFjJtsvQqRDMatQmadww7G6Da4Kwymu5p7tmllsja5tj6LLDb\/5XjF9lhDis44nTckpVI=","iv":"12e27514b541105b690b3639298b080d","s":"3c0fe24f34aaa504"}
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