One
quarter of public as likley to use UPX at $20 as at $10
One tenth as likely at $30
TORONTO AUGUST 26th, 2014 -
In a random
sampling of public opinion taken by the Forum Poll™ among 931 Toronto voters,
4-in-10 are very likely to use the Pearson-Union Station Express if the fare is
$10 one way (41%) and this is out of two thirds who are likely to use it in
total (63%). By contrast, one quarter this proportion are very likely to use
the UPX if the fare mentioned is $20 (10%), and this is out of 3-in-10 (31%).
Finally, if the one way fare is $30, just one tenth as many are very likely to
use it (4%), out of one tenth in total who are likely (12%).
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/8AUtf+T/8A9ro/4X7/ANS1/wCT/wD9rrxypIIJLq4jgt0LyyuERR1ZicAfnWXtZ9zv+oYb+X8X/mev/wDC/f8AqWv/ACf/APtdH/C/f+pa/wDJ/wD+11U8Q+EtMn0VLOxhslm0a8t7ae4tJIjLNG4VJGkCkkMJc43jjn3qKT4aaI+qSWsE+oRLbatHYymaVCZUdN2UwgwwyOucgZ4zgaXq9zkVPBNXcfxf+fmTr8arBNUfU08G2638kQhe7FyolaMHIQv5WSuecZxVn/hfv/Utf+T/AP8Aa6y7T4caJe3lntn1GCGS6u7WZJJEMjGFWIdfkAAO3kEHGcZ71n6N4P0PVI9FZ11JP7cmuI4dk6MLQRD+P9385JyeNmB9KXNV7leywf8AL+fn5+TOk/4X7/1LX/k//wDa6P8Ahfv/AFLX/k//APa656PwBpcnh1Na/tCUWb2YTzN64+2+b5eM7f8AV559cd6z/Gfhvw54eSe0sNUnk1W1nWOS3lDEOhXJb/VKFOe25uD1pOVRK9yo0MHKXKo/mdj/AML9/wCpa/8AJ/8A+10f8L9/6lr/AMn/AP7XXjlFR7afc3+oYb+X8X/me+eE/i9/wlHii00f+xPsv2nf+++179u1GbpsGfu4696xv+F+/wDUtf8Ak/8A/a6474Tf8lQ0n/tt/wCiXrjar2s+W9zJYLD+1ceXSy6vzPY/+F+/9S1/5P8A/wBro/4X7/1LX/k//wDa68cr0vRraA6R4GtE0ixu11aS6ivQ9ojSSIJiu7zMb1KqSQQRjA9KI1JvqFXCYamk+T8X2b7+Rsf8L9/6lr/yf/8AtdH/AAv3/qWv/J//AO11lXPh7SZtO0W3v9VuF0tJdRWAllWNNtwqR5lWNiisWXLtuA4xjNRad8NYJ7h7bVorjTpppLhLYG8ErL5ce7lVh2sAcZJePOcAZxmuap3MvZYO13H8X/mbX/C/f+pa/wDJ/wD+10f8L9/6lr/yf/8Atdc6/gbSP7GR0fUFu38PnWPOZ08ncuMx425Ocn+LjK9c1d1D4daLDdXttby6jG9kbJmlnkTZKs77SFAQYI7HJycjHFHNV7j9lgv5fz/zNX/hfv8A1LX/AJP/AP2uj/hfv/Utf+T/AP8Aa65jUvCeg6fdeJJFGoy2uhNDEYvtEayTvI+N27yyFUAYxtOTjkdK04/hhplxrF5YwX9z/wAS+/QXbOVHl2jw+YG6cOCChPTIzjtRzVe4OjgkruP5+Xn5o1P+F+/9S1/5P/8A2uj/AIX7/wBS1/5P/wD2uuV1Hwt4Y07w9Dd3GqXMN1e2LXlmr7mDHcdkRCxFScDBbzBgnO3FcNUupUXU1hhMLNXUfz/zPY/+F+/9S1/5P/8A2utnxF8Xv7A/sr/iSfaP7Q06G+/4+9vl+Zn5PuHOMdePpXgddl8RP+ZW/wCxctP/AGehVZ2eopYLDqcUo736s7H/AIX7/wBS1/5P/wD2uj/hfv8A1LX/AJP/AP2uvHK7Pw0Irb4d+I9RW0s5bu3mtlhlubWObYGYhsB1I5FCqTb3KqYPDQV+Xt1fU7D/AIX7/wBS1/5P/wD2uj/hfv8A1LX/AJP/AP2usXXvCejQzajq1xbzQrb2tnLcaVYyqjQ3E5+ZclW2qMZC46sMEDAp03w+0LT7uWK9n1C4Da5DpkPkypHtWWNXDNlGyy7iDjGSO1VzVO5gqWDt8P5+Xn5mx/wv3/qWv/J//wC10f8AC/f+pa/8n/8A7XWT4Yns5vGemeEL+xW5stKlvk/eFWWeXDneylSMALgL2POT0rI+Hdlpep+K7+O4tlFl/Z87ot0qzmLAGG+6ASOuQBRzz01KeHwyTbhsr7vz8/I63/hfv/Utf+T/AP8Aa6P+F+/9S1/5P/8A2usrVPDGmT6jrX2qyNrp+i6fHNYiwdFN5GekjyFDuLeuOOnOOa9/4B0fSZr6e4fUbu1jurW3ggt5EEo85AxZiUIOM4AAGT3FHNU7kqlg39n8X5efmbv/AAv3/qWv/J//AO10f8L9/wCpa/8AJ/8A+11mW/wy0eXUpIjf3TW9jfzWt9IrpkLsDRFfl4OSFbPcHpXI+LvDkHhiWwsTJLJfvbmW7JI2KS7BVUYyPlGTknrScqqV2y4UMHOXLGOvz/zPQf8Ahfv/AFLX/k//APa67LwB4/8A+E5/tD/iW/Yfsfl/8t/M3793+yMY2/rXzVXsfwC/5j//AG7f+1adOpKUkmyMXhKFOhKcI6/Puex0VzN3/wAfk3/XRv51FXWeCdXRXmPjXxX/AMIhpNpefZ4JvtN7FaZuLn7PHFvz87vtbCjGTx0qto/j2zvND+36pA1oWvZLOBLQPdreFP44NibpUIBO4L2b0zQB6vRXls/xF8L29vFO+pM6TWpvF8m1mkPkqSGchUJUKVIbOCuOcVBa+NPM8Va3aTKJdNsba0nt5LO3knll84MSdqbiw4BG1eBkmgD1mivNG8c+H10+3vBeSulzNJBFFHaTPMXjz5imFUMg27TnKjHGeoqSTxjoUeqx6eb7M0kqQh0hkaESOMohlC7AzAjClgTkccigD0eivJfFPjk+HfEtlo4h01Td2zzi51LUvskS7WC7AfLfLHOR9DWjN4z0W11iLSbm4l+3STpbbIbWaWMTMu4R+YqbQdp3ckYHJwKAPSaK8O8NfEp7zTrLUPEVzp1pbyaXcXtxHDBMZF8u48vcv3l2bRyMltxGBitLXfibpGmeHL7U9PSfUJLKWBJLYwTQsBKwCvlo+FIyQ2NrEAA5IoA9fqC8srXUbOW01C2huraZdskM8YdHHoVPBFedXfjnw/YSLHeXc0LbInk32cwFuJDhPOOzEOT/AM9NtOPjbQBrB0s3ri6W6Fmw+zS7FmIyEMm3YCQeMnntmgDu73QtI1K6tLrUdLsru4sW32ss9ujvbtkHKEjKnKg5GOg9Kv15zeeIfsnjLTNB+y7/ALfbzz+f5mPL8vbxtxznd1yMYrml+J0kni6XRItLtpTHqo04pHf7rojbnz/I8v8A1Qz8zbuMH0oA9roryjRfFOt6n4u1HQ7rRbC2/sxYWup49SeTiVWZdimBd33eclevetG78YaFYTXMV5feS9rcxWkwaJ/lllAMY+7yCCORx6mgD0aivJdT8dWttrFvDY3UE0KPeRXUJt52mklgjDlYtqlTjPzE59BkgisiD4qC5k8KXJspLay1mC6kuYzaTyzI0aIyiIKoMi/OcsqkYBORg0Ae40V5lrnjGy0rwO3iezX7faNHHJCUbYriRgqliR8q/MCTjIGeOMVLpvie3uU02K/e2iu9TMv2VbOc3MM4QbiyShQCNvPzBecgZ6kA9Iorxab4o6cniGwMUwl0C70qW+F1HZzPLuSQKflUZCgBicrxjOcVvz+OPDltDcyzamqxWxtxJJ5blR54BiIIGGDA9RkDnOMGgD0qivOZ/F2kW63TeZdTC0na3n+zWM8/lyKoYg7EPADDJ6c4zmom8c+G1trm4Opp5NraRXkjiNyPJk+468fNkjGFyc8HmgD0uiuTVtyhhnBGeRj9KWgCb4h6Te654D1HTtLh8+7m8ry496rnEqMeWIHQGvEP+FTeNf8AoC/+TUP/AMXXulv/AMg28/4B/OqlZTpqbuztoYypQjyxSPFv+FTeNf8AoC/+TUP/AMXT4fhZ46t545rfSXiljYOkiXkKsjA5BBD8EHvXs1FT7CJv/adbsvx/zPJLLwD8RrC+e7t7GYSyuHmzfx/v/m3YfEnzAnrmte40P4o3XiaHWrjTPMeCfz4rR71DbxtjHyoZeB9DXolFP2KXVkPMJt3cV9z/AMzyu88HfE++1P7fLDdrOC/lldSQeSrdVT95lV7Y9Kr2vw/+JFjZy2tlbXdvbTZ8yGHUY0R8jByokwcjiup0z4gxXdvrF5dppsVrpUdzJNFbal512ohdly8Plrs3BSR8x6qO+RraNrmoXWrS6XrelxafdpbJdIILo3CMjMVILFEwwK8jBHIwTR7GPdj/ALRqJW5V93/BPOz8NviEdPFgbCc2YfzBb/b4vLDf3tu/GfeprzwD8StRtUttQgvLqCMgpFPqUbqpAwCAZMDgkV63RS9jHuP+0qv8q+7/AIJ4t/wqbxr/ANAX/wAmof8A4uj/AIVN41/6Av8A5NQ//F17TRR7CI/7Urdl+P8Amed/Dz4e+KND8eadqOqaZ5FpD5vmSfaImxmJ1HCsT1Irmv8AhU3jX/oC/wDk1D/8XXummf8AISi/H+RqpT9jG1iVmNVScrLX16X8/M8W/wCFTeNf+gL/AOTUP/xdX4vAnxNg046fBFfR2RVkNsmpxiMq2dw2iTGDk5HfJr1qil7CPcbzKq94r+vmeR2/gD4k2YgFpb3kAtwwh8rUo18rd97biTjPfHWpIPBHxQtVmW2W/hWeQyyiPVEUSOerNiTknHJNesUUexj3Yv7RqP7K+7/gnmGqeEviXqunWuny6c8NnbWsdr9nhvo1jlVDlWdfMILdOfYelSa74Z+J+v3gmurGSFFKMlvBfosSMgwGCmU4bjOa6fV/FMml+JrLSktrSf7U8aiP7cFumDsQXSAKSyIAWZiy4Ct1xzO2u31v4nttOvdMiitb1pUtZ0ut8rFF3EvHswqkA4Icn7uQCcB+xXdkrHzW0V9z/wAzgYfAPxKttQlvreC8iu5gRJcJqUayOCQSCwkyeQPypifDz4jRNdGO0ukN4CLkrqEY88HOd/7z5s5PX1NevUUvYx7lf2lV/lX3f8E8ki8BfEuDTm0+GC8jsmBVrZNSjEZB6jb5mOao/wDCpvGv/QF/8mof/i69poo9hHuNZlVW0V+P+Z4t/wAKm8a/9AX/AMmof/i66Xxn8PfFGrf2B/Z+meb9j0W3tZ/9IiXZKm7cvLDOMjkcV6JVu/8A+Xb/AK91/rT9jG1hPMarkpWWnr/meF/8Km8a/wDQF/8AJqH/AOLq7YeAPiTpSuNLt7yyEhBcW2pRx7sdM7ZBnrXrlFL2Ee43mdVqzS/H/M8jtvh/8SbK8lu7O3u7e5nz5s0WpRq8mTk7mEmTk8800fDz4jDpa3X/AB8fav8AkIx/67/np/rPv/7XWvXqKPYx7h/aVX+Vfd/wTx6P4bfEGG/+3Q2E8d3vL/aFv4hJuPU7t+cnJ5pyfDv4ix3k13HZ3K3M4YSzLqEYeQN94M3mZOe+eteqapdz2OmzXFraNeSouVhWRUz7lj0UdSRk4BwCcA89qHjY2nhzRNUFvZQf2tEkpfUb/wCzW8G6PftabY3zc4A2jOCeMYo9hHuH9pVf5V93/BOP/wCEA+JP2T7L9nvPs/l+V5P9pR7NnXbjzMY9ulSReCPihBcyXMC38c8qqskqaogZwvABIkyQO3pXpej37arotnfyWstm11Akpt5hh4iwztPuKu0exj3Yv7Rqfyr7v+CeQJ8OviLFFcRRWdykdywadF1CMCUg5BYeZ8xzzzTLz4afEDULlrnUNPmup2ADSz30TsccDkvmvYqKPYR7j/tKre/Kvu/4J4t/wqbxr/0Bf/JqH/4uvSvhD4T1vwv/AGx/btl9l+0+T5X71H3bfMz90nH3h19a361dD/5b/wDAf61UaUYu6M62Pq1oOEkrP+u5n3f/AB+Tf9dG/nUVX7i92XMq/ZrdsORkx8nmo/t//Tra/wDfutTgOZ8TeHf+Eij0tftX2b+z9Tt7/Pl7/M8ps7Ooxn15x6GuauvhbDNGscd5ayRW+pzX9nbXtgLiCJZVw8LRlxuXcSwOVwTXpf2//p1tf+/dH2//AKdbX/v3QB5RfeAtZk8TRx6U+naXYt4en06W5tbBVhDyTbiqQeaCpwS2ckZHOc4q3dfCqJluY7LVPLgki0+KOC4tvOjKWnRJRuXzVcYyPl6V6Z9v/wCnW1/790fb/wDp1tf+/dAHmmmfDS50WHTJdL1m2hv9PubuZHOnf6OVuMb0EQkBUAqu3DcYxg1bh+HcFv4tuNZU6Xdi5uUuZP7Q0pZrhHVQCY5g67M7QfunByRXoH2//p1tf+/dUk8T6ZLq0mlxz6W+oxLvks1dTMi4ByUzkDBB6dxQBzmseGtQu/F1n4g0nU7a0ntrSS1Md1ZNOrK7KxPyyoQflHrXJ2/hzxLB8TJ9Sl0iK5tpdUE4nlkxDHH5KxmVVE4AkwCADAx5wXxyPXPt/wD062v/AH7o+3/9Otr/AN+6APKY/hD5eipYf25nbpFzpnmfZOvmzebvxv7dMd+uR0rT1b4cLqsOso2p+X/adpZwKfs+fKa2Ysrfe+YE4446da7XSPE9jrunLfaUlrPbM7oH8hlyyMVYYbB4IIq99v8A+nW1/wC/dAHnmq+ALzVZ9T8zWYYoNcito9VjWyOZDFwxhYyfuty8YYPjqDUj/D0NcXEi6ltE2vW+sBfIzt8rb+6zu5zs+92z0Nd/9v8A+nW1/wC/dH2//p1tf+/dAHIa74av9Q8UaZrulanbWdxYQTQBLmzadHEm3J+WRCCNvr3rNPw7Pn3F3HqojvX1xdYhnW2/1R2qjxY3fMrKGB5HUccV38mpLFGzvbWoVQST5XQCquleI7PW9Kt9S0yO1ntLlN8UnkFdy+uDgj8RQBi6b4d/s7xdrmufavM/tZLZfI8vHleSrL97PzZ3egxjvWN4l+HcfiLXrm/OpNaxXNmYJIEhzmYRyxxzbtw5VZm4xzgc12TeJ9MTVk0t5tLXUXXelmXUTMuCchM5IwDzjtU93rMNjZT3d1BapBBG0sj+UTtVRknA5PAoA4a0+HiwTaFLPqXmyaYb17hlt9hu3ugd7fe+TBJP8XYdqZpHw+n05vDRuNXjnHh+C5t4gloY/NSVFUbsyHBXbnI4OegxXdWGu2+p6bbX9jDay211Ek0MnkldyMAynB5GQR1qx9v/AOnW1/790AclpHhq70PwNZaDp+pRieziWNbqW13pIAckNHu6EZGAwPvWFY/DOXSlsbjStWt7XULW/ubzcun/AOjDz4/LMaQiQbFChSPmPIJOc4r0r7f/ANOtr/37o+3/APTra/8AfugDy22+Fd3p1jZQ6X4hSJ7XSp9LLzWHmB0lkLlsCQYIyMc9RnpxVm++FVndPZww6hJDYwaWNOmtzEGNwFiljjdmyMFfOY9OSB0xXpP2/wD6dbX/AL90fb/+nW1/790AeZ3fwve70Ows59Wt7m4t7i6ubmS808TQ3Us+7Mhi3gB13fKcnHoc1Vv/AIbTm78FWcEkk1rpcQt9SuV2xrPDEUkjRkLEnMkakAZx82T0r1b7f/062v8A37o+3/8ATra/9+6AKlFW/t//AE62v/fuj7f/ANOtr/37oALf/kG3n/AP51UrThu91lcv9ngG3b8oTg5Peq/2/wD6dbX/AL90AVKKt/b/APp1tf8Av3R9v/6dbX/v3QBUoq39v/6dbX/v3R9v/wCnW1/790AcVqHg+58QTTHxJqNvPEbS4tIUsrMwMizABizNI+4gKMY2jPJB4xe0bRL+11SbUtb1KLULx7dLZWgtfs6KiktnaXcliW5OQOBgDvvN4gsUvJLR205bmOHz3hJUOkecbyuchcg89Kh0zxXpOtrI2jXOk6gsRAkNpIkoQnpnaTjpQBJRVv7f/wBOtr/37o+3/wDTra/9+6AKlFW/t/8A062v/fuj7f8A9Otr/wB+6ADTP+QlF+P8jVStOwu/NvY0+zwJnPzImCODVf7f/wBOtr/37oAqUVb+3/8ATra/9+6Pt/8A062v/fugCpRVv7f/ANOtr/37o+3/APTra/8AfugDldb0C/1q4EEupwppRmhma3NnumVo3VwEl3gKCUHVGPLYI4wy00HWIPFlxq1zq1ndQykokT2DiSCDqIkcTbR8wBLbMsevAUL0E/ijS7XUodOup9KhvrgZhtZHVZZBzyqE5PQ9PQ0ReJ9Mm1aXS4Z9Kk1CFd8lojqZUXjkpnIHI7dxQA6irf2//p1tf+/dH2//AKdbX/v3QBUoq39v/wCnW1/790fb/wDp1tf+/dAFSrd//wAu3/Xuv9aPt/8A062v/furF3d+X5H+jwNuhVvmTOPYe1AGZRVv7f8A9Otr/wB+6Pt//Tra/wDfugCpRVv7f/062v8A37o+3/8ATra/9+6AMnVILu602aDTriG2nkXass8BlVQevyh1J4z/ABD8elcv/wAIVqJ0XRrOTVNPuJNJha2VbnSzJbzRmNUBaIy58wKpG4NjDuMYau3vNctdOs5LvUBYWttEMyTTgIiDOOWJwKqXHjDRbTS4dSur3RobGchYrqSVFikJBICuWweAeh7GgCvoemf2LoVnponacWsSx+YwxnHoOw7AdhgVfqymorIiultaMrDIYR5BHr1p32//AKdbX/v3QBUoq39v/wCnW1/790fb/wDp1tf+/dAFStXQ/wDlv/wH+tVft/8A062v/futDSp/P8391FHtx/q1xnrQBk3f/H5N/wBdG/nUVX7j7D9pl3/aN287sbcZzUf/ABL/APp6/wDHaAKlFW/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2gCpRVv/iX/APT1/wCO0f8AEv8A+nr/AMdoAqV5cbXWdL8Z3cfhKC9mgvJ7u6uLXUdN2x2tyY3C3ENyQFIc7AEBb5WbO3kL65/xL/8Ap6/8do/4l/8A09f+O0AePLLqa+BdOW3h8StczyWyanNeLfM9tJsYyuqIyTON20ERsI+VI6NSeEoPE+o3nhQa++uRwx2l412HaaAM6XH7kS85zsAI3Elh1LAnPsX/ABL/APp6/wDHaP8AiX/9PX/jtAHhXhKx8Tae2nW+j22s212rak95HepKloFYsYCA/wC73Fyp+X5vvZ4qT/iqG0G9bSD4m8//AIR0/bhefaQ/9oZXHkb+d3+sz5XyY2+1e4/8S/8A6ev/AB2j/iX/APT1/wCO0AeReIrTVbNo4JpPE0lmdCka1fT5bqSU6gWyfMaM5BwV2h8Rj5gAAMVR8QXHjS00/WrWZNZl1S903TGtX06OV4kmQn7VtdBtjJwcjILDGAciva/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2gDxOLU7jUviFcNd6pfQWq6pc20IFxd+TdssJWO3Cqv2cYZWb75ZiuCuSavfDfS9Z0Wbw1BLHqsVrNospvYbppTFFMsibBtb5Y22luABkZJz1r0yPw94Uh1Y6rDo8MeosSxvFtYhMSRgnfjPI461pf8S/8A6ev/AB2gDy67tb3TviUs2gQ30y6hfxnU7O600tbBRGB9pjucBVKquNu4kscYFc/bv4pu9N03TruDXpJbfStUg1Hz4ptksxB8oFiMSHA+UjI5AB7V7j/xL/8Ap6/8do/4l/8A09f+O0AeFaNpnib+wJ7PRzr9mtr4ag3pdtPHjUY2yscIYj5SqlSI/lwVzzWrpk3izU/FFotxFrNpYapfLqLGUSILSGIzj7Ox42bwluSnfe/Fewf8S/8A6ev/AB2j/iX/APT1/wCO0AeIaJb+LNc1e+tJpNb0mO+0q4LBvtiLZ3QlXywJpXYMcc5i2KQSMenVfDDU9W8SaffeItZM0X2uRIILVpCY4xCgSRlXoN0vmc+w9K9EI04ggi5IPUHbUNpZ6Lp9pHa2FvJbW8QxHDCiIiD0CjgUAR0Vb/4l/wD09f8AjtH/ABL/APp6/wDHaAKlFW/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2gCpRVv/iX/APT1/wCO0f8AEv8A+nr/AMdoALf/AJBt5/wD+dVK04fsf2K52efs+XfnGevGKr/8S/8A6ev/AB2gCpRVv/iX/wDT1/47R/xL/wDp6/8AHaAKlFW/+Jf/ANPX/jtH/Ev/AOnr/wAdoA8s07R9dtvFc03iDTbby7rTLn7ffWNxLOzlmXAVfIGWAVVVOTtXqSMHc8FtepNdWi3GpXWjW0EKWk2qWX2WYONwdAvlxlkCiM7ivViMnBx2/wDxL/8Ap6/8do/4l/8A09f+O0AVKKt/8S//AKev/HaP+Jf/ANPX/jtAFSirf/Ev/wCnr/x2j/iX/wDT1/47QAaZ/wAhKL8f5Gqladh9j+2x+T5+/nG/GOhqv/xL/wDp6/8AHaAKlFW/+Jf/ANPX/jtH/Ev/AOnr/wAdoAqUVb/4l/8A09f+O0f8S/8A6ev/AB2gDz7xWslxrVvFZQ6lJcpc2sotBYZs7nbKreY86plSgyQDIvKD5WBwz4ryHUfH0MTadf2UOlyzCBjpk6pczupDyeaE8sR4LYJbLMc8YUt33/Ev/wCnr/x2j/iX/wDT1/47QBUoq3/xL/8Ap6/8do/4l/8A09f+O0AVKKt/8S//AKev/HaP+Jf/ANPX/jtAFSrd/wD8u3/Xuv8AWj/iX/8AT1/47Vi7+x/uPN8//Urt246ds+9AGZRVv/iX/wDT1/47R/xL/wDp6/8AHaAKlFW/+Jf/ANPX/jtH/Ev/AOnr/wAdoA5/xFqK6Toz3jabcak8bp5dvbQNK5csAGwoJAHUkAkAHAJwDykSW9t4Rto/O1y3mmmuJZryy0SQv5sjF5I/KkhZ0jYucEKOEGXz19L/AOJf/wBPX/jtH/Ev/wCnr/x2gDA8MxXEHhTSob60SyuI7SJJLaMkrCQoG0ZJPHTqfqetalW/+Jf/ANPX/jtH/Ev/AOnr/wAdoAqUVb/4l/8A09f+O0f8S/8A6ev/AB2gCpWrof8Ay3/4D/Wqv/Ev/wCnr/x2tDSvs/737N5vbd5mPf0oAybv/j8m/wCujfzqKr9xZb7mVvtNuuXJwZORzUf2D/p6tf8Av5QBUoq39g/6erX/AL+UfYP+nq1/7+UAVKKt/YP+nq1/7+UfYP8Ap6tf+/lAFSmSSJDE8srBERSzMTwAOpq99g/6erX/AL+VHNpUVzbyQXE1nLDKpSSORgyupGCCCMEEdqAPGvCnjS9PixdRvpdTlstft7mWC1uYJkihaJi8KxM6hCXh67M5IzVD/hMNUXxDZeKtQFhcyf8ACKXN/Ba2iMnlgupCOSzZxjlhjo3HFe3N4dsGitY2TTTHZsrWqELiAqMKUGPlIHAx0FVrXwZodjI8llYaLbvIHDtFCiFg+N+SF5zgZ9cCgDxLXdRvEv8AxTea0NM1Sb+ztJcpAkscJ3XKkZAk3ZG7I+bnCnGCRXXxeO9cbXWEken/ANnJ4lOhGJYXExGwsJN+/AxlQRt555Fd3F4H8PQWz28GmaHHBIqq8SW8YVgrb1BAXBAb5h6HnrVg+FtLO79xpY3XH2skKoPn4x5ucffx/F196AOH8FeLPEHifVxLPb266O1u8vmJYTR7X8wqkazM+yb5QWLouPpkVy2sajrNp4v1rVFvrtLDTdes4pCmpS5WJ1iDRJbH90wYvySQRkkA4r0Dwx8J9H8KasuoafqPmTJA8C+Y0KfKxUnc0catIcqOZC3581uN4M0N9W/tR7DRW1DcH+2GFDNuAwDv25zjvmgDhYvH+oNqFnbyRWS+f4lutJYbWBEEQYhx833uFyenPQZrU8DeJ9R19r+DXRDbahbeW7WcVuVEcb7ijiXzHWZWA4Zdv3Tkciuo/wCEP0X+0jqP2LR/txcSG68pPNLgYDb9ucgEjPvUun+GdN0kSjSodLshM++UWyrH5jep2gZPuaAPFvCGrauniLSrnUL6/Fvc3OpBZH1Ca4W9MTNtgMLnZEQAWVlznZjjNbSfEXXo9Hg1GWHTZ11LQ7zVLWGCKQNatCgZUlO87wdwXICcg16anhbS444Y0t9KVLeY3EKhFAjlOcuoxw3J5HPJplp4R0fT57iawtNHtZbrInkhiRGmycncQvzck9aAPKfGPjfWrvw7rdtp1xDaNb6Da6j59sHEqvI3zKGDjbxgg9ge+a19Q8WeMINcOi6Hpltqt3ZWUNzcMI1iW43seF33CmMAKRuxLz1A793beCdAs4JobPTtEginiMMscUEarJGSSUYBeVyTweOTSTeBvD1zHbR3GmaFKlou23WS3jYQrnOEBX5Rn0oA5vRvFGoXfjq+0fVBDawgSPp8aW5f7TGjBWYTrIV3KwIaMopG5eTzXX0kHhnTbXUp9QtodLhvbgYmuY1VZJRxwzAZPQdfSrn2D/p6tf8Av5QBUoq39g/6erX/AL+UfYP+nq1/7+UAVKKt/YP+nq1/7+UfYP8Ap6tf+/lAFSirf2D/AKerX/v5R9g/6erX/v5QAW//ACDbz/gH86qVpw2m2yuU+0QHdt+YPwMHvVf7B/09Wv8A38oAqUVb+wf9PVr/AN/KPsH/AE9Wv/fygCpRVv7B/wBPVr/38o+wf9PVr/38oA8r0rXL7WfGk8bS6vaTahplwIbO5tLmCK1KuojPzIFDYyWfn5m2gn5RW14K+06feXmiapFN/aFtbwTTTHVp7+OUPvUEGXBjYmNiVAxjHJ7dlPoVpdM7XP8AZ8xeJoHMmG3Rt95Dkcqe46GotN8M6bo1u0Gjw6XYQu29o7VFiVmxjJCgDOAOfagB1FW/sH/T1a/9/KPsH/T1a/8AfygCpRVv7B/09Wv/AH8o+wf9PVr/AN/KADTP+QlF+P8AI1UrTsLTyr2N/tED4z8qPkng1X+wf9PVr/38oAqUVb+wf9PVr/38o+wf9PVr/wB/KAKlFW/sH/T1a/8Afyj7B/09Wv8A38oA8/8AFpubXWLbVILqZbW1ubWK4aDUnDRbpVHl/ZQBG4feoLO24BsqCVUGaTTY5PiHbx6dd6kv2VWvtQB1O4eM79yxReUzlACd7YAGPLXHBrrJfCulXGqx6nPb6TLqEIxHduiGVBzwHIyOp79zVmPR4IZppopLGOWchpXVgGkIAALHHOAAOewoAhoq39g/6erX/v5R9g/6erX/AL+UAVKKt/YP+nq1/wC/lH2D/p6tf+/lAFSrd/8A8u3/AF7r/Wj7B/09Wv8A38qxd2nmeR/pEC7YVX5nxn3HtQBmUVb+wf8AT1a/9/KPsH/T1a/9/KAKlFW/sH/T1a/9/KPsH/T1a/8AfygDG1m3e50e5ijup7UlCTJbsFfA5IBIOMjjIwRnIIOCONkGqX3g/wAK3cg1O+sf7NWW/FjqAtrhpDChSRpGkjyo/ebhv5JUkHFehX2gWeqWb2mpjTry2fG+G4xIjYORlSCDyM1QbwF4bazitG0nQWtoXLxQm2j2Ixxlgu3AJwOR6UAUfB13d3/grSLvUTI1zNaRvI0gAZiR1OOMkc8Vt1b+wf8AT1a/9/KPsH/T1a/9/KAKlFW/sH/T1a/9/KPsH/T1a/8AfygCpWrof/Lf/gP9aq/YP+nq1/7+VoaVB5Hm/vYpN2P9W2cdaAMm7/4/Jv8Aro386iq1c207XcxWGQguxBCHnmovslx/zwl/74NAEVcj468U3XhuXRY7a706xj1C8ME13qKFo4VEbNu4dO4A5Peuz+yXH/PCX/vg1l6r4WXV9Q0u8uY7pZNLuDcQiNcBmKFcNkHIwx6YoA566+IVhpkEnnLNqyWVtDcahqGmRJ9nhST7r4aQsVIBbCbyBXPTeMdbHi82cV+Da/8ACTw2CqIozm3a2LlM7c8tznr712Gs/DqDWtQvLmWXU7aPUY4or+2t9oju1jJKh9yFhwSp2MpI4prfDWybVv7QA1BZf7TTUwihQglWLywuNv3NvbrnvQBRi+JWmTLHKmnakba6huZrC48uPZfCAZcRjfuBKgsu8JkA0S/E3Q4o53EV5IIbGC9XZGp81ZigREO7BfMkeRwPnXnmr2kfDe10e/s54n1G4g04TDT7OcIYrQSn5tmEDHjKjezYBIqjZfB/SrH7B5R1RvsN19pTewPmf6rbG/ycovkRYHB+Qc0AbGteJIdHu7GyWyu7+/vt5htLQJvKoMuxLsqgDKj72SWGAecZunfEHTNY1DTLPS7O/upNRtPtilY0UQRh/LcybmGCrDBAz7ZrX1vwg2s3tlfJNqGnX1j5ghurRU3hXGHUh0ZSDgHpkEDBFVtF+HtloOp2d9p8N6r2enHTkR+VZDIJGdvlyXLDJOccnigDldK+J9raeDtPvLxNU1qVrMXVxcR20EDKhmMSsyGUKMsCMIW6ZOKuQePI7HUb+2uxqOpTSaybC2to7aFDC3kiQRhvMww4PzsRyeeBmsi9+D2t2N9Yjwy0L2+n2SQWcuoqjyW8gleQybWt5A3LD7hiPGCehrrk+G1qNVXUXN+bj+0/7UIAAQzeV5eMbc7Mc4znPegChffE/SLDw3b61La3X2eZpkaN5beKSN4m2uhEkq7myDgIWzj6VLoHiK41fx9q1rHc+bpaadZ3VqhjC480OS2cbuQBwelNn+EllLbCGG61i1JS7ikkhMe6SO5ffIh3RkAZ6EAEDvWzovgmHQtTlvrRb15ZLO3syJQCuyEEKeFHJzz29hQBzVp4m8Q2/inXbLVrvTJbLQrSK7na106RJJ1dHYqu6chSNnU5zntVq8+JWnWHhm0126029hs7xS8HnTWsTyJtDBgHmXO4HhRluDx0zty+CIZdS1u9Zb0Sa3apa3AAGERVZQU+Xg4c9c9qz774Y215pmmWcdxqtoNO05tNSWDZvkgZFRlbchGSEHKhSO2KAKd58T9HszM62eoXFtb2tveT3MUabIoZvuOdzhuO4AJ9jzg1jxzbtbeKLTTvtdvNoltI098iQSeS4jDgrE0gduvGVCkqRu4qxL8KdPm02+smbUxHfadb6dIQV3COAYQj5PvHueR7CpdW+GdrrWp3d7qEupyPc2c1mq4QeRHKPn2ts3nuQHZlXccAcYAKHhfxjqGs+L77SJrCRrO2srWeO7KxqxMiFizgSHhscBV45zjirNrruta34l1a20b7BBY6RcR20ouoneS6faHkCsrARgBlAJV8nJxWnpnghNI1w6nZPfq72cNpNCVUxyrECEY/JuDAE9CAfSkfwPt1661SwudU09r4xte29ttEdyycAnchZSRwSjKSAO/NAHHWXj/U113RtPgguNXhv9Tv7aaZ7eKGRRDuKogEoGFxyzcso4+biul0jx1putXen2tpb3i3N79o3QyRqGtfIbY/m4Y4+YgDGc5FLD8NLa1msp7SXU4biy1C4v4plCFt0+RIhDIRsIYjpkeueab4e8BT6P478ReIZLfH9psgt44wzeWoUeYTlRgu4yQM9BzQBDffEXTNP1i9sZ7LUCmn3UFrd3axp5MLTBfLJJfcQd2PlBIxyACCcfT/AIhtpWl61e+IWe6S3168soCsltBsjjb5V/ePGGOM9Msavn4X3V/4r13UNXnuf7O1C8trlLK3PyzeSigCUMmRhlz8jDI65wALM3wptJJZJoLnV7WeS6vLkyw7Nw+1Y81BujI2naMcbh60AV7r4o6PbxmWGx1K6gTT4tTkmhiTbHbyZwx3ODkY5ABPPAPOOzR1kRXQ5VhkH1FcsPhTp66dcWQbU/LuNJi0hjlciGPOGHyff55PT2rrYrCeGFIlgmKooUZQ9qAG0VL9kuP+eEv/AHwaPslx/wA8Jf8Avg0ATW//ACDbz/gH86qVfgt5hYXSmGQM2zAKnJ5qr9kuP+eEv/fBoAioqX7Jcf8APCX/AL4NH2S4/wCeEv8A3waAIqKl+yXH/PCX/vg0fZLj/nhL/wB8GgDhJPF2rWWp6vFcQQ3a2ljc3UNtHZzW0jPGRtjRpD/pAIJy8agKQv8AfWrPhDxW+t6neWEuqaTqxgt4bgXekgiMby4MbKXfDApnOeQ3QY51YPBtxFffa5tR1e6mjhkhtGnEZ+yB8ZK4jG4/KvMm88e5za0nwzLplxcXU0t9qF7chVkurtF3lFztQBEVQoLMcAdWJOaAL1FS/ZLj/nhL/wB8Gj7Jcf8APCX/AL4NAEVFS/ZLj/nhL/3waPslx/zwl/74NAE2mf8AISi/H+RqpV/TreZL+NnhkVRnJKkDoaq/ZLj/AJ4S/wDfBoAioqX7Jcf88Jf++DR9kuP+eEv/AHwaAIqKl+yXH/PCX/vg0fZLj/nhL/3waAOT17xLeWWtWVlpcUEkYu4Ib+WUMdglYKqJgj58Esc5wNvB3Ai3bapqLeNLnS7qO1S0WzFxAYyzSH5yuWJwBn+6Bxjqc8O1n4e6Lr12t3qOgW8l0Jo5nuPsaGSXZjCsxUkrgAEenFSr4Su18UnXP7S1UuY/K+ymKHyfLyTt/wBVvxk5zuz744oA1aKl+yXH/PCX/vg0fZLj/nhL/wB8GgCKipfslx/zwl/74NH2S4/54S/98GgCKrd//wAu3/Xuv9ah+yXH/PCX/vg1avbeZ/s+2GRsQKDhTwfSgChRUv2S4/54S/8AfBo+yXH/ADwl/wC+DQBFRUv2S4/54S/98Gj7Jcf88Jf++DQBQ1AXzWbLpUlvFckgLJcozogzySqkFuM8ZH1rlbHxNrWrQ6VaWbWEF7e/a5PtkltJJDJDBIIxIke9W+fejDL4Az97g11GveHJ9f0eXTnmv7KOUrvktAA5AOdvzKwKnGCMcjIPBIrPk8EXMkNkRqurx3tjvWC+jhgWQRuAGi2iHyynyqfuZyo5oAseGtVl1rw5Z391CsM8qESxo2VV1JVsH0yDj2rUqLS9D/sfSrbT7K2nEFvGI03hmYgdyT1J6k1a+yXH/PCX/vg0ARUVL9kuP+eEv/fBo+yXH/PCX/vg0ARVq6H/AMt/+A/1rP8Aslx/zwl/74NaejxSRed5kbJnbjcuM9aANOiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK8V8TXVvJ8UtTttY1LVLaySBWjFhktv46jB4xmsqlT2aTPQwGCeMnKKdrK+1/wPaqK8m06fT9M0HXNU8PaprFxcwWmzGorhVyw5GVHNL4Z8BT6/wCHLXU7nxHqKy3Kl2EcnyjmoVZt2S/E65ZZTpxlOrU5UmlrF3va+x6xRXjOk6pqSeAfF9nNfSznTbnyoJWb5gAwHWsC0v8Aw2+irJeeMdVj1HyiTAqsVD44GcetS8SlbT8TohkU5OXv7O2kW90nfTbc+haK8TuNV1Q/C3Qri5vZDI+obVkD8smehxXovjGeSD4d3k0UjI4tgQ4OCDgd6uNZSTdtlc4q2WSpThByvzScfudjp6K8S8QXGpXng/wXb2t7LHcXzmIyByNxZiBk1oRfEC8tvAs2kTbn8RRzGxRD9988B/14+lT9YjezR0PJKrgpU5Jttq3ZJtX9NPkeu0V5X8KP7Rt/E+v2Gp3clxJbRxA72JwTkn+ddN8TLia28C3UtvI0UgdMMhwRzWtOfPHmsedjsL9Urulzc2id/VXOuorwFr7w7/YpkXxfqh1HysiDa20yf3c46Vta/qWpn4X6BPc3cvnSy4aSJvmZeMdO9aHEeyUV5Fpul2M+pW0av4vQu6jdLGQg+p2dKXxgNTl8dTLejV5tPWIeSulkFlPuMGgD1yivJvBl0lr43jtlvNWtlliIFrqindIfbgViwN/aHiPXV1CfX5BDdlYhpgLhRk8Nwce1AHudFcf4LitNK0a+vBLqwiJ3P/ao2su0H7uQOK82vPEGo6jc33iy21aOFba6XybFpgGeIcZ2ZznpQB7zRXm/xA17+0PhzYanYXDQrcTIWaNsFeDuH4H+VcRf3/h+LR3l0zxfqc2pBAY4HVgpfjIzj60Ae/0V5V4m1PV5fDvhawa+a3l1AoJ5Y2GWBHHP+eatap8PbnTLM3dn4ruLeWNgRJezARjnv0oA9LoryzxBrt3ovxK0WU/aNQRbAmSC1y3nMVI3ADr61V8SeMbrV/EHh6OGw1HS1F/GH+0IUEgLAY6c0Aeu0UV5lBfXR8eeNojcSeXDZ5jXdwh8vqPSgD02ivD/AAvreteGYbTX7yWa80e8cw3GSWMRB6/rXQWmuTHx14jurS6M0EViZoBuyoIXOaAPUKK8m8KeErrxZoa6te+IL9JppGysTgAfpXXeB9Pu9Jt720u9ag1SOOTMeyQM0Xs1AHV0UisGGVII9QaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5+28IWdv4xu/ERlklnuoRC0LhSijIORxnPFdBRScU9zWnWnTTUHa6s/Qp3ul2d9p89lPAnkzoUcKMZH4VwqfB2ziXZb+ItZhjH3Y45wFX6DFejUVEqcJbo3w+OxOHTVKdk/66nI2Xw60yw8K3+iQ3FwVvyGnuGIMjHjnpjtWlZ+EdKs9BXTBbRShYjF5zwpvORjOcdea3KKapxWyFPG4id+ab1d/nsccvw20v/hEf7AluLiWESmWOZiN8be2Bispvg5ZyRiObxDrEsXGY3mBUj0xivRqKl0ab3RvDNMbC/LUerv03OYv/AmnXv8AYipLNbx6NKssCRkYYg5wc0svgPSZfGqeJWD/AGlV5i42M/Z/XPT8q6aiq9nDsYrHYlKym9mvk9X95g6N4TttG8Rarq8NxNJLqZUyI+NqY9MD3qz4j0GHxJosum3UskMchBLx43DH1rVoqlFRVkYVas6suabu9F92iMVvCmltoTaYbeLDQmLzvKXf0xnOOtZF18OLG68MWeitf3axWkhdJQV3k/liuxopmRxUXw6eKVH/AOEo1hgpB2mUYPt0qzrPgKDVdZbUoNV1DT5nXa4tpMBvfBrrKKAOR0f4e2ml67Hq1xqV7qFzEu2M3TA7fyFVH+GEA1C8u7TXdTtGvJTLIsLqoJ/Ku5ooA5JfAedAvtKm13Up471lLySMpZQP4RxwD/Snw/DbwvFZxwtpiSMsYQysx3McY3detdVRQBxY+GliPDp0U6jeNaC5FxGDtzGeflHHQ5rY1LwlpepaFJpjW8UIkjCedHEocYxyDjrxW5RQByuo+ANP1Pw3ZaRPcXAFiQYbhSBID9axm+EFhNhbzXNWuocgtFNMGVvqMV6HRQBz58H2f/CVWGuJNMklhbm3jhGNhXaV579DUniDwtbeIrzTbi5uJom064E8ax4wxBzg5HTityigArnE8GWia3rOpi5nMmrReVKnG1BtxleP510dFAGDpfhDT9N8LvoUhe7tH3bvOxk5+lZvhv4b6b4bu7maG6ublbiMxNHNtxtPbge9dhRQB59/wqOyR3+y67q1rEzFhFDMFVc+lbvh/wAEWHh3SLuytJ53e7z5tw7Def8A9Wa6SigDL8PaGnh7SVsIrqe6VXLeZO2W57VqUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=)
"It may be that a $10 one way fare is unrealistic for the
UPX, but it's clear you can't build a realistic business model with a $30 fare.
In new product research, 10% "very likely" uptake is considered good,
so it may be that a $20 fare is the appropriate price point," said Forum Research President, Dr. Lorne Bozinoff.
Lorne
Bozinoff, Ph.D. is the president and founder of Forum Research. He can be
reached at lbozinoff@forumresearch.com or at (416)
960-9603.