Part 2 of 2 - Click here for Part 1
Recently, we posted a blog that explored the return of participation provisions in venture capital deals as the market turns from entrepreneur- to investor-friendly (Liquidation Preferences: The Reality Behind the Zone of Indifference, Paul Jones, Tiara Brown, Kam Faines (michaelbest.com)). We reviewed both full participation and capped participation, noting that both appeal to investors by providing some downside protection (boosted returns) in “sideways” exits – that is, exits where the returns are positive, but only marginally so. At the same time, participation’s negative impact on entrepreneurs was less significant in rosier exit scenarios.
Capped participation is positioned as the middle ground on the participation versus non-participation continuum. Capped participation gives the investor a choice to either (a) take their pro-rata share of the proceeds, or (b) receive both their base preference (their actual investment) plus pro rata participation in the distribution of the remaining proceeds until the investor has received an amount up to some multiple (e.g. 2x or 3x etc.) of their base preference.
At first glance, capped participation seems like a reasonable alternative to full participation and non-participation options. Digging deeper, though, there is a problem: Regardless of the cap value, capped participation creates a range of exit proceed values where the investor is indifferent to how much the company receives in an exit transaction. In the so-called “zone of indifference” the interests of the investors and the common shareholders diverge, as all the marginal proceeds in the zone accrue to the common shareholders. That divergence of interests can bite the common shareholders.
Consider a scenario where Acme Ventures invests $1 million in Newco and owns 40% of Newco on an as-converted basis. With or without any form of participation, in these facts Acme would be entitled to a base preference of $1 million. Table 1 below shows the distribution of exit proceeds over a range of values with non-participating preferred stock. Note that at exit proceeds below $2,500,000 – the post-money valuation of the Company in our example, where Acme receives a 40% ownership interest for its $1 million investment – Acme will choose to take its $1 million preference rather than convert. Note that at proceeds of $1 to $2.5 million Acme has no positive return on its $1 million while the common holders get all of the marginal proceeds above $1 million to $2.5 million. Finally, note that when exit proceeds exceed $2.5 million, Acme will forgo its $1 million preference and take its pro rata share.
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yvEP7whz9kWzPxHQ+4ceNGa2JiIvvVam3atGk6Tx6vGIZhdAtzJAyjR3zzzTfuEQSPGYSnn34625oa/Pfv399auXJlltJqPf/889nWzMcgPjgck5OTrStXrszI0zAMo2rMkTCMiuGxA2sTFi9e7LaFo0ePtpYuXZr9+t7R2Lx58/R6BoKgHRANsw04HIsWLXL5ERuGYfQKcyQMo4csW7bMvbXBzAGLKAWciPXr1ztHI+YwGIZh1BFzJAyjYvR3JL788svWwYMHZ8xEwBtvvOGcCxBHQ44xDMOoM+ZIGEYN+Otf/5pttVo/+9nPph0NZioMwzDqjDkShlED9NsbJ06ccDHflWC9RFl+8IMfZFstNxOCUyLBMAyjW5gjYRg14J//+Z+zrZb7lgSLLFlPwaudCxYsyPakwdsffJsCeFTCYk/C22+/7dIMwzC6gTkShlEB8+bNy7Zmbsdg0Oe7DyMjI1nK1AeqWF/xm9/8xv3GsRD0bMP8+fOzrTv5/e9/PyNP8vjxj3+c/TIMw5g9c24HVnMdOXKktX379uyXYVSL6ZsxG0x/DKP36H5nMxKGYRiGYZTGHAnDMAzDMEpjjoRhGIZhGKUxR8IwDMMwjNKYI2EYhmEYRmmib23oL+0ZhmEYhmEIfETP3towDMMwDGPWmCNhGIZhGEZp7INURt8xfTNmg+mPYfQe+yCVYRiGYRhdwRwJwzAMwzBKY46EYRiGYRilMUfCMAzDMIzS1MqRWLhwYWv37t3ZL8MwDGPY+OlPf9q69957s19GE6iVI/Htt9+2lixZkv0yjHQuXbrUmjNnTuv111/PUgzDaBI3b940R6Jh1MaR+Oqrr7ItwyjPd999l20ZhtFEvvzyy2zLaAp9dyTee++91tq1a1vLli1zv/fs2eOmtj788EP3O8bhw4fdoxBCGbhz5Twczx0sMb9JD1G1fIxvvvnGPe7BQycfwubNm6P1U7V83bl8+bKLf/zjH7vYMIz688knnzj7iP25cuVK69SpU25cwM6H6JZ9NboEH6TyaTdetlUtu3bt4mNYLqxZs+b2pk2bbrcdium0EJOTk7dHRkamZWJyeYyPj08fy/k474IFC9xv4osXL2aSU1QtH6PdoWYc59fP0aNHM8kpqpavitnqG9eBLumycz3oCW2RB8dy3Rxz4MCBLDUdKYPUJwGdzqtDdJlz6nKzTRr7QpQ5Jo+mllvTK3tlVAO6pnWC/ogOStrExEQmOUW37KsxO3S/65sjgXKIImDMNCgCxs2HY0RhRkdHp5UpBYyW5OEbS3FsUEyhavk8kEPerwvpeJxHG+Gq5atiNvqGrkh9E3NNBD1g+foljI2NTR9LYFArQ6gM2hD69QvUq5aRcstv9vl1X+aYPJpabh9zJJoL7S466DsM9Fv6pHYMtPxs7asxO2rhSKAgNHqK8UZBGCBE4TiekIIMkiFlQ0klTxl8qpaPwX7k6DQc5yOGWTpT1fJVMht9E4chNOiJQ+pfH79lVovrl2st40iQlxg2vwyiCwS/HtEP0v1BVA/ufn5ljonR1HKHMEeiucgNZchehhDdDMmjW+wjdLKvxuzR/a7vaySuXr2abXVm3759rc8++6y1YcOGLCWdjz/+2MVPPvmkizWLFi1qtRXUbZ87d87FVcvHkP2PPvqoO87nqaeecrGcr2r5OsIC3bbBcNsvvfSSizUrV65sHTx48I7re/vtt1vHjh1rtZ2J1vnz56evtQynT592bxu1HRp3Lg3PbNsDpNv+4IMPXAyUm2fAQDl0+aTMwPohocwxeTS13MZgUnSBZbfsq9Fd+uZIbN261cWHDh0q/KoeDoQ2RGXAsMEDDzzgYh/+xzpcu3bNxVXLx5D9q1atcrHPihUrXCznq1q+jpR9Q4NrGx8fd4PX0qVLs9RyyEAb+6dRTzzxhIsZRAUGccDohc7/yCOPuJiBnkVoUOaYPJpabmOwwKbjzHJDgAPL4u88umVfje7SN0cCo3L06FG3zZsarLrl7YGqjUknz3fevHnZ1hRVy8foNFMzd+7cbGuKquXrCHe0CxYscNsvvviii4uwZcsWF7rBRx995OLYWyL3339/tjW10hzOnj3r4ocfftjFPjjLGFeQt1DKHJNHU8ttDB7vv/++68c4rYsXL3YORWyGqlv21egufX20gcJMTEy4KWbuSJid2Lhxo3sVsSqHQqbCi1K1fIzUmYCq5euKTI2jO+jN4cOHe3pt6G0e+i5cZlD44E4nuBa4deuWi8sck0dTy20MHtwQ8IiRx2niUGzbts3dXNKfNd2yr0Z36fsaCaa28D4nJyfdDIVMc+FQVOFMyB1sUaqWjzF//vxsqxhVy9cVnFEeU1Dv6M3OnTudDuXd1RiGUS9wXLkpuHHjhuvPPArD2aU/60ff3bKvRnfpuyMhMMWJ8WfqihkKePPNN13cTdatW5dtFaNq+RixtQsxqpavMzymwADhiIruyF0NH9fq9NzVMIz6QH8+efJka2xszP1+7bXXXAzdsq9Gd6mNI6F59tlnXawXenWb2PPYM2fOuFgWGwpVy8e4cOFCtjWTTz/91MWyuEioWr7OyCwEs1ujo6MujTcGUtZPGIZRD3bs2OHi0ELcbtlXozvU0pEQZBFWN5HXhmQRmIY7V3lVbf369S6uWj4GU3sgi+J8jh8/7uIHH3zQxVXLNwlmt/bv3986cOCA+836iX6hZ0PuuuuubKszctw999zj4iKUOSZGU8ttDCaig92yr0Z36ZsjwZQzz760wQIWyj333HNuO/ZqWlH27t3rvsOuF+zI62bMduhn6JTjV7/6ldtm0Q+DEVQtD/xfC8rJHbXAAiQcKbxx/1+rU28sTmK/vH1QtXwT6cX/2xCHTGZwfPjuCfBsVxYwyhsMcvfkg65Q/7B8+XIXlzkmj6aW2xgssDXYPX+BNHohdgldFR0sY1+NHpB9mGoGvfhSXFs5pr9Cxhfv+E2s0/RX8IBPGiMnQWR1mkZk/C8Wylc15TzItQ3m9G//vL2S98svX30jtAd1t5+Y3+THlwE1VctXRVX6Jt/k51rykPonTkU+1U67hmgbNbefWND/K8DXBZCv99EWQplj8mhquUP0wl4Z1aBtJTqADSJIWsgOpdpXoxp0v+ubI3HlyhVnzGh4UQoCSoFxCSHGLS9oRCFD+WHg9LlRYhQ0poRVykvH0EZboBPJ55wJdBjkqL8QVctXQVl9o95oYxwiH9LEuKBneUj9E8egPsiPoOuGbak7/3gZJAl+faIPpFP3WidoDym3r7dljmlquVMwR6K5oA9yg4geSMB2opdaXzSp9tjoPrVwJDQoEaGbiKHsdr5VQCfAoA5rJyirbxggMSTUn+iRDFzS/n69YoREVssTSxqDnkbP3viOix54JQ9dhtAgqQdRKbs2jDGnMvWYppY7BXMkBgMcAfTBaAa1cyTEiHUTjBNGy7+jqhtizBnchpXZ6Bv1x6AvAxWBbdJCAyFoByQWyEOjB+SQw0f7cU59PL/9wVvDACt6KsfRD2LlhtRjmlruFMyRGAzQD/TCaAa1cyRQnk7TzynIbEQ3jFTV4ETRgYaZbuibDJj+NH23kLulprVVU8udgjkSgwGOJTNVRjPQ/a4Wr3+2y+Fe1+sWrPAlT/0WRF3hA1z+f1806gUrwvkoTvtuOvhfRutKU8ttDCd8hOrzzz/PfhlNotbfkTCMoly/ft3FVbzyKf9y+9VXX23Ua2VNLbdhGM3CHAljIGD2iVko/ndLt9m3b597l12+tNcUmlpuwzCahTkShtEBHj8x7do0mlpuwzCahTkShmEYhmGUxhwJwzAMwzBKM4dXN7LtaY4cOZJtGYZhGIZh3In8P6yoIzHbf5hlGEUxfTNmg+mPYfQe3e/s0YZhGIZhGKUxR8IwDMMwjNKYI2EYhmEYRmnMkTAMwzAMozS1ciQWLlzY2r17d/bLMAzDyIMvut57773ZL8PoD7VyJPi/AEuWLMl+GUY6ly5das2ZM6f1+uuvZymGMbjcvHnTHAmj79TGkfjqq6+yLcMoz3fffZdtGcbgw2fQDaPf9N2ReO+991pr165tLVu2zP3es2ePm6778MMP3W8N/xaZO03kuesksH348OFMojjcuXIeHqeQDzG/SQ9RtXwMrpnHPdx1yDVv3rw5WD9QtXzduXz5sour+C+ghlEHPvnkE2dL6KtXrlxpnTp1qpAdZD92iFCGptiiMvmExpW8Wc1U+YGHD1L5tBUu26qWXbt28TEsF9asWXN706ZNt9sOxXSaz4IFC1w6Mr4seRVlfHx8+jjJS/ImvnjxYiY5RdXyMdpGYsZx/jUfPXo0k5yiavmqmK2+cR20vy471zMyMuLaIg+O5bo55sCBA1lqOlIGqU8COp1Xh5OTk+6cutxsk8a+EGWOyaOp5db0yl7VAdpF1x+6S3tJ2sTERCb5PdQvfUFkCKmk2oqq5WOUyUfXn1+foXElVX5Q0f2ub44ECk/F08g0voaBNtQgyPoDw+jo6HQjFhmg6VSiaL5ScU7SUQ6havk8kEPerwvyJZ3zaCNctXxVzEbfaHOpb2KuiaCNh69fwtjY2PSxBAa1MoTK0Mm4UK++QZL2ILDPr/syx+TR1HL7DIsjQR1Je/kOAzqO/vo2EDk5RtvKVKS96m6LUvOhzkj3dVD3DV3XqfKDTC0cCWmQssZbQz4ElKUTolAonA+KIXnJ4FO1fAz2IxfrQGKY5Zqrlq+S2eibOAyhQY/OTbp/ffyWOzSuX661jC6SlxiQmPEi+PUoBi/PIPn5lTkmRlPLHWJYHAm5+QrZlhjI0kdkcON4QgpNsUVl8hH7ERr8xfHSupkqP8joftf3NRJXr17NtmbP3Llzs604H3/8sYuffPJJF2sWLVrUanc8t33u3DkXVy0fQ/Y/+uij7jifp556ysVyvqrl6wgLdNvGw22/9NJLLtasXLmydfDgwTuu7+23324dO3as1XYmWufPn5++1jKcPn3avW3UNjDuXBqeY7eNitv+4IMPXAyUm+faQDl0+aTMwPohocwxeTS13EbaAst9+/a1Pvvss9aGDRuylHSaYotS8xH70XY8gvXz2GOPufijjz5ycar8MNE3R2Lr1q0uPnTo0KwWqbCwRvjhD3+YbcVBGeCBBx5wsc/q1atdfO3aNRdXLR9D9q9atcrFPitWrHCxnK9q+TpS9g0Nrm18fNwNXkuXLs1SyyEDbeyfRj3xxBMuZhAVGMQBpzJ0/kceecTFDPQsrIMyx+TR1HIPMwxeOH4MZjh72vbF4JjQoJpCU2xRaj5ff/21i9etW+din+XLl7tYblZS5YeJvjkSGJWjR4+6bd7UYCUxK21TjQl3l0AH4w6nE528+Xnz5mVbU1QtH6PTTI0/+1K1fB2hvbk7gBdffNHFRdiyZYsL3UDuPmJvidx///3Z1tSbPHD27FkXP/zwwy72wfCjzyBvoZQ5Jo+mlnvYef/9953O4+AtXrzYORRVz+Y0xRal5nP9+vVsK4zvgKXKDxN9fbRBJ5iYmHBTzNyRMDuxceNG99pOEYcCz/K1115z2++8846LO5HqLVYtH6OT9+1TtXxdkalxdAe9OXz4cE+vDb3NQ9+FywwKHxHqBNcCt27dcnGZY/JoarmHHZxnHsfx6Ekcim3btrkbMXS/Cppii1LzkRmMoqTKDxN9XyPB1Bse9eTkpJuh4O6EwRiHIs+ZYFpPHJDR0dHgM6sQcgdblKrlY8yfPz/bKkbV8nUFZ5THFNQ7erNz506nQ724UzOMfoCThwN948YNp/s8NsIOovtVfMugKbYoNZ+is8NCqvww0XdHQmBaCOPPowEcBHjzzTddHIKpbPHM9+/fn6V2JvZ8K0bV8jFiz/liVC1fZ3hMgVHFERXdkTs1PkRT5FmyYTQRdP/kyZOtsbEx91tmaLtJU2xRaj6xdWwxUuWHido4Eppnn33WxXqhl4a1FExl44n7K86LEnsee+bMGRfLwhyhavkYFy5cyLZm8umnn7pYFm8KVcvXGZmFYHaLWSrgjYGU9ROG0UR27NjhYmYmqlq02hRblJqPvO3hI/W4Zs0aFwup8sNALR0JQRZhacSJoLHefffdLLU48lqmLALTcOcqr6qtX7/exVXLx8BJgtirRMePH3fxgw8+6OKq5ZsEs1vMUh04cMD9Rl/6hZ4Nueuuu7Ktzshx99xzj4uLUOaYGE0tt5HWXkVoii1KzYfH4TwSxfkK/euCEydOuJjXSSFVfqjIvicxg1584KXd6O4DQP6HQ65cuTL94RD/A0F86IN09oc+OOIjHwjhC4YC+ZNG0B8mIb+R7CNFnEeoWh74Wifp7Ne0HamgPPVCOvs1VctXRVX6Jh/wIeQh1+vrWxHQ47xjpW3bBihL+f58HBsCXWE/gY82QZlj8mhquUP0wl7VAeoSG4GN0VCH9OG8ehakrmM0xRZRB+im1k9IzUfqzR9TtO3Q9Z0qP8joftdXR0IqnkbhtzgQkqYbikHZlw8FDb+RR4k0olQ6LxRSfuvzQq/k/fJr5aQDsF86Cvn5hrdq+aqoSt9Cg2EIqX/iVMRZpV1DiOHRhk3KRfB1AUTXaQuhzDF5NLXcIYbJkZC6pL7orwRJC/VZbqJETsvqNE1TbJGW16Tmg06SLvuRp09IHuinJlV+kKmFI4HXhjHTjUCgYUKNIQanU9CQF2mh/DBw+twoG50oZOygSnnpvNpoCyi+zGQQUF7kYl5v1fJVUFbfqDfaGOPhQ5p0ePQsD6l/4hjUB/kRdN2wLXXnH6911q9PMW7UvdYJ2kPK7ettmWOaWu4UhsWRoO7EMaDOJGBnaENdtwJ9WcuGgkb6Qt1tkTgM6JZP6nmpN/aLLhI4PmRXIFV+UKmFI6GhYxC6CUpDA3c73yqgM6CUIUMwDJTVN4yqdGTqT/RIBi5pf79ecfJEVssTSxqGQSOGi+AbDD3wSh66DKFBUg+iUnbteGKofMoc09RypzAsjoRGBvxuQ/vTRnW3RegM1z9sg3edqJ0jIUasm6BodIiYF1oXxJgzuA0rs9E36o9BXwYqAtukhQZC0A5ILJCHRg/IISNL+3FOfXynuxQGWNFTOY5+ECs3pB7T1HKnMIyOBHVJHXYT2oI8626L5Cax00yjUS21cyS6rRSiaN0wUlWDE4VRGGa6oW8yYPrT9N0ib8q3zjS13CkMoyOBE8asTjdpii2ijFz7sM7g1gXd72rx+me7HEkfleoEX34jT74rUHf4AFfZb2EYvYHXE/nQT/tuOvhfRutKU8ttdIaPUH3++efZr+7QFFtEGbn2Yf7fFnWj1t+RMIyiyD/Uif0Tqtkg/3L71VdfbZTxamq5DcNoFuZIGAMBs0/MQhX9nysp7Nu3z33sRr4e2BSaWm7DMJqFORKG0QGmfJlKbhpNLbdhGM3CHAnDMAzDMEpjjoRhGIZhGKWZw6sb2fY0R44cybYMwzAMwzDuZPv27S6OOhLbt9sCLaM3HDly2PTNKI3pj2H0nql+N+VI2KMNwzAMwzBKY46EYRiGYRilMUfCMAzDMIzSmCNhGIZhGEZpauVILFzYau3enf0wDMMwcuHfCd17b/bDMPpErRyJb79ttZYsyX4YRgkuXWq15sxptV5/PUswjAHm5k1zJIz+UxtH4quvsg3DmAXffZdtGMYQ8OWX2YZh9JG+OxLvvddqrV3bai1bNvV7z56p6boPP5z6rfnmm6k7TeS56ySwffhwJlAQ8pfjQyEEd7ocx+MXZIj5TXqIVPkYXDOPe7jrkPJt3hyuH6havu5cvjwVV/BPQA2jFnzyyfc27MqVVuvUqWJ2kP3YIUIqHCv2IRQok0+/bFGZfELjSt6sZqr8wMMHqXwOHz7c/uv+mWKlYdeuFh/DcmHNmtbtTZtat9sOxXSaL79gwVQ6Mr4sefnyscCxHEMcCr78+Pj355FzS1mIL16cnXwstI3EjOPIR1/z0aO9la8qzFbfuA7aX5ed6xkZmWqL0DESOJbr5pgDB8IyRYKUQeqTgE7n1eHk5NQ5dbnZJo193TomLzS13Dr0yl7VIdAuuv7QXdpL0iYm7jyG+qUviAzBl+kUaCeOEzvtB9+mpdqWVPlYKJOPrj/k9e/QuJIqP6hhqt9NQcod9KJjovBUPI1M4+t9KGWoQZD1B4bR0e8bsegATeMjH9rnBzqhKKavhJSRdPIrK58XpJx+XZAv6ZxHG+Gq5asKs9E32lzqm5hrImjj4euXhLGx748lYCxDcp1CqAydjAv16hskaQ8C+/y6L3NMXmhquf0wLI4EdSTt5TsM6Dj669tA5OQYbSu1TJEgjkTIUQkFad9e26LUfLSDpNN139DXnCo/yKEWjoQ0CHFof0ogHwLKEtrvB1G20D4/iAJyjL8PRZJzy2CVKh8L7Ecu1oHEMMs1Vy1fZZiNvonDEBr06Nyk+9fHb7lD4/rlWsvoInmJAYkZL4Jfj6KDeQbJz6/MMbHQ1HKHwrA4EgxQ1FXItsQCsvQRGdw4nuDLdQpir4sMkv2yRWXyEfsRui5xvLRupsoPctCORN/XSFy9mm10gblzs40u8vHHU/GTT07FmkWLWq12R3WcOzcVp8rHkP2PPjp1nM9TT03Fcr6q5esIC3TbxsPx0ktTsWblylbr4ME7r+/tt1utY8darbYz0Tp//vtrLcPp01NvG7UNjDuXhufYbaPi+OCDqRgoN8+1gXLo8kmZgfVDQplj8mhquY20BZb79rVan33Wam3YkCX0gH7ZotR8xH60HY9g/Tz22FT80UdTcar8MNE3R2Lr1qn40KHZLVJhYY3wwx9mGwXhvBJYiKPzElAeeOCBqdhn9eqp+Nq1qThVPobsX7VqKvZZsWIqlvNVLV9Hyr6hwbWNj08NXkuXZoklkYE2+981d/DEE1Mxg6jAIA44laHzP/LIVMxAL4vYyhyTR1PLPcwweOH4MZjh7IXslQ/HhAbVsvzpT9/bTPpPyD70yxal5vP111PxunVTsc/y5VOx3Kykyg8TfXMkMCpHj05t86YGK4lZaZtqTLi7BDoYdzgpcF4Jjz/eat13350rnzt5//PmZRsZqfIxOs3U+LMvVcvXEdqbuwN48cWpuAhbtkyFbiB3H7G3RO6/P9toI2/snD07FT/88FTsg+FHn0HeQilzTB5NLfew8/77UzqPg7d48ZRD0cvZHG78xGZu2zbVdnv3znRq+mWLUvO5fj3biOA7YKnyw0RfH23QCSYmpqaYuSNBSTdunHptp4hDgWf52mtT2++8MxUXgenUyclW6/btqYAHeeDAVBl27pz5mlCqd9ktb7ST9+1TtXxdkalxdAe9wRHs5bWhM3nou3CZQeEjQp3gWuDWram4zDF5NLXcww7OM4/jePQkDgUDOjdinV7/nA1PPz1l28RmYj+5EaQMr7zSar3xRibYpl+2KDUfmcEoSqr8MNH3NRJMveFRi2Li4aKwOBR5zgQesDggo6PhZ1YxMJLae+T388+3WmNjU79/+9upGOSOtyip8jHmz882ClK1fF3BGeUxBfWO3uAIokO9vlMzjF6BvcKBvnFjSvd5bCQ3QTxyqALspXYu+U0fkxknnAmZleiXLUrNp+jssJAqP0z03ZEQRDF5NICDAG++ORWHYCpbPPP9+7PEWSLrGshXiD0Pi5EqHyP2nC9G1fJ1hscUGFUcUdEduVPjQzRFniUbRhNB90+e/P4mSGZoe4V+nPzFF1Nxv2xRaj6xdWwxUuWHido4Eppnn52K9UIvDWspmMrGE5ep7aqJPb89c2YqloU8Qqp8jAsXsg2PTz+dimXxplC1fJ2RWQhmt5ilAt4YSFk/YRhNZMeOqZiZibosWu2XLUrNR9728JF6XLNmKhZS5YeBWjoSgizC0ogTQWO9+26W2CVkMY1WBHmNU6bwNNzpyqtt69dPxanyMXCSIPYq0fHjU/GDD07FVcs3CWa3mKVi3QugL/1Cz4bcdVe2UQA57p57puIilDkmRlPLbaS112zR6xLkrYV+2aLUfHgcziNRnK/Qvy44cWIq5nVSSJUfKrLvScygFx94aTe6+8iJ/+GQK1e+/3CI/4EgPvRBOvv940JBPhDCFwwljTxJ94/nAyNtJXHy+oMllIc0P53jR7KPGlGusvIEvtZJOvt1etuRCspzDaSzX6dXLV9VqErfaFOugxDaL0Gulzi0Py+gx3nHStuiW5Im5+NYLSsBXWE/gY82kVbmmLzQ1HKHwrB8kIq6xEZgY3Q6dUgfzqtnCVLXoX2EkC2iH5Gvf15tq30bUrUt4tzoptZPQmo+Um/+mKJth77uVPlBDvqDVKTcQa8cCal4GoXfopSSphuKQdmXD4XQOVAiSROFIsgxonwEXwH9Y+Tc4nT45ZyNPHI6XSsnZdRlJT/f8FYtX1WoSt9Cg2EoSP0Th/bnBXFWadfQfjE8Wq+kXARfFwii67SFpJU5Ji80tdyhMEyOhNQl9UV/JUhaqM9yEyVyWlanafmQLdJ2QuwZsU7z27aXtiuWXiQfyk267PevDf2cjfwgh1o4EnhtGDPdCAQaJtQYYnA6BX0MeZGm80MRpHPJMSgEHjhKqI/XAYOoy4py0ulCxjFVXjpvyIlB8WUmg0BZkYt5vVXLVxHK6hv1RjuG2o00roVrQs/8/TpI/ROH9hOoD/Ij6LphW+rOP17rrF+fYtyoe60TtIeU2+8HZY5parlTwrA4EtSdb7sI2BnaUNetBPqylg0FLS99wbdFtA/tJ+1FiNlqCam2JUVeHAZ0y9+Xel7qjf362jg+Nh6kyg9qqIUjoQMKSQjtKxvEUHY73yoCnQGlDBmCYQhl9Q2jKh2Z+hM9koFL2t+vV5w8kdXyxJKGYdDHiOEi+AZDD7yShy5DyNjqQVTKrh1PDFU3jmlquVPCsDgSOsiAH9o3m0D700Z1t0XoDNc/bIN3nULtHAkxYqF9ZQOKRoeIeaF1CWLMGdxC+4chzEbfqD8GfRmoCGyTFhoICdoBiQXy0MfoATlkZGk/zqmP73SXwgAreirH0Q9i5SakHtPUcqeEYXQkqEvqMLSvbKAtyLPutkhuEjvNNFqoNtTOkei2UoiidcNIVR1wojAKoX3DErqhbzJg+tP03QqxKd+6h6aWOyUMoyOBE8asTmhf2dAUW0QZufZhncGtS9CORC1e/2wXqmsflQK+wEaefFeg7vABrl59C8MoB68n8qGf9t108L+M1pWmltvoDB+h+vzz7EeXaIotooxcu/46sdFfav0dCcMoinwDJPZPqGaD/MvtV19tlvFqarkNw2gW5kgYAwGzT8xCpfzPlaLs2zf1sRv5emBTaGq5DcNoFuZIGEYHmPJlKrlpNLXchmE0C3MkDMMwDMMojTkShmEYhmGUZg6vbmTb0xw5ciTbMgzDMAzDuJPt27e7OOpIiIBhVI3pmzEbTH8Mo/fofmePNgzDMAzDKI05EoZhGIZhlMYcCcMwDMMwSmOOhGEYhmEYpamVI7Fw4cLW7t27s1+GYRhGHj/96U9b9957b/bLMPpDrRyJb7/9trVkyZLsl2Gkc+nSpdacOXNar7/+epZiGIPLzZs3zZEw+k5tHImvvvoq2zKM8nz33XfZlmEMPl/yHXTD6DN9dyTee++91tq1a1vLli1zv/fs2eOm6z788EP3W/PNN9+4O03kuesksF3m7pM7V87D4xTyIeY36SGqlo/BNfO4h7sOuebNmzcH6weqlq87ly9fdvGPq/g3oIZRAz755BNnS+irV65caZ06dcrZwcOHD2cSYdiPHSKUwbdpBM6LDQ/RL1tUJp/UcaVb49DAwAepfNoKl21Vy65du/gYlgtr1qy5vWnTpttth2I6zWfBggUuHRlflryKMj4+Pn2c5CV5E1+8eDGTnKJq+RhtIzHjOP+ajx49mklOUbV8VcxW37gO2l+XnesZGRlxbZEHx3LdHHPgwIEsNY3JycnbY2Nj0/kQKAtlIv8YHMc5dbnZJo19Icock4fUnegBgb6Y1/Z1KLemV/aqDtAuuv7QOdpL0iYmJjLJ76F+6QsiQ0hF2zT0hXbTejM6OppJTpFqW1LlY5TJR9efX59co0+q/KCi+13fHAkUnoqnkX1jy0AbahBk/YEBAy6N6OcTgk4liuYrFeckHeUQqpbPAznk/bogX9I5jzbCVctXxWz0DV2R+ibmmgjaeMT0At2RYwkYx1RChksbFtJC56defYMk7UFgn1/3ZY7JI1R3On9fL6AO5fYZFkeCOpL28h0GdAz99W9SkJNjGOylzlOR9vPPy/lCeUr79toWpeZDnZHu66DuG/qaU+UHmVo4EtIgZYy3D/kUbUBRKBTOB8WQvMT4Vy0fg/3IxTqQdGzOB1XLV8ls9E0chtCgR+cm3b8+fssdGtcv11pGFzlHyMFFF8mTwLl8xODlGST/msocE4PjY8eIDhP89u93uUMMiyMhOhWyLTGQRT/FNnI8IZW846T/0J7QL1tUJh+xH6GxQxwvrZup8oNMrRyJblQ6+RBEkfPgfMhyNxpCjJ4oW9XyMdiPXGgQAr/+qpavkrL6JoaDEDIcMeTauHbykN/E3UR0gaDR5WbbR9oGgyiUOSYPkccwhpCya/2oQ7lDDJsjEWuzEByj+4a0RSq0D8f5Ayh5++0nbdprW5Saj+hmTPf8+k6VH3R0v+vbYsutW7e6+NChQ7NapLJ3714Xtwfo1sqVK912HvJ2yAMPPOBin9WrV7v42rVrLq5aPobsX7VqlYt9VqxY4WI5X9XydaTsGxpc2/j4uFsktnTp0iy1+8ReZT59+rSL0dnQ+R955BEX8zo0C+ugzDF5fPDBBy6O/bOrJ554wsXHjh1zMdSh3MPMhg0b3KL09oDmFj2yqLATHLNo0aLsV3leffVVF//jP/7jdDtxfhYxwsGDB10M/bJFqfl8/fXXLl63bp2LfZYvX+5i6htS5YeJvjkSGJW2B+m2eVODlcCstO1kTNpekHM8ZNXsK6+80mp7mK133303k8in0+tS8+bNy7amqFo+xtWrV7OtMHPnzs22pqhavo7gOLbvDtz2iy++6OIibNmyxYWquXXrlosx/pqzZ8+6+OGHH3axD4ZfjpG3UMock8dHH33k4tjbLffff3+2NbVaH+pQ7mHn/fffdzqPg7d48WLnUMTemugmO3bsaLXv6J3Dt3HjRnfe++67zw2aOOX8Fvpli1LzuX79erYVxnfAUuWHib6+/onyTUxMtEZGRpyCMjuBkvLaTsyheOGFF5zjQTh//rzrVDdu3OjYyEKqt1i1fIzUmYCq5euK3AmhO+gNjmZdrk3u5tFvDR8R6gTXAuKMlDkmD/pbHnr2QGZ+6lDuYQfnGbvHzZM4FNu2bXM3Yuh+lTz//PPuvMB50SHuzn/4wx+6NKFftig1H5nBKEqq/DDR9+9IMPWGRz05OelmKLg7YTDGoQg5EzgNt6fWdrQuXrzonBGU+qGHHir0jQa5gy1K1fIx5s+fn20Vo2r5ukL7c0dEvaM3O3fudDpEei/u1GJg1CkP5Xr66aezVMOYPTh5ONDYQnSfx0YM6uh+Vd8ywLYyA4zDPjo66mwvTgXfsPjRj340o6/1yxal5lN0dlhIlR8m+u5ICEwLYfx5NCB3cG+++aaLY+Cd06FQaDrSM888k+2JE3u+FaNq+Rix53wxqpavMzymwKjiiIruyJ0az3CLPEvuJhhdZs6AZ8uhtQGG0Q3Q/ZMnT7bGxsbc79dee83F3YT+w40aMyHMIO/fv3/a9vIbZ5m+Jjd+/bJFqfnE1rHFSJUfJmrjSGieffZZF8vUcCd+9rOfuRhFL0rseeyZM2dcLAtzhKrlY1y4cCHbmsmnn37qYlm8KVQtX2dkFoLZLe6agDumlPUTswWji0OLY4uDy7Nlw6ga0TP0rtM6s1T+/Oc/T+szM8gafsvjjj/96U8uFvpli1LzOXfuXLY1E6nHNWvWuFhIlR8GaulICLIIqxOyPqKI/JNPPuliWQSmYRBg4IH169e7uGr5GExXgiyK8zl+/LiLH3zwQRdXLd8kmN3ironFYcB0bC+gfZkBwaGlfvVK9lTIC+655x4XF6HMMTEkL7jrrruyrc70u9xGWnsVQdauxN5C+od/+AcXMysI/bJFqfngBDGbgpMUeix+4sQJFz/66KMuTpUfKtxLoB76/dCqaDe6e6/Xf///ypUr0x8OYb/AdtvzveNddP1RGy0P8oEQ/U0HjieNwHvHAuXg/WPSOY9QtTzwMSPS2a9pO0ZBea6TdPZrqpaviqr0Td7rJuQh1+vrTwq0r+gtsa/XGjkffSAEx0q55dsoZY7Jg3yQjV2z6CR9S6hDuUP0wl7VAeoSG+HbQOqQPpxXz4LUdYyQLcKOkYY94Fw+okvazlZti6gDdFPrJ6TmI/Xm91ltO3R9p8oPMrrf9dWRkIqnUfgthljSdEOhpLIPZegkD3IOlEgjSiXHISfOSCifXskjp9HKKdcsHYX8fMNbtXxVVKVvocEwhNQ/cRloT9qVPELt6yPlIoRkteEWyhyThzjZlDeEGExtkOtQ7hDD5EhIXVJf9FeCpIX6LHZT5LSsTtPEbJHoN+dAd5Ajphyk+3rUS9ulSc0HnSRd9iMv10pAPzWp8oNMLRwJvDYUUTcCgYaJNQbpeMrSkCKvPWEN+5AJ5YeB0+dG2egcIWMHVcpL5/W9aEDxZSaDwLUjF/N6q5avgrL6Rr3RxhgPH9JET9CzPKT+iWNQH+RH0HVDe0o7E8f0wUeMG3Wvj6E9pNy+3pY5JlZutpEn+NdNHrJPHwO9KncKw+JIUHfiGFBnEtA72lDXrUBf1rKhoJG+4NsiObe2aYQ8+5tqW1LkxWFAt3xSz8u1sV90kcDxIbsCqfKDSi0cCQ3KSOgmYii7nW8V0BlQypAhGAbK6hsGTDoy9Sd6JAOXtL9frzh5IqvliSUNw6ARw0XQBkOXASOr89XBH6z1ICpl10YaQ+VT5phYuUE7DHLtuu5Cg3uvyp3CsDgSGhnwuw3tTxvV3RahM1z/sA3edaJ2joQYsW6CotEhYl5oXRBjzuA2rMxG36g/Bn0ZqAhskxa7y9WDfyyQh0YPyNrIFsmL4DsmwAAreipy9INYuSH1mFi5BfSOsomM1F2ege5FuVMYRkeCuqQOuwltQZ51t0Vyk9hpptGolto5Et1WClG0bhipqsGJwigMM93QNxkw/Tv/bhGb8q07TS13CsPoSOCEMavTTZpiiygj1z6sM7h1Qfe7Wrz+2S6He12vW/ABIPLkuwJ1hw9wzeY1QaN6eD2RD/2076ZbL730UpZaf5pabqMzfITq888/z351h6bYIsrItQ/z/7aoG7X+joRhFEW+JRL7J1Szgf9gybvjfKWyScarqeU2DKNZmCNhDATMPjEL5X95rxvs27fPfeymaV+pbGq5DcNoFuZIGEYHmPJlKrlpNLXchmE0C3MkDMMwDMMojTkShmEYhmGUZg6vbmTb0xw5ciTbMgzDMAzDuJPt27e7OOpIiIBhVI3pmzEbTH8Mo/fofmePNgzDMAzDKI05EoZhGIZhlMYcCcMwDMMwSmOOhGEYhmEYpamVI7Fw4cLW7t27s1+GYRhGHnzR9d57781+GUZ/qJUjwf8FWLJkSfbLMNK5dOlSa86cOa3XX389SzGMweXmzZvmSBh9pzaOxFdffZVtGUZ5vvvuu2zLMAYfPoNuGP2m747Ee++911q7dm1r2bJl7veePXvcdN2HH37ofudx+PBhd/dJYDsF7lw5D49TOJ6Y36SHqFo+Bv8Kmsc93HXItW7evDlaP1XL153Lly+7uIr/AmoYdeCTTz5xtoS+euXKldapU6ecDQ3ZQPo3s3Psl/4dk02BMohtoywh+mWLyuQTqqO8Wc1U+YGHD1L5tJUs26qWXbt28TEsF9asWXN706ZNt9sOxXRaHu0OdHvBggXTsgcOHMj2dGZ8fHz6OM7HeSUv4osXL2aSU1QtH0NfI7FfP0ePHs0kp6havipmq29cB7qky871jIyMuLbIg2O5bo5J0aEQ5DU6Oup0WZeDsk1OTmZS30Ma59TlZpu0kDyUOSYPqTvRAwLlz2v7OpRb0yt7VQdoF11/6K7Wt4mJiUxyCmlXkdX1T7uXRZ+TfH1SbUuqfIwy+fjXon+H6ihVflDR/a5vjgQKT8XTyDS+hoG2U4MwSHC8xBikImC0RNF8peKcpKMcQtXyeSCHvF8X5Es659FGuGr5qpiNvqErUt/EXBNBGw9fv4SxsbHpYwlFdSgEDkuoHJLmG3jq1TdIBPnNPr/uyxyTR6juOhnFOpTbZ1gcCeoopk/oOPrr36TQD3xnGmdX6r7oTY2GfsOxYntpSx9p317botR8qDPSfR3UfUPXdar8IFMLR0IapIzxFicEZUnNRxQqpPwoBvsIMvhULR+D/cjFOpAYZs4HVctXyWz0TRyG0KBH5ybdvz5+ixHk+uVay+giaCMSyoP9fhnE4OUZJP+ayhwTg+Njx4gOE/z273e5QwyLIyF2L2RbUiEfQmr/Fr2h38XK0y9bVCYfsR+hwV8cLq2bqfKDjO53fV8jcfXq1WyrOM8991yrrSytl156KUspzscff+ziJ5980sWaRYsWtdqdwm2fO3fOxVXLx5D9jz76qDvO56mnnnKxnK9q+TrCAt228XDbIV1YuXJl6+DBg3dc39tvv906duxYq+1MtM6fPz99rWV59dVX3RtHbSei9fzzz2ep30M5dBkoN8+1gXLofVJmYP2QUOaYPE6fPu3K3DaM08cKPPNuG0O3/cEHH7gY6lBuo7sLLOfOnZttFeONN95wevPOO+9kKXfSL1uUmo/YD8aSDRs2uDTNY4895uKPPvrIxanyw0TfHImtW7e6+NChQ0mLVNpekDP+GO+QsnQCZYAHHnjAxT6rV6928bVr11xctXwM2b9q1SoX+6xYscLFcr6q5etI2Tc0uLbx8XE3eC1dujRLLQf1wwCJcXn66aez1HwYxAGnMnT+Rx55xMUYbBa1QZlj8hAHIfbPrp544gkXc21CHco9zDB44fgxmOHssaiwDPq4H/7wh9lWZ1go/sorrzgHPDSQCv2yRan5fP311y5et26di32WL1/uYrlZSZUfJvrmSGBUjh496rZ5U4MVwKy0zTMmdIAXXnjBdaYdO3ZkqWl08ubnzZuXbU1RtXyMTjM1/p1E1fJ1hDtaBnB48cUXXVyELVu2uNAN5C4I41LUsT179qyLH374YRf7kA86DvIWSplj8pC7ptjbLffff3+2NTWAQB3KPey8//77Tudx8BYvXuwcitTZHGbkgHqnDxUFOw04E3n0yxal5nP9+vVsK4zfn1Plh4m+PtqgE0xMTDgPlzsSZic2btzoXtsJORRFptU6keotVi0fI3UmoGr5uiJT4+gOesOMVS+vTe6CGCgx6LxmJq+E4Ryj4/4rv3xEqBNcC9y6dcvFZY7Jg36Uh549kJmfOpR72GHgZ0aWR0/iUGzbts3pGrrfCfrGa6+95rZT7CivTvKIisd3oZklTb9sUWo+0neLkio/TPR9jQRTZBjgyclJN0OBl8xgjEOhnYmi02qdkDvYolQtH2P+/PnZVjGqlq8rDNQ8pqDe0ZudO3c6HSpzp1YGGfy4W8OgM0PBND6BwRpD/6Mf/cim7Y2uwUCOA33jxg2n+6Jr6H7eY2JmdOWmbXR0tLAd5bh/+Zd/cf2qyOO7ftmi1HyKzg4LqfLDRN8dCYFpIYw/jwZQdnjzzTddDEWn1ToRe74Vo2r5GLHnfDGqlq8zPKbAqOKIiu7InRozBGWfJRfhr3/9q4vXrFnjjDrlOHnypAs4x6QDC4QNo9ug++ja2NiY+y2zDSF4/CezGfv3789SO8OjEJz0l19+udD0fb9sUWo+sXVsMVLlh4naOBKaZ5991sWy0IvZCKbVuOtkHQWDg4QjR444GWJ+F124GXsee+bMGRfLwhyhavkYFy5cyLZm8umnn7pYFm8KVcvXGZmFYADnjgvQm5T1E6nINC8rwv11Fxjdf//3f3fbGHDDqApZM8ZsQ2j2C7vJ4z9mL/y3dDqhH4Vo2yvOMbNw/Kb/afpli1LzkXVOPlKPcjMgpMoPA7V0JARZhCXQSRgYdJA1CcT8jimRIK9lyiIwDXeu5AHr1693cdXyMejwEHuV6Pjx4y5+8MEHXVy1fJNgAOeOi+e5gAGtCvknczG909PHKY83ZBblnnvucXERyhwTQ/KCu+66K9vqTL/LbdzZXuJEMMC9++67WWo62C4dxDkWuyy2pF+2KDUf+iY3p5TfX8cEJ06ccDGvk0Kq/FCRfU9iBr34wEu70d3He/wPh7QdgukPh4Q+7uODTExWPhDCl9gE8ieNoD9MQjlGso8U6Q+KVC0PfHmOdPZr2o5UUF6umf2aquWroip9kw/mEPLI06FOyFf+0NkQWh9E1+V89IEQyMkxfLQJyhyTB/kgG7tm0cm24cxS6lHuEL2wV3WAusRGoFMa6pA+HKpnSUc/ketEzBaFiH2QCqq2RdQBuqn1E1LzidWPth26vlPlBxnd7/rqSEjF0yj8JtZpRRRfFITYR87h75Nj5DzIoZCx8/ZKHjmNVk46APulo5Cfb3irlq+KqvQtNBiGkPonToU6kjoMGRCcSfZRr4KUixDS8W4dk4c42ehjCDGY2iDXodwhhsmRkLqkvuivBEnz+6zULUHsUChoYrYohNiPkGwvbZcmNR90knTZjzx1JXlQh5pU+UGmFo4ERhdjphuBQMOkNIbcEYYGAfKKNS4GTp8bZSOPkLGDKuWl8/peNKD4MpNBQHmRi3m9VctXQVl9o95oY4yHD2nS4dGzPKT+iWNQH+RH8OtGDBX1qNtXl8HXwdgxtEc3j4mVm23kCf51k4fsK3qt3S53CsPiSFB32DuxaxKwM7ShrlvQ7ZgXNNIXQrbIh/ZDlvKEYD9tLuehrbtli8RhQLd8Us9LvbFfdJHA8SG7Aqnyg0otHAkNihhTxrKIoex2vlVAZ0ApfUMwLJTVN3EiCdSf6JEMXNL+fr3i5ImslieWNAyDRgwXwTcYekCUcmgnEqPj06tj8sqtBxq5dl13ocG9V+VOYVgcCY0M+N2G9qeN6m6L0Bmuf9gG7zpRO0dCjFg3QdHoEDEvtC6IMWdwG1Zmo2/UH4O+DFQEtkkLDYSgHZBYIA+NHpBDRpbBUnRO5NDpWBmgF8d0Kjd6R12JjNRdnoHu1bUWZRgdCeqSOuwmtAV51t0WyU1ip5lGo1pq50h0WylE0bphpKoGJwqjMMx0Q99kwMx7PDEbUqZ860RTy53CMDoSOGHM6nSTptgiysi1D+sMbl3Q/a4Wr3+2y5H0gZRO8G4/efrvNdcRPsCV+l630Vt4PZF36dt306X+42y/aGq5jc7wEarPP/88+9UdmmKLKCPXPsz/26Ju1Po7EoZRFPmHOrF/QjUb5F9ul/2Ps/2iqeU2DKNZmCNhDATMPjELNZv/wxJj37597mM3Zf/jbL9oarkNw2gW5kgYRgeY8mUquWk0tdyGYTQLcyQMwzAMwyiNORKGYRiGYZRmDq9uZNvTyH/UNAzDMAzDCLF9+3YXRx0JETCMqjF9M2aD6Y9h9B7d7+zRhmEYhmEYpTFHwjAMwzCM0pgjYRiGYRhGacyRMAzDMAyjNLVyJBYuXNjavXt39sswDMPIgy+63nvvvdkvw+gPtXIk+L8AS5YsyX4ZRjqXLl1qzZkzp/X6669nKYYxuNy8edMcCaPv1MaR+Oqrr7ItwyjPd999l20ZxuDDZ9ANo9/03ZF47733WmvXrm0tW7bM/d6zZ4+brvvwww/dbw3p3G3GQgrcuZIfj1M4lpjfpIeoWj4G/wqaxz3cdch1bt68OVg/ULV83bl8+bKLq/gvoIZRBz755BNnS+irV65caZ06dcrZ0MOHD2cS30P/ZnaO/dK/2S4zY9cUW1Qmn9Q66ladDgx8kMqnrZDZVrXs2rWLj2G5sGbNmtubNm263XYoptN82E86cSgUZXx8fPocnI9jFyxY4H4TX7x4MZOcomr5GG0jMeM48tH1c/To0Uxyiqrlq2K2+sZ1oEu67FzPyMiIa4sQXBv79fXze2JiIpNIQ8og+RHQ6bw6nJycvH3gwIEZ5WabNPaFKHNMHk0tt6ZX9qoO0C66/uiztJek+for7Sqyuv5p96JUbVtS5WOUyUfXH/L6d6iOUuUHFd3v+uZIoPBUPI1M42sYaEMNQqNxzGzAaImi+UrFOUnnPELV8nnI9fp1Qb6kcx5thKuWr4rZ6Bu6IvVNzDURtPHw9cs3BFIPEmLOR4xQGToZF+o1rxzs8+u+zDF5NLXcPsPiSFBH0l6+w4CO45T5Nyn0A1+fx8bGpuve7xsxpL3qbotS86HOSPd1UPcNXdep8oNMLRwJaRDiooiSzAZRKPLyQTHYR5AOVrV8DPYjF+tAYpg5H1QtXyWz0TdxGEKDHp2bdP/6OAZjqtOpD8mLOikKeYgBiRmvUD2KLucZJD+/MsfEaGq5QwyLIyE3XyHbkgr5EIoMek2xRWXykT4fqofR0VG3T+tmqvwgo/td39dIXL16NdvqDR9//LGLn3zySRdrFi1a1Gp3Urd97tw5F1ctH0P2P/roo+44n6eeesrFcr6q5esIC3TbxsNtv/TSSy7WrFy5snXw4ME7ro8Fajt27JiRvnTp0tbLL7/stnl7iOfQRTh9+rSTbxsYdy4Nz7HbRsVtf/DBBy4Gys1zbTh27NiMckiZgfVDQplj8mhquY3uLrD8wQ9+kG3FaYotSs1H7Efb8Wht2LDBpWkee+wxF3/00UcuTpUfJvrmSGzdutXFhw4dSl6kgrwEFtCwuKYoKAM88MADLvZZvXq1i69du+biquVjyP5Vq1a52GfFihUulvNVLV9Huv2Gxt13351tFUcG2tg/jXriiSdczCAqMIgDTiUOjM8jjzziYu3QlDkmj6aWe5hh8MLxYzDD2Uuxe5q9e/e6mDbBmetEU2xRaj5ff/21i9etW+din+XLl7tYblZS5YeJvjkSGJWjR4+6bd7U4K0GVtoWMSbIS3j88cdb9913X3DFcohO3vy8efOyrSmqlo/RaaZm7ty52dYUVcvXEYwgdwfw4osvung2/P3vf8+2Wq277ror28pH7j5ib4ncf//92dbUmzxw9uxZFz/88MMu9uFuigED5C2UMsfk0dRyDzvvv/++03kcvMWLFzuHotNsDrZRbrx4u+CVV15xM07vvvtuJpFPU2xRaj7Xr1/PtsL4sxqp8sNEXx9t0AkmJiZaIyMj7o6E2YmNGze613ZCDgXToJOTkyyScAHP78CBA+7YnTt3FnpNKNVbrFo+RupMQNXydUWmxtEd9AajWfba/vKXv7h4zZo1wbvnEOheHjofmUHhI0Kd4Frg1q1bLi5zTB5NLfewg/N8/vx55wiIQ7Ft2zZ3Ixa7mXrhhRemb7w4luNu3LjRcWAUmmKLUvORGYyipMoPE31fI8F0HR41DgIzFDJ1h0PhOxMYN+318fv5559vjY2Nud+//e1vXZyH3MEWpWr5GPPnz8+2ilG1fF3BGR0fH3f1jt7gUKJDRe7UNNx144zAv/3bv7nYMOoIdg8HGmcA3ecRhdxMMevgg5zcfF28eNH1DRyQhx56qNB3bZpii1LzKTo7LKTKDxN9dyQEHAQUnEcDzFDAm2++6eJOyHoEvO1OxJ5vxahaPkbsOV+MquXrzJYtW5yxxBEV3ZE7NT5E0+lZMvufeeYZt83x5GcYTQBdPXny5PTN1GuvvebiGLLAlRkNnA/R+zyaYotS84mtY4uRKj9M1MaR0Dz77LMu1gu9uk3seeyZM2dcLAtzhKrlY1y4cCHbmsmnn37qYlm8KVQtX2dkFoLZrdHRUZfGGwOd1k+wHyeURxpvvfVWlmoYzYG3kADnoMg6s5/97GcuLnLzJTTFFqXmI297+Eg9Yhc0qfLDQC0dCUEWYXVCnvUVaUB5LVMWgWm4M5VX1davX+/iquVjMF0JsVeJjh8/7uIHH3zQxVXLNwlmt/bv3+/Wz4A8sgjBAl/282iEO7tuL5jSsyFFF3CCHHfPPfe4uAhljonR1HIbxdpLbGYRG9sUW5SaD4/V6fc4X6FHPCdOnHAxr5NCqvxQcTuA/tBEVbQb3X2Myv9wyJUrV6Y/HKI/VsU2H/zw5fkwSLtxnbz/wRL5QAgfHxLInzRfnnz5RDLpu9QHRaqWB748Rzr7Ne1OHpSnLkhnv6Zq+aqoSt/QDa6DEILrZh/6w8eRyoAek4fWVY20LecQpH45NgS6wn6ClKvMMXk0tdwhemGv6gB1iY3AxmioQ9FlXc/Ik+7LU89iM/32b4ot4pq4Bq2fkJoPcqQz5lCPgrYduv5S5QcZ3e/66khIxdMo/BYHQtJ0Q4kiEJAliNIQfMUBOQfHanRecm7pWP55oVfyyGm0cnKt7JdrJj/f8FYtXxVV6VtoMBTEIMz2OsVZpV1DyHm0fkq5CL4uAA4o+2gLocwxeTS13CGGyZGQuqS+6K8ESfN1WX8KW+Rpb0lrsi3S8prUfLh+0mU/8rqO9M0gpMoPMrVwJPDaMGa6EQg0TKgxaEA6BvtFlobEc0Z5QohsKD8MnD43ykYnChk7qFJeOq822gKKLzMZBK4ZuZjXW7V8FZTVN+qNNg61P2lcC9eEnmm4PrlW37DEoD6QJ+i6YVvqjvJoZJAk+PUpxo261zpBeaTcvt6WOaap5U5hWBwJ6s63gQTsTMy2UK/Uu9QzgeP1LK2mKbZIHAZ0yyf1vNQb+3UdcXxsXEmVH1Rq4UhoUGxCN0FpaOBu51sFdAaUMmQIhoGy+qbvuKg/0SMZuKT9db1iZGQfcnKMHzAMGjFcBN9g6IFX8tRlCA2SlEMMkZRdO54YKp8yxzS13CkMiyOhkQG/29D+tFHdbRE6w/UP2+BdJ2rnSIgR6yYoGh0i5oXWBTHmzGAMK7PRN+qPQV8GKgLbpMUGQpHLC+Sh0QNyyMjSfpxTH9/pLoWyiJ7KcfSDULmF1GOaWu4UhtGRoC6pw25CW5Bn3W2R3CT6M41Gb6mdI9FtpRBF64aRqhqcKIzCMNMNfZMB05+m7xZ5U751pqnlTmEYHQmcMGZ1uklTbBFl5NqHdQa3Luh+V4vXP9vlcK/rdQu+/EaefFeg7vABLvnMs1FPeD2RD/2076aD/2W0rjS13EZneFX5888/z351h6bYIsrItQ/z/7aoG7X+joRhFEXei4/9E6rZIP9y+9VXX22U8WpquQ3DaBbmSBgDAbNPzELx0Zhus2/fPvexG/l6YFNoarkNw2gW5kgYRgeY8mUquWk0tdyGYTQLcyQMwzAMwyjNHFZcZtvTHDlyJNsyDMMwDMO4k+3bt7s46kiIgGFUjembMRtMfwyj9+h+Z482DMMwDMMojTkShmEYhmGUxhwJwzAMwzBKY46EYRiGYRilqZUjsXDhwtbu3buzX4ZhGEYefIjt3nvvzX4ZRn+olSPB53yXLFmS/TKMdC5dutSaM2dO6/XXX89SDGNwuXnzpjkSRt+pjSPx1VdfZVuGUZ7vvvsu2zKMwYevlxpGv+m7I/Hee++11q5d21q2bJn7vWfPHjdd9+GHH7rfIbjr5BEIj0K4+ySQB3kVhTw4j+RBzG/SQ1QtH4P/4Mi1ctch17p58+Zo/VQtX3cuX77s4ir+eZdh1IFPPvnE2RL66pUrV1qnTp1y9u/w4cOZxPfQv5mdY7/0b7bLztiR3969e2fYC7ZJ8+mXLSqTT2oddbNOBwI+SOXTq//vz/+VpwgE/r88/2Of/4kvaSGOHj06vZ/jDxw44IIcX4Tx8fHpPDgfxy1YsMD9Jr548WImOUXV8jHaRmLGcX79UBeaquWrYrb6xnWgC7rsXM/IyIhrixBcG/v19fN7YmIikygPeeh8Y0xOTjrd1eVmmzT2hShzTB5Sd1JeAn0pr+3rUG5Nr+xVHaBddP3RZ2kvSfP1V9pVZHX90+4pYLckP/Ki7Qj0G9I0/bJFZfLR9Ye8/h2qo1T5QUX3u745Eig8FU8j0/gaFDbUIKRzDApSdDD2wWiJovlKxTlJRzmEquXzQA55vy7Il3TOo41w1fJVMRt908aNmGsiaOPh65dvCKQeJMScj6LocxNCUK955WCfX/dljskjVHc6f18voA7l9hkWR4I6kvbyHQZ0nEHdt4vooq/PY2Nj03Xv940YnFv02rdrIaR9e22LUvOhzkj3dVD3DV3XqfKDTC0cCWkQ4qKIkhRR5BiiUOTlg2KwjyAdrGr5GOxHLtaBxDBLXVQtXyWz0TcxbqFBj85Nun99HIMx1enUh+RFnZRF6zUxIYTocp5B8q+pzDExOD52jOgwwW//fpc7xLA4EnLzFbItqZAPoeigJ/pcpJ36ZYvK5CN9PlQPo6Ojbp++5lT5QaZWjkTRSkcxkKchZwPnIx8GkhBi9ETZqpaPwX7kmDYM4ddf1fJVUlbfxHAQQoYjFakTQpm7CgZGjhUdlbx8dLnZ9pFyYBCFMsfkIfKx/iR6rPWjDuUOMWyOxGxtIEiboLNFkEE41IY+0qa9tkWp+YhuxnTPr+9U+UFH97u+LbbcunWriw8dOlRokcoXX3zh4rZCu7gs8nbIAw884GKf1atXu/jatWsurlo+huxftWqVi31WrFjhYjlf1fJ1pNtvaNx9993ZVjlYKAzvvPOOi2OcPn3axW2nsrV06VK3rXnkkUdczOvQLKyDMsfk8cEHH7g49s+unnjiCRcfO3bMxVCHcg8zGzZscIvS2wOaW2zJosIyyMJI2mTlypVuuxPnz59vtQfQYBv69MsWpebz9ddfu3jdunUu9lm+fLmLqW9IlR8m+uZIoJBtD9JtY4B5q4GVtjFj8umnn7qYjtT2hGasmGV1Ls5IkY7V6XWpefPmZVtTVC0f4+rVq9lWmLlz52ZbU1QtX0cwghg3ePHFF108G/7+979nW63WXXfdlW0VA51k9Xz7bscZ/DzOnj3r4ocfftjFPosWLZp+i0neQilzTB4fffSRi2Nvt9x///3Z1tQbSFCHcg8777//vtN5HLzFixc7h6LT22roJvZR3jR45ZVXnJ6+++67mUQ+YpMZQDmXvDFCELutB/l+2aLUfK5fv55thUE3Nanyw0RfX/9EIScmJlojIyPujoTZiY0bNzrHIOZQ0AleeOEF1yEOHDjQGh0ddek4Iz//+c/ddh6p3mLV8jFSZwKqlq8rBw8edDG6g95gNMte21/+8hcXM+tV5M5LwIFFJzHwL730UpYah48IdYJrgVu3brm4zDF50N/y0NcvMz91KPewg/PM7ACOgDgU27ZtcwM6uh8C3cQ+EmRm4caNGx0HRh8cZc4F2F4CTiB9jz4jN3L9skWp+cgMRlFS5YeJvn9Hgrs3vNzJyUk3Q4FiMhjjUIScCToQnYAB5Pnnn2/t37+/9dlnn7nOgaJ3+k4DcilULR9j/vz52VYxqpavKzij4+Pjrt7Rm507dzodKnKnpkFvMIjwb//2by4uyq9+9Ss3MP/xj38c6rsSozfg5GH/sIPoPo8o0D90P/SYGLnbU+vhWhcvXnR9AwfkoYceSvquDc4Cdpp+he0lfP7559Pn//Of/+zk+mWLUvMpOjsspMoPE313JAQMMArOowFmKODNN990sSb0CW05FnAm8og934pRtXyM2HO+GFXL15ktW7Y4Y4kjKrojd2p8iKbTIy/2P/PMM26b48mvKHzkhnNhTFOOM4xugM6dPHmyNTY25n6/9tprLo7BjAZOCDdkDP6i90XAzoYc5V/+8pcu/t//+3+7uF+2KDWf2Dq2GKnyw0RtHAnNs88+62IMtCALZc6cOeNin9SZgNjzWMlfzidULR/jwoUL2dZMZM2ILN4UqpavMzILwV2TPPLCsey0foL9TPlyx/XWW29lqZ3BAfmXf/kXp3vyiMUw+sGOHTtcjHNQZNHqz372Mxej952QRYSxm7TYGoZ+2aLUfM6dO5dtzUTq0V/gnyo/DNTSkRBkERbI4q9YI8risU4D9JNPPuliWQSmYWCQzrJ+/XoXVy0fgztckOvyOX78uIsffPBBF1ct3yS4a+KRF89wQR5ZhGChGPtxBrizC91xxeCRmqyJIR9mP3QQ5HcRAy+gK3DPPfe4uAhljokheUHKwtN+l9so1l6yPkLb2Bj0CZELPQr5z//8TxfLAN0vW5SaD4/V6fc4X6HrOnHihIsfffRRF6fKDxXuJVCPwz14L7vd6O69Xv/9/7Zhnn5nmf0aSd/lvU+MHOntRs5SppAPhOhvOpA/aQTeOxYoB+8f+/lXLQ98eY509mvanTcoL9fLfk3V8lVRlb7Je92EEFw3+9Cbou/Ta2hfyb9IEH2Q+qUPhEBX5BgpV5lj8iAfZMk3hOik7lN1KHeIXtirOkBdYiOwMRrqUHRZ1zPypPvy1DPtirzf/jFbJLYUG8z5BN3HdPtVbYu4Jq7Bt/mp+Ui95V2Xrr9U+UFG97u+OhJS8TQKv8VRkDTdUKAbC4XgGFEcFIr9GjmH31lEqQhybulYofP2Sh45Tafr9Q1v1fJVUZW+hQZDQQxCldcpdesj5SL4ugDioNAWQplj8tADQwipH22Q61DuEMPkSEhdUl/0V4Kk+brMDZQvT3tLWootQo782Ufs5+V/gK+XtkuTmk+n6xLnX0iVH2Rq4UjgtWHMdCMQaJi8xkBR5M6eQGNi7EJeIHkhE8oPA6fPjbLRiULGDqqUl86rjbaA4he9XqhavgrK6hv1RhujEz6kcS1cE3qm4frkWn3DEoP6QJ5QtG6kTkOIcaPutU5QHim3r7dljomVm23kCdSjhjxkn3+tvSp3CsPiSFB3DNhi1yRgZ2K2hXql3qWeCRzvD/xCni1CF0jXeZF3qP8B7ct+keW4btkicRjQLZ/U81JvKdeVKj+o1MKR0KDYhG6C0tDA3c63CugMKGXIEAwDZfVN33FRf6JHMnBJ++t6xcjIPuTkGD9gGDRiuAhFDYbIh9CDqJRdO54YKp8yx+SVWzsMUhe67kKDe6/KncKwOBIaGfC7TVNsETrD9Q/b4F0naudIiBHrJigaHSLmhdYFMebMYAwrs9G30B0X26TFBkKRywvkodEDclEjK2WKQVlETyVv+kGo3ELqMZ3Kjd5RVyIjdZdnoHtR7hSG0ZGgLqnDbkJbkGfdbZHcJPozjUZvqZ0j0W2lEEXrhpGqGpwojMIw0w19kwHTn6bvFnlTvnWmqeVOYRgdCZwwZnW6SVNsEWXk2od1Brcu6H5Xi9c/2+Vwr+t1C778Rp7ykao6wwe47BsE9YbXE/nQT/tuutAnsOtCU8ttdIZXlfmqZDdpii2ijFx7yqvaRrXU+jsShlEUeS8+9k+oZgP/wZJ3x1999dVGGa+mltswjGZhjoQxEDD7xCxUp/+8WYZ9+/a5j93I1wObQlPLbRhGszBHwjA6wJQvU8lNo6nlNgyjWZgjYRiGYRhGacyRMAzDMAyjNHN4dSPbnmbOnDnZlmEYhmEYxp2I+xB1JALJhlEJpm/GbDD9MYzeo/udPdowDMMwDKM05kgYhmEYhlEacyQMwzAMwyiNORKGYRiGYZSmVo7EwoULW7t3785+GYZhGHnwRdd77703+2UY/aFWjgT/F2DJkiXZL8NI59KlS2418euvv56lGMbgcvPmTXMkjL5TG0fiq6++yrYMozzfffddtmUYgw+fQTeMftN3R+K9995rrV27trVs2TL3e8+ePW667sMPP3S/Be4wudPsFD755JPsiDjkHzpWQgjudDmOxy/IEPOb9BCp8jH4V9A87uGuQ8q3efPmO+pHqFq+7ly+fNnFVfwXUMOoA9g4sWFXrlxpnTp1ytnQw4cPZxJxkJF+XkRe0MeFQsju9ssWlcmH8YU6FHm282Y1U+UHntsBIsldZ9euXe5chDVr1tzetGnT7bZDMZ2mOXr0qNsfC3LMxMREdkQckffzkOAzPj4+nT/lQ2bBggXuN/HFixczySlS5WO0jcSM48hH1w91oqlavio412zgOtAlXXauZ2RkxLVFCNEnkScgX0R/QkgZpD4J6HReHU5OTt4+cODAjHKzTRr7QpQ5Jo+mlltDXsMC7aLrDx2mvSQtT391fydQ90VBlmPETvvBt2mptiVVPkaZfHT9Ia9/0zd8UuUHFa5XCPZALVAVKDznoZFpfA1KmdIgyEteRaDxi14jRk4U01dCykg6+Qmp8nlIOf26IF/SOY82wlXLVwXnKgttL/VNzDURtPHw9cs3BFIPEmLOR4xQGToZF+o1rxzs8+u+zDF5NLXcPuQxDFBH0l6+w4COM9jTpjFwlDlW4jKORFFHW9q317YoNR/tIOl03Tf0NafKDzJcqxDsgVqgKqRBUpQ5BkpDXmNjY1lKPqJsRRAF5BgfFIl9BBmsUuVjsB+5WAcSw8z5oGr5KuE8ZRGHITTo0blJ96+Pa+a6dDrbcs1FHVLgODEgMeNF8OtRdDDPIPn5lTkmRlPLHYLjhwG5+QrZlk7IsdRzGdsrxxQZJPtli8rkI/YjdF2jo6Nun9bNVPlBhmsVgj1QC1SFKOZsK72T8oQQw1YEyodszEmRvEQ5U+VjsB857h5C+PVXtXyVcJ4ySNsTirZ9HlInKeWRY2LOh+iDrmddbrZ9JE90WihzTB5NLXcIjh8GxBlIcXQFBlGxkdK3iYsixxRxJKRNe22LUvMR3Yzpnl/fqfKDDtcq9G2x5datW1186NChWS1Sefvtt13cVo7WokWL3HZROK8EFuKwSMdH3iZ54IEHXOyzevVqF1+7ds3FqfIxZP+qVatc7LNixQoXy/mqlq8j3X5D4+677862ivPBBx+4ePv27S72eeKJJ1x87NgxF8Pp06dd3HYqW0uXLnXbmkceecTFvA4ti9jKHJNHU8s9zGzYsMEtSm8PaG6xZchehWCh5Pnz51uvvvpqso30+dOf/jRtM1koH7IP/bJFqfl8/fXXLl63bp2LfZYvX+5i6htS5YeJvjkSGJW2B+m2eVODtxpYaZtiTOhIOCLw9NNPuzgFzivh8ccfb9133313rGTu9HrVvHnzsq0pUuVjXL16NdsKM3fu3Gxriqrl68jKlStb7bsDt/3iiy+6eDZ8+umnLsZYF+Wjjz5ycewtkfvvvz/bmnqTB86ePevihx9+2MU+GHspg7yFUuaYPJpa7mHn/fffdzqPg7d48WLnUDCgx8BGvvDCC66Od+zYkaWWB3srNnPbtm0u3717985wavpli1LzuX79erYVxne6UuWHib6+/kknmJiYaI2MjLg7EpR048aN7rWdIg4FsxEcx/Ghu50YBw8ebE1OTjIv4wIe5IEDB1xeO3funPGaUKp32S1vNHUmoGr5ukJbArqD3uAIlrk2jsM4wn/8x3+4uAjoTB5aL2UGhY8IdYJrgVu3brm4zDF5NLXcww7OM7MLzMCKQ8GAzo2YfxMEb7zxhmvrd955J0spBzdq2DaxmdhPbgQpwyuvvOLOI/TLFqXmIzMYRUmVHyb6/h0JpuvwqEUx8XBRWByKTs7EkSNHXPzss8+6uCgYSe098vv5559vjY2Nud+//e1vXQxyx1uUVPkY8+fPz7aKUbV8XcEZHR8fd/WO3uAIokOd7tSYmuXdcgJGmOPWrFnj8tqyZUsmZRj1A3uFA33jxg2nrzw2kpsg9FpgJolBnhst7OxswF5q55Lf9DGZceI8MivRL1uUmk/R2WEhVX6Y6LsjIYhi8mgAxYc333zTxSEYJBg4MP6z7SSCrGvA4xdiz8NipMrHiD3ni1G1fJ1h4Meo4oiK7sidGo5C6FnyhQsX3Id8CHJ3Trv/4Q9/SP5omGH0C3T/5MmT0zdBr732motBZtgY5KuCGRLhiy++cHG/bFFqPrF1bDFS5YeJ2jgSGplh0Au9fPbt2+fi//7f/7uLqyb2/PbMmTMuloU8Qqp8DAa8EPI8XxZvClXL1xmZhWB2a3R01KXhKITWTyCnp2m5s8MpReceeughcyaMRiHrH3CKmclFf9F9ZupYeyazbwSZySXmt57F6Cb9skWp+Zw7dy7bmonMiGMXNKnyw0AtHQlBFmH50GDMRsgUdreQxTRaEZ588kkXyxSehjtdOiusX7/exanyMZiuBFkU53P8+HEXP/jggy6uWr5JMLu1f/9+t+4FZEFuDOTlzg6dwhizwr0b6NmQu+66K9vqjBx3zz33uLgIZY6J0dRyGzPbC13G5uiA7QRifscG3iLodQny1kK/bFFqPsxk42hRR6EbhxMnTrj40UcfdXGq/FDRviO7g0hyV2k3unuvt303mKVM0Vbu6Q+HsD8Ex+btF+QDIfqbDhxDun9e3gFuK4mT531kgfKQ5qdz/MjI1Bfi9PvNqfLAlxRJZ7+mPagF5bkG0tmvqVq+KjhXFch73Sn5i86gY0XopIvStuiWIPUbOwe6wn4CH22CMsfk0dRyh+DYYYC6xEZgYzTUIX04r5410iahtg/ZIvoR+frn1bbatyFV2yLOjW5q/YTUfKTeuA7qUdC2Q193qvwgw7UKwR6oBapCDBmBRuG3KKWk6YYSMDbsR4FC+zVyDt1hRKEI7CeI8hF8BQR9jJSV88tvvxxl5ZHTaOWkjLqs5Ocb3qrlq4LzVUFoMOwEdcAxflvEEMeDdg0hhkfrlZSLENJhHFD20RZCmWPyaGq5Q3D8MKDtCvWFjoq+Eor2WcmH2Cdki7SdEHtGrNP8tu2l7dKk5kO5SZf9/rXpm0FIlR9kuF4h2AO1QFXgtWHMdCMQaJi8xhADSNwJ8kJW54ciMEMh+wgoBB44ShgDg6jLinLS6ULGEVLkpfOGnBgUX2YyCJQVuZjXW7V8FXDeMlBvtGOo3UjjWshb64q0fegY9kk9+DpIfZAfQdcN23IM5dGQh+zz61OMG3WvdYL2kHL7ZShzTFPLnQLHDwPUnW+7CNiZmG0JIXrutzuQxj7fFtE+tJ+0F4Fy5LVbqm1JkReHAd3yST0v9cZ+fW0cHxsPUuUHFa5b6JsjoUEhCd1EDGW3860COgNKWdQQDBpl9U0P/NSf6JEMXNL+ul71IKmP0UYBI+EjhovgGwydJ+f2yxAytnoQlXJoxzNUhjLHNLXcKZDHsCEDfreh/WmjutsidIbrH7bBu05o/QtqYq87phixboKi0SFiXmhdEGPODMawMht9o/64G5CBisA2aaGBEDA+6IceNOWYmGHSA3LIyNJ+HF80P2CAFT2V4+gHsXJD6jFNLXcK5DVsUJfdvm7agjzrbovkJrHIrLRRHVr/gprY647ZbaUQReuGkaoaBjOMwjDTDX2TATM0XdsNYlO+daep5U6hG/rTNHDCmNXpJk2xRZSRax/WGdy6oPvdHP60E2YwZ84cJLJfhlEt3dA3Xgnma6jtgdN9pbSb8Hoi/4cF/uu//su9LtoEmlruVMxeGUbv0f2u1t+RMIyiyDdAYv+EajbwHyzl2xJNGoybWm7DMJqFzUgYfafu+sY/lSLwwaom0dRyp2L2yjB6j+535kgYfcf0zZgNpj+G0Xt0v7NHG4ZhGIZhlMYcCcMwDMMwShN9tGEYhmEYhhFD3IegI8G/l92+fXv2yzCqxfTNmA2mP4bRe3S/s0cbhmEYhmGUxhwJwzAMwzBKY46EYRiGYRilMUfCMAzDMIzS1MqRWLhwYWv37t3ZL8PoLuiWvZFkDBI//elP3ddLDaOf1MqR4P8CLFmyJPtlGN3lo48+ao2MjGS/DKP53Lx50xwJo+/UxpH46quvsi3D6D7o15UrV1oPPfRQlmIYzefLL7/Mtgyjf/TdkXjvvfdaa9eubS1btsz93rNnj5uu+/DDD91vH9I3b97spqglIM+/kU7h0qVL7jgep5AHMb9JD1G1fAz+FTRT8tx1yPVy/bH6qVq+SeA8cG3UvejXzp073TXu3bvX/dagQ35doJupdYFO67YndGp76QciTxlef/31bO+dpMrHSM2HOuJaRJ5rpM7QoxCp8kZndJ3iHJ86dcq14eHDhzOJOMhIWxSR1/g2jcB50aEQ/bJFZfJB53U/YDuvH6TKDzx8kMqnrWDZVrXs2rWLj2G5sGbNmtubNm263Tb402k+o6OjLn3BggVu+8CBA7dHRkam5cfHxzPJfJCTYzgf5yVPyfvixYuZ5BRVy8doG4kZx/n1c/To0Uxyiqrlq6IKfaMN5NrQEXSFgN6ga8Qa3Waii3I8gboqwtjY2PQx5EGQ3+QXykf3A+Q5v/z2ywmp8jFS80EfZL/Ukf7tkypfll7Zqzqg61Rsi263iYmJTPJOdH8n0B+KovsHesOxxJKfry/9skVl8tH159cn1+iTKj+o6H7XN0cChafiaWTfuDLQ+g0yOTnp5FEOtjVivGnUTnCsKJqvVJzTz6dq+TyQQ96vC/Il3a+LquWrotv6ltcGMagLjKPWRZ1PUaOLHOfU9YY+x/LBAJOOMdLHSP8g6PRU+Rip+chAwnVoRxgZuTZkhFT52TAsjoSuO99hQG/RrbybFLnpkrioToMMlv55OR/pBE2/bFFqPtQB6X4/0H1WX3Oq/CBTC0dCGqSoMouBQ1F8aFD20ZCdEIXKy4cgA0rV8jHYj1ysA0nH5nxQtXyVdFvfZBALtUEq5EFeKUY3RCifom0ghilVPkaZfOSuLpS3OCX62lLlZ8OwOBLUJfVWRq/lWAZY6j21/pEnhBB9ESemX7aoTD5F9FQ7Janyg4zud31fI3H16tVsK58f/OAHLj537twdz1c/++wzFz/66KMuzuPjjz928ZNPPulizaJFi1rtTuq2OQ9ULR9D9nNNHOfz1FNPuVjOV7V8k/jb3/6Wbc0O9Ezq6cc//rGLyyKL4u655x4Xw+9+9zsX/+Y3vwm2gZ+WKh8jNR+egbeNtNPdDRs2ZKnfM2/evGxrilR5I40yCyyfe+65VnuAbb300ktZShocC/5aNPrI+fPn3f6VK1e6tH7ZotR8ZAE2ZQ/p6WOPPeZi3vaCVPlhom+OxNatW1186NChQotUUFJe3eMVURbOyFseLAD6xS9+4Rr3hRdecGl5yHEPPPCAi31Wr17t4mvXrrm4avkYsn/VqlUu9lmxYoWL5XxVyzcJKTuL0MouGsVA/vznP3f61r7DCBqOomB8xQA98sgjWerUgAvSFzqRKh8jNZ8PPvjAxb/85S9d3IlUeaMY6GD7jtjpEose/RuqGO07RzfYv/rqq8EBtggcC//4j/847UxwfmwxHDx40MXQL1uUms/XX3/t4nXr1rnYZ/ny5S6mviFVfpjomyOxdOnS1tGjR902b2oszFZz+x6v5q233nLOBJ1izZo1rjP96Ec/cp3r7Nmz0x5xHp28ef9uqWr5GJ1maubOnZttTVG1fJPYsmWLG/zh8ccfn15Znmd4cUhxaAno4X333efucA4cODDDSJaBu0HQMwDoOU4KekxfCCF3WHfddVeyfIwy+Rw7dszF2gnSXLhwwcUy25IqbxTn/fffdw4pdbx48WJnA8UxDIHOc4OFjdyxY0eWmg7H0hfQnY0bN7rz0kcYNMfHx91voV+2KDWf69evZ1thfKcrVX6Y6OujDZRvYmJieqaB2QmUlNd2Qg4FDYUzgRFEXgwWA8Xdd9/ttjuR6i1WLR8jdSagavmmweCPo4oBxfHctm2bM3wxo8vsBQ4tAT1Ev7jzkLuYsuCUcH6m+Z9//vkstdW6fPmyi5mGDcEAQBkYNBjwU+VjpOYjr6zS52KGUnSeO7JUeSMNbpbQJxxlcSjQbW7EmHnweeONN1x7vvPOO1lKedBfcdA5r/SRH/7why5N6JctSs1HZjCKkio/TPR9jQTTdRj3ycnJacOPocGh8J0JpqnFCx4bG3NOCAYaw0+6GLE86HwpVC0fY/78+dlWMaqWbyI4qswQaWcVoxt63IGRvD21+NjpIvqFc8GMRtnHIzgR6CaD6rvvvpulTiG6Grsr99f9pMrHSM3niy++cDH9MgSOBwMbes8glypvpIODh6N848YNNxuADUS3+UaKfkxMW7/yyitO92fzaA7Iixs29Hl0dLR18eJF51TQR5gV1g56v2xRaj6pa3VsbU+cvjsSAncvYvhRfHjzzTddDDgVGHU8bwwRU210jpMnTzqjT0fiq4UYqjxiz7diVC0fI/acL0bV8k1GnFXRqz/84Q8ujoEuol8YTOgkH0I7Eeiof3cud0+xtTR/+ctfXCxf4kyVj5GaT6fnzqdPn3axOB6p8sbs4DGe2EB47bXXXAzMrgHOxGzApqIP2F2c8v379zsnEGeG3ziFOOhy49cvW5SaT6wPxEiVHyZq40honn32WRfLowsQp+Lll1++Y+oWoy+PO8RQdUKmeH3OnDnjYn9Ku2r5GPI82efTTz91sSzeFKqWbzKiV/x/giLIHUhRecDoyp0bjkvIiegEecgdXmydgSZVPkaZfGTK/Cc/+YmLO5EqbxRD1j9gAxnQmUFgtoBBHqeWRZESjhw54mSJ+d1psfuf//xnl29o0TG/5XHHn/70JxcL/bJFqfnImiAfcYwYWzSp8sNALR0JQU+PijGPrYXAeMOtW7dcHENey2Rxpg+GlM4H69evd3HV8jGYroTYq0THjx938YMPPujiquUHgRMnTri4qEESg1tUHuNNu3LnxmwGg3InJ+Lvf/97tvU9b7/99rTh9p3mVPkYqfmE+hWGE32mn+rFdpAqb3QPvdiW9qTOdZA1KsT8jg28grRl7B8q/sM//IOLedQC/bJFqfngBOFoUUfyyE8j9kJmz1Llhwr3NQmPXnzgpd3o7oMo/odD2so9/eEQ/cGUtnFzae27vCzle8ij3cBuv3wUBeQDIXz5UiB/0gj6wyTkQd6kcy6hanmQDyj519Y2uEF56oV09muqlq+Kbukb7Uwd0gYa6l6uCT2R/cRc44T3cRnSpa20PEheum2BNkSW4O8LIbrptznHhs6bKg/UB2XVpOYjukk9ce2C/pIfMkKqfDfohb2qA7RlTL/pw9QtdrUT0hd83QBpP60foht+mwqck/3aziJLWlW2iDpAnwia1Hyk3hhz9LVhE0gn6PpOlR9kdL/rqyMhFU+j8FscCEnTDSWKwz6UAcUg0LCSjpHUyDmQ04hSyXmQkzz880Kv5JHTaOXkmtkvHYX8tNMEVctXRbf0TQZJgtQ7QdK4Jj2I+ToVkvfrAGPJPuQE8pFjdD5+0AZGn5uY/Xl1nyrPb/YRNKn5AHUpeSGvf4ecplT52TJMjoTUY1F9DSH5EPvEbJG0IeegnyFHLLrDfk0vbZcmNR9sMemyH/k8fU2VH2Rq4Uhg0FBE3QgEGibWGHKMKAaBxsR7Dt3lkBcyofyQ1+cmTzqHP8gLVcpL5/W9aEDxuT7Jh+tFjroIUbV8FXRL36hb6jKkUzgAobrnOrlerVMcH2srZJFhv6CNVyxQr35+VbYVOo8M1+6Tel7KzX7k5BiO57pDpMrPlmFxJKhX9FjsmoQ8fQ0hzrDWYYE09tF+Gjl3rG+FqFK/pc/Rb30GTb/rSi0cCQ3KGDJ4swGloYG7nW8V0BlQyqKGYNCoQt/EeHQTDBQ6hTGtc1tRNtEpyjzoDIsjoZEBv9s0xRbRt7n+YRu864Tud7VYbNnpa5Bl4P8JtDvErL9KWDUsyGs7Pa0//vGPyav7jTAs6mNB1BNPPJGldIdnnnnG6dTvf//7WrcVHyFCp9B9+1bDYNLpK45laIot4hVm+Z6F/xaJ0R9q4UigvEVXxhdBFA1DWnQVe7/Yt2+fWyXP++BGd+A1Lwb8Tm/GpLB37173NkbRT7H3Cz6exXcDxsbG7M2IAQYbt6bLrxk2xRZxk8i1//rXv85SjH4zh2mJbHsaXnvbvn179sswqqUJ+sa79vwH0LrfAcl3IIbJiTB7ZRi9R/e7Wn9HwjDqAp/QbsI0Kg6EzUQYhtFLzJEwDMMwDKM00UcbhmEYhmEYMeTRhq2RMPqO6ZsxG0x/DKP32BoJwzAMwzC6gjkShmEYhmGUxhwJwzAMwzBKY46EYRiGYRilqZUjsXDhwtbu3buzX4bRHUyvjEGFb4bce++92S/D6A+1ciT4/whLlizJfhlGdzC9MgaVmzdvmiNh9J3aOBJ8O94wuo3plTHIVPEPDw0jlb47EvxvgLVr17aWLVvmfu/Zs8dN1/HPh0KQvnnz5tacOXOmA/L8x8eiIK+P90OIS5cuueOYJkeGmN+kh0iVj/HNN9+4aXnuOqR8XH+sfqqWbwopekUd8L80kJc6YJu02XD48OHp/NgO0S+9Ss3H9Ko+YOtoK+qUf3h46tQpp68hHRO5WCgD55d2zdO7fulMmXxS+38V9qLR8EEqn179f3/5n/KENWvW3N60aZP7f/iS5jM6OurS+X/5bPM/+UdGRqblx8fHM8l8OA/yxKHgQ75yDsqHDGXgN/HFixczySlS5WO0jcSM48hH18/Ro0czySmqlq+Kbutbql5JHUhbaVnyKoOuWwK66tMvvUrNp+561St7VQeoO6lHaTt0XNImJiYyySnYTzpxKKSCHsu5QucT+qUzZfLR9Ye8/h3q/6nyg4rud31zJFBAKp5GpvE1GDK/QSYnJ508ysG2ZmxsbLpRi4Ac8kXgXKKYvhLKgKXPmyqfh5TTrwvyJd2vi6rlq6Kb+paqV4Asg6tGdIrg51MEcXAl9h2JfulVmXzqrlfD4kjotvMHcHQUHfOdQGmL2UL+MmCSp2zHHIl+6UxqPuIYcT06nXoM1XWq/CBTC0dCGsQ3sDFkgEBRfGhQ9tGQRRBlK4IoYN55CTLYpMrHYD9ysQ4kHZnzQdXyVdJNfUvVqzzIh5BqGERXMWax8vRLr1LzaYJeDYsjkWcDYyDLMbMF/aVNcbBB8g31jX7pTJl8ZLYidB0yA66dklT5QUb3u76vkbh69Wq2lc8PfvADF587d849A9N89tlnLn700Udd3E0+/vhjFz/55JMu1ixatKjV7lBum3JBqnwM2c81cZzPU0895WI5X9XyTaOoXhVBdK8ozz33XKttzFovvfRSlnIn/dKr1HxMr+pHPxZYohfnz59v7dixI0uJ0y+dSc2Hhdht58P11Q0bNrg0zWOPPebijz76yMWp8sNE3xyJrVu3uvjQoUOFFqmsXLmyNTIy4l7lY+GMrMZnsc8vfvEL17gvvPCCSysK55XAQhzfQQE5zwMPPOBin9WrV7v42rVrLk6VjyH7V61a5WKfFStWuFjOV7V8U0jVqxh79+51MQYU3StK20t3BvfVV18NGjOhX3qVmo/pVX1g8GrfEbvBjEWUIXsVo4ity4M+sHTp0uxXPv3SmdR8vv76axevW7fOxT7Lly93MfUNqfLDRN8cCZTy6NGjbpsV9QsXTn00KO/ti7feess5ExjqNWvWuM70ox/9yHWus2fPJhl84LwSHn/88dZ99913x8rnTt7/vHnzsq0pUuVjdLqjnjt3brY1RdXyTaGMXgHtLoaWFdivvPJKa9euXa133303k+gMxhlnFn3sdOfWL71Kzcf0ql68//777qbp2LFjrcWLFzsbyBtKnShi67pFv3QmNZ/r169nW2H8G4FU+WGir4826AQTExPTMw3cRW7cuNG9thMy/DQUzgROBPJ0JsDw33333W67CAcPHmxNTk7y4NAFPMgDBw64PHfu3DnjNaFU77Jb3mjqHVvV8k0iVa8AB0AMLY4qxvrGjRsdjYfmjTfecOd75513spQ4/dKr1HxMr+oFN0voJ06uOBTbtm1zDnPIMUixdd2iXzqTmo/MYBQlVX6Y6PsaCabr8KhRdu4kZeoOw+8bfZQeT5r9Y2NjbrBg6pmBgvSi79Jz16q9R34///zzLk/47W9/62Kgs6aQKh9j/vz52VYxqpZvGil6BTgNYmwvXrzonBGM9EMPPVRIr5BhFgPnJfT81KdfepWaj+lV/cBe4SCgs+Pj484GimPAjJomxdZ1i37pTGo+RWfxhFT5YaLvjoSAsmO8mXrFGMObb77pYsD4MyWH5y2LfjDYJ0+edJ2CjoTRT332p5HnxuQvxJ6HxUiVjxF7zhejavmm0kmvQnDXh6Hmrg+9euaZZ7I9cZjJAJyJIvRLr1LzMb2qN1u2bJm2gfDaa6+5uBMhW9ct+qUzqfnE1gnFSJUfJmrjSGieffZZF8ujCxDj//LLLzuvWoNTIY87Tp8+naV2l8uXL2dbMzlz5oyLZSGPkCof48KFC9nWTD799FMXy+I4oWr5JhPSqzx+9rOfubiTsWU2gq8LcrfPegwWA0s4cuSIkyHmt3/H2C+9Ss3H9KreyJocbGDs8V2v6ZfOpOYjb3v4SD0ytmhS5YeBWjoSAtPRAv+cBmJrIVgnAbdu3XJxGeR5uFYEeU2OxZw+zH4wgMD69etdnCofQ17Di71KdPz4cRc/+OCDLq5afpDQepWH6ENReYw47auDrEkg5rcYuX7pVWo+plfN46677sq24oRsXbfol86k5sOMNs4//Tb0+PLEiRMu5nVSSJUfKm4HONyDD7y0G9195MT/cEjb4E5/OER/xIePfJA2MjKSpXwPebQb2O3XX3aTD4SMZR9RAfIk3T8vHxiRPPQHSygPaX46x1MW0vUHSFLlQT5Z7F9bewALynMNpLNfU7V8VXRT31L1im2un/0a/aU6LQ8hvYohdenn0S+9KpNP3fWqF/aqDlB/tJGvq7QddU3dov8C8im2DmK2yIfzIEdeIarWGeqAayBoUvOResM26Hriukgn6PpOlR9kdL/rqyMhFU+j8FsMvaTphhLFYR/KgGIQaFhJp9No5BzICaJQBPYTRPkIvgKCPkbKKuf0ywll5ZHTaOWkjLqs5KedJqhaviq67UjINUndE+s0Xf84A7JP6iBPHuQcWq9iSNuGZMvqSao8cprUfOquV8PkSPj1SpA0v261vMhKOxDybB2yGtpU8iBofZE0fe6qdUbLa1LzQdflWoiR55okD9/RSpUfZGrhSOAYMPDrRiDQMLHGkGNEMQg0Jt6z/78SgLyQ8e+8GDxkn84DJYxB/rqslIFO5xtdIUVeOm+oY6P4cqdIoKzIxbzequWroJv6VkavSKcOuHYtH5txCOlVDHFUaOMQ/dKr1PPWWa+GxZGgbXzbRaAdQ20XkqcdaJeYrYvpDLouecSCn2eVOiMOA3rrk3pe6on9yMkxeXWUKj+o1MKR0KDohG6C0tDA3c63CugMKKVvCIaFqvTN9Go49GpYHAmNDPjdpik6w0DO9Q/b4F0ndL+rxWLLTl/bK8Pvfvc7tzCG1/jqDN86aA9OrT/+8Y8z3vc2Zo/plenVoNLpK45laIrO8OEpvh00Ojpa6JstRvXUwpFAebv5OpgoGsbef1W0buzbt899r4D3wY3uYnplejWooItruvzGRVN0Bmeea//1r3+dpRj9Zg7TEtn2NLzzvn379uyXYVSL6ZsxG0x/DKP36H5X6+9IGIZhGIZRb8yRMAzDMAyjNNFHG4ZhGIZhGDHk0YatkTD6jumbMRtMfwyj99gaCcMwDMMwuoI5EoZhGIZhlMYcCcMwDMMwSmOOhGEYhmEYpamVI7Fw4cLW7t27s1+G0V3QrTlz5mS/DMMwjG5QK0fi22+/bS1ZsiT7ZRjd5aOPPmqNjIxkvwyjWVy6dMk5wq+//nqWYhj1oDaOBN+ON4yqQL/43xsPPfRQlmIYzeK7777LtgyjXvTdkeA/zq1du7a1bNky93vPnj2tn/70p60PP/zQ/fZBfvPmzc4zJ9x7773OQ//mm28yiWLg3XMeHqeQDzG/SQ9RtXwMrospea5Trpnrj9VP1fJNAueBa6PuRb927tzprnHv3r3ut+aTTz65oy7QzbJ1ga7S5pIXgboN6YD0A5ETvY6RKh8jNR/qSF8TdUudxfpfqrwR5/Llyy7+8Y9/7GLDqA18kMqnV//fX/6nPGHNmjW3N23a5P4fvqT5iDwyo6Oj7n/yizzHF/0f+uPj49Pn4HjOy//g5zfxxYsXM8kpqpaP0b6DnnGcXz9Hjx7NJKeoWr4qqtA32kCubWRkxOkKAb1BV4g1us1EF+V4AnVVFPSQ4zmO+hRdRX/5zbk0uh9wHOeX3345IVU+Rmo+6IPslzrSv31S5cvSK3vVD9A70RupO/QSnfb1CCYmJqblYiFFl33QbV2WPFtG+2udotxcS975yxwTg7LqMYLANml5Y0W/y90UdL/rmyMhCk/D+pWNctIIGi3vK4EYqLGxsSwlDsfSyMjT+BrOSTr5CVXL5yHX5dcF+ZLOeXRdVC1fFd3Wt7w2iEFdYGC0Lup82FcUMShFBnVkkOUYXdd6QNDpqfIxUvMRR4v60IMHMlJHemBLlZ8Ng+pIUG9SV8ToKEEPjL7tRE9JR0bk/VBEP2KIDZOAvoTQcugY59XXEnJAyhwTg2skD8lPrl3nH6qHfpe7SdTCkRCFL2qgpbFCA4MYLRqxEzJI0tg+KBb7CNJBq5aPwX7kUMSQwksnkfqoWr5Kuq1vog+hNkiFPMirqJ6KXqOvnSjaBmKsU+VjlMlHBq9Q3uKU6DpKlZ8Ng+pISB2GdInBiXS//UT/ulW3GtqSvOkT0i9C7StlQL/0IEpZRbe4Nk2ZY/KQ8nGsriPy5hzs8+u1DuVuErrf9X2NxNWrV7OtfGQx5t133+1izZYtW1x8/vx5F+fx8ccfu/jJJ590sWbRokWttgK67XPnzrm4avkYsv/RRx91x/k89dRTLpbzVS3fJP72t79lW7OD5/hST0WeSyP/2muvufUYL730UpYa53e/+52Lf/Ob3wTbwE9LlY+Rmg/rKNrOh9PdDRs2ZKnfM2/evGxrilR5405kcTCEdGnlypWtgwcPFm7z2YJu//KXv3TbnDcP+aePyFFOgbIeO3bMbXNteq1QmWNiUHenTp1y2xyr60jqDdBTTb/L3WT65khs3brVxYcOHUpaJPb3v/8925pJ2yN0cacGE4fkgQcecLHP6tWrXXzt2jUXVy0fQ/avWrXKxT4rVqxwsZyvavkmIWXHmJRdKInh/PnPf+5eSW7fuQQHRJ8///nPTp5/ZKONVwwxZNIXOpEqHyM1nw8++MDFMpB0IlXeuJO6vaHx9ttvuwGxfQfeWrp0aZZ6J9hf5IBFtj4c275Td9sy2Jc5Jo/Tp0+7GEc2VNZHHnnExfRVFgNDHcrdZPrmSFDJR48eddu8qbEwW80tDesjA/B//Md/uFiD0ed46NQBv/zyy2wrjH+3VLV8jE4zNXPnzs22pqhavkkwQ8XgD48//rh7K4HBEz2JgVHAoSWgh/fdd5+bjcBwyh1MJ37/+9+7+NatW86woJPytgK/OYeAnmPIMDQhYwcyG3LXXXcly8cok4/cWYkB9rlw4YKL77nnHhenyht3wt2t3By9+OKLLu4X6C02mpm2559/PksN83//7/91scy8hqA/guhBmWPyOHv2rIsffvhhF/vg5HMtIG/C1KHcTaavjzYwrhMTE+4jQRg3Zic2btzoXkHzHYqnn37adSw8OxpHjD55LF68eNoz7ERROaFq+RipMwFVyzcNBn8cVQwGj7y2bdvmnAN/OlNArzCWBPQQfVy3bt307EYR5NHaK6+80rp586Z7dIAjgqFhcOUbFuLMiAHj0VII5CgDOs+AnyofIzUfcX5wPGKzLKLzy5cvT5Y34ogDiz5iEw8fPly43zLlzqvGEnjdOXaT1gn6BLzzzjsuzgMnuhPy0UH6CJQ5Jo8iMtQnyLnrUO4m0/c1EkwZY9wnJyenDT+GBodCKz5GDUPNnSb7xejTQBwnXmHe3RiIl1+UquVjzJ8/P9sqRtXyTQQnkxki7aziUIQed3CndXtq8bHTxbGxMedcMKNR5PGI6CoDKMefPHnS5Ulgm3TO/9lnnzk5GXBjd+UiJwN+qnyM1Hy++OILF8sdnA+OB/0SvecuOlXeiIP+jo+Pu7rC5vENFOqV9JhDLI4v8uivBJxbbCrH0gZFwXnh+NHR0UKP94zhpO+OhMDdixh++Yzxm2++6WIBZwIv/caNG9NGHyPNcSi7yOTBXWYKVcvHiK1diFG1fJMRZ1X06g9/+IOLY6CLO3bscMYTOsnD9evXXcwAHLoTlzRZ4yN3lrG1NH/5y19cLF/iTJWPkZpPp7U08jxaHI9UeSMfHtNh77hZEv1ldguHmJkG3ylAHsdZ7CPh4sWLbmYMOPaNN95w251AV1544QXnyPz617/OUg3jTmrjSGieffZZF8uz1k7I3WDesyofmeL1OXPmjIv9Ke2q5WPEnq19+umnLpa1I0LV8k1G9KroNKOsZykiLwNobA2MrJ0pMp3P4CB3nLF1BppU+Rhl8pHp7p/85Ccu7kSqvDGFzEIw2yUOLjdPofUT/swBMz/MjIkzwexEETgPs2h//OMfo4+pDANq6UgIselRn5dfftnFRVaJy2uZsiBHgyGVmY3169e7uGr5GOIU8Y+mQhw/ftzFDz74oIurlh8ETpw44eKizpG82jVbZwpHl6lm9Nmfzg+9hcQKeQw4j/H8GbZU+Rip+YSeB3Nd6LNMt2tS5Y1iMKDv379/2ilg/URR9CvM8ogrBrZKbuRY4K7XWxBkQe5zzz3nfvMIpCiiG0V1FcockwfXBykLfutQ7tpyO0AvPvDSHsjcxzz4cIembXCnP+TBfgE5/cEPIK1t9Jwsx/jIh2/0Fy/JnzTCUfWxJfIaGRlx6eQpVC0P8gEl9mvaBjcoT72Qzn5N1fJV0S19o52pQ9pAQ93LNS1YsGB6PzHX6H9Uh3RpKy0PkpduWyAPqTNkBNLJg336S46im36bk2/ovKnyQH1QVk1qPqKb/nXpD/vo60qV7wa9sFd1Q/SNUBR9jK8rPuwX2SJBbEiRcol9F7tc5pg8pK8zxoRAL+V8MqbUodxNQ/e7YA30ypGQRqCy+S2VLmm+QSYdA4WsPp4038kAkfGNqSgaQc4tRs4/L/RKHjmNVlS5bmJ+k59/zVXLV0W39E0GSYLUO0HSuCY9iGEspV3k+n15vw4wCOxDzodzynHsl98EyqbR5xb5vLpPlec3+wia1HxAX4d/Xb5DBanys2UYHQlx2Gizooidob1nC+1KXtgQjR6kQw6jdlDYhjLH5CF1Q/BtLYjTrOuhDuVuGrVwJKhYjKs2MgQUNGRsaDS8XjF6BI6lc4SUBUTZQ/nR8Prc5JuXV5Xy0sH9mQHAsMvdMQHDgVxMMauWr4Ju6Rt1S12GdAoHIFT3XGeKXiGLDPt9kGc/dYgMMXXrG1uhyrYSY8m1+6Se178uQt51pcrPlkF0JNAv2i5UZ6RJ3WoHlXZFd0PHiANMCN0dS58JDYghxLaGzkXbs48+pXUKvZDzIKMpcwzEyi39Gb0jD4E6krrzx4VelnsQqIUjoUEpQwZvNtCoNGK3860ClBDl1go/TFShb9RntzswRgidwkDUua0om+gUZR50BtGR0AM/7Sg2UgZIsW1aD0U//WPYlnR/ZkyQ/SEHOQT5Ih9yJPQgSpByyO9Q/ylzDMh+v9zaYZC60PmHbEMvyz0I1M6RoHNQ+d0ERUGBtJdYR+TOseidwCDSbX3DuFVRpxgFdKrug7M84gnNxA0ig+hIAO3HHbV2BNgmLda26D62TzscbJMWGvQFkS3aZygD8rE8GTzRQ10O+k9spg/KHCNyoXLTT2UcEDnGmbx+0atyDwK1cySoeBqiW8hsRBMMqXTyYabb+kYHxnh0sxOjn+hU3Z0IDCrlDE1fDyqD6kgI4hij11Ug+WOLmkRTyz0o6H5Xi9c/2+VwrzR1C161Ic8mvGLG9wWK/i8Hoxi8M89HfLr57jvfh2gbrtp/jZHXOtsOtPuglmEUQV6fL/IJ7DrR1HIPIrX+joRh1AWckyZ8Ihjn2b7RMFjIV1OL/Cv7VPh6Jd/2GBkZadQnsJta7kHFHAnDMIwag2PIDGsVA+bvfvc79wnst956K0tpBk0t96BijoRhGMaQIv+7qGmfwG5quQcVcyQMwzAMwyiNORKGYRiGYZRmDq9uZNvTyD8rMgzDMAzDCLF9+3YXRx0JETCMqjF9M2aD6Y9h9B7d7+zRhmEYhmEYpTFHwjAMwzCM0pgjYRiGYRhGacyRMAzDMAyjNJU6EgsXLmzt3r07+2UYvQGdmzNnTvbLMJoPX7e89957s1+GUS8qdSS+/fbb1pIlS7JfhtEbPvroI/cNfsMYFG7evGmOhFFbKnMk+KcqhtFr0LsrV660HnrooSzFMJoP/yXYMOpK1x2J9957r7V27drWsmXL3O89e/a4abkPP/zQ/Q7xzTfftPbu3eumozv958JLly45GR6bIE/Mb9JDpMrHqPq81AFT8tx1IE/YvHlzbr2FSM2navlegPNAmahj0budO3e6sqFXeXA9+lr4HUL0WuQ45vXXX8/2Fic1n1T5Tz75xOmZyFMn1E3sumKk5lO1/DCi6wjnmP92iS4cPnw4k7gT7Iv0BalbjkGPfKhrZGfbl1PzqVo+Rpl86Gu6/7Gd1/9S5QcGPkjl01bUbCuNXbt28XErF9asWXN706ZNt9uGfTotxMWLF52syHBMjPHx8Wk58kV2wYIF7jcxeWlS5WNUfd62kZixH3ldb0ePHs0k80nNp2r5opTVN6CupUwjIyO3Dxw44MLo6KjTK+I8tO6RTwit11yzPqZT/prUfFLlqX/ZjyzH6N9FSc2navlOzEZ/6oquI7Eh1I2kTUxMZJLfo49Bd6QvSB1rhs3mlMlH1zfy+jf165Mq33R0v+uaI4FiU2E0Do2mYeAMVeTY2Jg7hoYVo0kDhJicnJxWBL/RQ8emysfoxXn5TTr7NRxPOvmRbydS86lavihlB4K8ui6CtIfEfrsAAzb7MAr62kTfCUWuOTWfVHlxXqkP7agiI3WETCdS86lavgiD5kjouvAdBmwrzoGuO+B3qF5jDJvNSc2HOibd73/ULbLs022TKj8IVOJISEUSFwV5GpjOIQaS3yGkwUP7aTj2EcSJSZWPUfV5ifkd6xAoJvvJN4/UfKqWT6HsQCCDUkxn8pB2wrCIQ+vrbtFr7mQgUvMpc165uwqVRZySIn0zNZ+q5YswaI4EdUM9pOg1shxTpP91qy+n5lO1fIwy+RTRU+2UpMoPArrfdX2NxNWrV7OtzrQHgtbJkydbS5cuzVLifPzxxy5+8sknXazhf9K3O5LbPnfunItT5WNUfV6JH3300eD/1n/qqadcLPnGSM2navle8Le//S3bSkOeI7cNSOvgwYPT61ZWrFjhYuF3v/udi3/zm98ErzmUFiI1n1R5nn+3jaXTrQ0bNmSp3zNv3rxsK5/UfKqWH3aKLrDk2T/rJ9qDmVtT0Ylhszmp+ciC7bbjEdTTxx57zMW8HQap8oNI1xyJrVu3uvjQoUOFF5ds2bIl2+qMvAXywAMPuNhn9erVLr527ZqLU+VjVH1eiVetWuViHxncJN8YqflULd8L5JwY0aILrzC6//RP/+S2jx075uLPP//cxffff7+LBVmgJrpdltR8UuU/+OADF//yl790cVlS86laflhhMMIpYHDCMUBn8/jiiy9cjGNchGGzOan5fP311y5et26di32WL1/uYtoHUuUHka45EswqHD161G3zpsbCbBU2K4+7QSfv3L+bSZWPUfV5O83gzJ07N9vKJzWfquV7AY7orl273Pbjjz8+vTo9z/D+6le/ch36//yf/zM9E3b+/Hl3N6FnxtBbvoOCcY7NmMmdzl133eXiEKn5lDmvOESPPPKIi30uXLjg4nvuucfFMVLzqVp+mHn//fedTlJnixcvdg6FOJg+n376qYtxPg4fPjzjrQHeUODGTveJYbM5qflcv3492wrjz2qkyg8iXX20gbJPTEy4jwFhDJmd2Lhxo1Pm2ToUqd5ct7y/qs/byZsuSmo+Vcv3Ch5N4MBiRHEItm3b1rrvvvuCRheDimE+cODA9BSk6KV/N3H58mUXMx0aAsOMjvsOiE9qPqny8lgGxyNmsEQn5c4oRGo+VcsPOytXrnT6jKMsDgW6zQ0azkKIV155pfXCCy84RwIdHx0ddenc2P385z932zBsNic1H5nBKEqq/CDS9TUSGGiM+OTk5LSBx0DgUMzGmaAzpZAqH6Pq886fPz/bmh2p+VQt30twYJkJ0k4sRlc/7mAbg8r+559/Pkv9fqB/+OGHXSzIwBe7O/7ss89cHBvwhdR8UuVlWpt+FgLHQ2ZcGJxipOZTtbwxNcuLo3zjxg23noy1Jeg230gJPT7G6UCWY9Dx/fv3O32hTnn8J7o1bDYnNZ/UtTqp8oNI1x0JgbsOMfDyueI333zTxWWIPX+KkSofo+rzxp7bpZKaT9Xy/UCcWNG3P/zhDy7mjuQXv/iFuxt+6623XJogxlWekwpyFxNb6/KXv/zFxZ2+oJmaT6p8p+e/p0+fdnEnhyc1n6rljZnwGI+F6WNjY+73a6+95mJN6N8RiB0GnAnoVl9Ozadq+Rip+cT6XoxU+UGkMkdC8+yzz7pYnpHOBrmD9Dlz5oyL/QEhVT5G1eeV58M+8vxTFml2IjWfquX7gegb/58AeAuCOzkCU7x8zU6CPAL57W9/636LY5EHd89yXOx5fxFS8ylz3nfeecfFP/nJT1xcltR8qpYfVnbs2OFidFlmeMWWiG3xYUYixLDZnNR8ZC2Sj9Q7NyaaVPlBoieOhBCb1iyCvE559uxZF2swsOJtr1+/3sWp8jGqPi/TlRB7Nej48eMufvDBB10cIzWfquX7yYkTJ1wshkHu8nnERv3rgEEGptUxBHfffbf7Lfz973/Ptr7n7bffdscxlZy3PkKTmk+q/K1bt7Kt78GAcY30O7kr7URqPlXLG3Fksa28bRQbyKTPisMxbDYnNR9mNnG+6GuhGwuxLzJ7lio/kGTfk5hBmQ+8tBvLfUjG/+BH23hPf/Aj70MznT7CQj7sJ+gPh3C+kZGROz74kSoP8uEQPlAk9OK8bQMaTKe+SGe/Rj7ERH6a1Hyqli9Kqr7RPlw7da2hjqUs7Y59x36fPJ0TXfDrmDYN5S/n1m0OqfmkyosuUPeUQdBf1ENGQ/1RVk1qPlXLp1DGXtUZ2iam3/Q96srXWbGxsb5JHWtohzx59muk/Xy9TM2nannqjGud7fUiRzr1qvVVbAZBt0+q/CCg+11XHQmpMCqT36LckqYrGKh85LQsCiBpGFWNNLo+hxihUP6p8uxnH8dpqj6vVjYUGnlRfI7D2Gokf+Q0qflULV+UVH2TwZYg9UuQNMpSZFCKfdESxCBJfp2uVfJCTpOaT6o8UAfsJyCvf/uODcfLPp+UfKBq+aIMoiMh9SL9jCBpIT3o1DfZr0nty02xOVpek5oPNpp02Y98nr6myg8ClTgSGEAMvK48AhUaq0RpyFjgWB8GCH0O8kDJ/cFZSJHnfMiEylvleQFFxtsXeZQRRyvkxUqn9r1rSMkHqpYvQqq+UYfUQUjXGNBjdewjDglGJkTKtZKODOXyqbqOuV72IyfHcHzoutBt9of6Vko+ULV8UQbNkaCe0GOxRxLQ9zwbQj2m6E2KnjXF5lAHyGBvfarsV1CVfteVShwJDR0gZKjqDMpEwzeh3HQSlDVmUJrGbPRNjEE/wUChOxj6OrcJZRPdocyDwqA5EhoZwPtNU2wOtoD6GtTBu07oflfJYstOX3esI6zsb3cU9w52nWHVftvpaf3xj3+MfthnWGCRHgucnnjiiSylPzzzzDNOd37/+9/Xuk3eeOMNpzvouH2roRl0+ipjL2iKzWFRNR9BHB0dnf7gnNEbKnEkULqir+TUAVFADGzRVfj9Yt++fW7Vfsr/KRlUeG2LAbzTmzdVsnfvXvfGB2/p1Hlw5oNcfPlwbGzM3oxoENimNX1+bbApNoebQerq17/+dZZi9Io5TEtk29McOXKktX379uyXYVRLk/WNLwz++Mc/rv0dkHx/YhCdCLNXhtF7dL/r6XckDGPQ4FPETZhGxYGwmQjDMKrAHAnDMAzDMEoTfbRhGIZhGIYRQx5tBB0JwzAMwzCMItijDcMwDMMwSmOOhGEYhmEYpTFHwjAMwzCM0pgjYRiGYRhGacyRMAzDMAyjNOZIGIZhGIZRGnMkDMMwDMMojTkSAwCfPp4zZ05r4cKFrUuXLmWp+SArxxhGCK1X/KfVFL755pvWvffe644n5ndd4FpE/+2z4d/DPwiTNpd2I63pHD58ePqa+Od1RvcxR6JiNm/ePK3EnUJZo3bz5k0X8y+1v/vuO7fdCWR1XBX8U6tuOy0YA11v/AfOEHogNNI5duyYi9ER/tNqCl988YX7L8BAzO+6wLWI3ss19hP0V+uzBAby3bt3JztxZXn00Udn1Aft9vXXX2e/msutW7eyrVbrb3/7W7ZldBNzJGrEIA14GD8M4Z49e7rutPjGgH+PHTK22sEy7kQ7WqGZrJGRERfzr9q3bt3qtouyfPny1rJly9w2/9q5l//YjGuRwZiB2If/1so1wejoqIv7yV//+tdsayYM5IcOHWpt3Lhx+r+3VgX9Rxy/TZs2tSYnJ91v2tEwOmGORMWcPHmyxVfIJdBJhQMHDszYd/DgwWxPs2EqEeMnhqkXvPzyy9mWUZROM1kMXujljRs3WkuXLs1Si7Fo0aLWl19+6Y7//PPPs9TeoK8lNDWPU8M1Ubb9+/dnqfVgYmLClYuBfNeuXVlqq7Vt27ZKHzPoGaeHH37YtR9tTmwYnTBHwug6TCVyx8fd3tGjR7PUauBuF06dOtWzKWDDqBoGcG4sZFYHTp8+nW0ZRr0wR6KmcDfI1LOsL5Bnpqw5yFu49ve//93JICvT1jyDTVnsxoCsF10R+F10oH766afdHR93e3fffXeWGoc7LSkvZU/hqaeeyrbSZiWoD+pFzkugrpgK96f59VQ526zRWLt27XQadRN6NBDDz8+vb/IO1TVplC9UZv9uVRaYsZ9rRUZ+0y5s43wJzCDJfkGXyb8+zkeeyMtxfj3ofULZay/aH9jPtQhco8hTJ6DLQJ6CrjPw+xHXG+pHlE3rgx84riycX5Bn/X4dUk6pF72Y0G8jAuXUj0kkLx5BCmyTxvoujd9WBH777VWkfJIPMTKylozyafy6lXYIzc6Insu5qDt9rUaF3DZ6yqZNm/hvqy4cOHAgS53J2NjYtEwotO/CM8kpdJ4LFiyYISsBGY3epzl69OiMfX5gfwoTExMzjg+hZfxyhqDeRJ5j9fXzW9DpmosXL0brSYK+Tl0+6l7LSSC/K1euZEfko/PbtWvXjHx00NdCmUMyEvzz6zryy/yv//qvM37rQD5CrF7ZjtVf+w46kwrrWJlrT+kPee1KPqDLoPUtr850umZ0dDQopwPXmUesnkHvE3uhy++XU2Q66biUKU+vdN2k2IUi5ZPrQl/8cgp5+sExlF2YnJyMtpnOX85vdBebkagh3Hm0O5p7LMCz0nY7ufUGMs15/vx558WH4Hl322C6Y9odenpRGXdmnV59wsvnWSy0O6U7p5/PbO6uqmLfvn3ZVrFZiX/6p3+aXoApdUVgW+A6Q3ef1D2LEKkb2oZ6AvL785//7LZTYDGd1LX/XPyXv/xltjX13J/2p4zSLsjLgkjOH5v6psya//bf/ps7Hh0TaGPSmEnKgzr5x3/8xzvqj7K0jfS0nhSh6LWn9AfKz7UIHIc8YceOHVlqZ8iT6+F87QFr+rpIlztw6oKFvkA7SNn0dVCWsmufyP/cuXPZr1ZrxYoV2db3+G0riI5Tbmlb6kz0lbqnzlauXOn2ca0C26SxvgtmYxdi5RPIS3RJw0wCZQTqU+pW+ijHvPrqq24b3n777elzUUbkCbRLKH+jy7Qbx+gh4okTUr1j5OXYdifOUvPz1HdMePiCpBEE9kuazh9i5+4EsnIcIUTbmLg7E/YXqZNQWXQdhNKE8fHx6TT2++hj5C5LX0PbSLk0oVN+IXR+bUPs7qYEtmUfgbrJQ+el607XEeeQa9F3caE604T2k4+ktY20S4shcgShm9ce00l9jlCbxPbr/Og3Gt2PpJ51PuiBoNN1m8QI1TPXTv1KOv1D0PkTOAd1xzHEuo3888fKxnbsmFS70Kl8oK+ZPiXHin6KPSD46GMFLa91HMhf9vnXZnQHm5GoKfI8Uj8P188xY+/182qb5rHHHsu2pu4s8tD75Zl56NzXr1/PtroDq8Nlhf/zzz+fpabRNhDZVqv15ptvZlt3ol8dZXW6j067du1atvU9/ir2uXPnZlvfw52erjsJobu2devWzciT7bahzH61ZrzHT/uQh35mrNcDnDlzJtuayW9+8xunS8Ad6GzQdbJq1apsqxwp1162P5Rl3rx52dYU/m+46667sq1W6w9/+MP0DNaf/vQnF0NoFiEP6XfMtsg3Hbjrf//99922D/VFn6Hu5C0L3Uay3kGC1perV69mW/nMxi6Eyufz7//+79OvB4t+tp0OF4M+H0Gv7ZGyaXlfx/U6KqMazJGoIfL6JIZEd5C6UMd3yzEeMqVMvXVympoGAylTtkz3dpouHjTq2h8YGLXOLV682A10MiVPe23ZssVtl4HjcZD/67/+a9YOYIhu59lru4CDRRuEHkEavcUciZpBp9i5c6fbpqOMj4+7O3WCvusuCm9xlGEie64aClUYtW7wr//6r9lWq/W73/0u2+o91E+o3oo+Kw8Zxueee27GuoTJ7Jkx7TRI+Nfe7f7QTSibvBXAoC8wm0DZZI1BCrrf8f0NuZsvC+WQ/PyQsmZE6IddCJ2LIOt5ZlM/RncwR6Jm6E8JM/Wr72j0p15jXL58Odua4j//8z+zrVZr9erV2VaY+fPnZ1vdf3yRB7MHMmWd+vqnRt8hclcYGpD1FPWFCxeyre85fvx4tnXnY6Iq4JGOLid1oWcc5C5PpzEAiPEs6yiWpVP9pVDk2mfbH6qExbXi3P3+97+fHuC4rtk6ALNBt1HRxxd59MMu4DQKRWYXY/Lol+7TRjWYI1Ez9PQgK7alUzC9KyvE8+DuTd6XZzpcH/PP//zP2VaYn/zkJ9nW1Cps/ZYHz/1J898t7wY8C5cp69hz/qIwKyFGJfQIgE89y36mo6WuMDg4MXIMd5i9+Kwz102d0s6UgY94Caw4l8FI3/FKu9C+v/jFL9x2GfQAIQ5oJ6P9yCOPZFt31h/b+rsHnShy7WX6ww9+8INs63tnRUJV/OhHP5rxHJ91LPSXTvVZBbqNcKipK7l2yiPfdShKP+yCrOkBdEHeygHOz/n0TYeWpzxcL9eKXMgOGF2m7UEbPUSvOD4QWUGsV2vr0B4Ap7f1sZInK5e1jA6svNbofRq9QjsUOFcnxjq890/gGgVWbEt6kfy5dpHnWB+9X4JGr2oPBepQr/zOK19q2UEfE2svvwx5dSp56PPrOojpmX7jRAeB/CRN13Ne/VEWQacLZa49tT9A2/GaIatlYm2WV2ehfbyBEDqPDpRR3lSIEavnGLHyazrpOEGTd+2QYheKlK/TNRepW13OtlMa1SedT+jajNljMxI9Rj9euOeee7Ktmbz11lvu2SbPWqHdQZxXfvbsWfcb9LFyZ8ldKwuzmN7nGJDntf7zedkvsYBc2wjNWD0P/Cafd999N0vpHqx+l2sNvUnhI1O3lF3ffQp8WVOX378W7l7axmtGPQH1xzX6i9v0OfRdPOTtKwLT9Tz359yCtLUuA48zaBctx3VxLHkAj3YEPb2ttzU8JtB6BtSJoK9HX6fUH+UUqEeO1Toa0zGh6LWn9gfgUYMuH8fKo6pYm+XVWWgf0/wyk0bbtO2pC6TJNfHoo9P3RWL1HKOIzuk28nWcdpJyC3nXDil2oUj5Ol0zs1GsMSFvrR9cC+ekLPoNL3SfmQfd5hyHHDNnQszmGrNjDt5Etm0YRg/gkYS8hodRLLMor6kM0rXz+EKmzX0zyrS7vBrJYKgHPcMYNGxGwjAMowT6rl7WigDO0pEjR7JfvVm0axj9xBwJwzCMEujHQCxyloWWzLiIk4FMLxbtGkY/MUfCMHqMfias1zUMA4N07fwXVVk3oNchyBoO1iiU/T8bhtEkbI2EYRiGYRilsRkJwzAMwzBKY46EYRiGYRilMUfCMAzDMIzSmCNhGIZhGEZpzJEwDMMwDKMkrdb/D0V8n5ueQVUAAAAAAElFTkSuQmCC)
Table 2 below illustrates how the distribution of exit proceeds over the same range would play out if we assume Acme has fully participating preferred stock. A few things to note. First, all the exit proceeds accrue to Acme up to the amount of Acme’s investment of $1 million. The classic example of “last money in, first money out” thinking. Second, the relative advantage (to Acme) and disadvantage (to the Common) is greater at lower exit proceeds: by the time you get to a “home run” exit ($100 million in this case) the “extra” proceeds to Acme are almost a rounding error. Finally, there is no exit proceeds scenario where any marginal dollars that the Company could squeeze out of the buyer would not benefit both Acme and the Common.
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)
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Table 3 below shows the exit proceeds distribution over a range of values, with a 3x cap on participation. Again, some key things to note. First, there is a yellow-highlighted “zone of indifference” in the exit proceeds between $6 million and $7.5 million where Acme has no interest in haggling about the price of the exit transaction because all the marginal proceeds above $6 million and below $7.5 million will go to the common shareholders. That divergence of interest won’t matter if the exit is clearly going to be outside of that range. But it could matter a lot if it is inside that range. Second, the flip side of the zone of indifference problem – the silver lining – is that it eliminates the benefit of full participation to Acme once the exit proceeds exceed the zone of indifference, and the interests of Acme and the Common in negotiating a higher price re-align.
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)
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Now let’s consider a different compromise between no participation and full participation, one that eliminates the zone of indifference inherent in capped participation, and also gets rid of Acme’s participation bonus at higher exit proceeds levels. We call it “partial participation” and the concept is straight forward: give Acme a fractional portion of its full participation bonus. So, for example, if as in our previous example the participation bonus is 40% (Acme’s pro rata share of ownership) partial participation of 50% would reduce that bonus by ½, to 20%.
Table 4 (below) models partial participation over the same range of exit proceeds as tables 1-3. The yellow highlighted row is the crossover point. This is the point where Acme’s election to exercise its partial participation right (50% in this case) will give them access to no more than the proceeds it would have received if it chose not to exercise it. Above the crossover point, Acme will always choose to forgo exercising the participation right (thus the bold numbers shifting from the “Investor 50% Part” column to the “Investor no Part” column). Note that the zone of Indifference problem that we saw in capped participation is not an issue when partial participation is utilized. Unlike full participation, partial participation models do not grant a participation bonus to Acme above the crossover point.
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)
In conclusion, based on all of the above, partial participation is a superior compromise to capped participation, no participation, or full participation, for the following reasons:
- It is more of a compromise. That is, it offers investors less – but not zero – downside protection at any given lower exit value. Very little less at 99% partial participation, and a whole lot less at 1% partial participation. If a compromise between full and non-participation is the objective, that would seem the best way to construct it;
- It eliminates the zone of indifference, so assuring that the investor and entrepreneur interests are aligned during any exit negotiation: both want a higher price at every possible range of prices; and
- With partial participation the investor bonus goes away completely at some crossover valuation point. So, while the investor gets some of the downside protection of full participation, as the exit value rises, the bonus disappears. There is no upside bonus at all for investors after the crossover point– which is superior to leaving investors with any bonus at all in the upside exit.
Some further thoughts. Table 5 (below) directly compares the returns to Acme in the above hypothetical with no participation, full participation, capped participation (at 3x) and partial participation (at 50%). The blue highlights indicate the crossover point, where Acme’s election for 50% partial participation preferred would make it indifferent to exercising its partial participation right or just converting to common stock. Above that crossover point, Acme is likely to always choose to convert to common stock. The yellow highlights indicate the zone of indifference. Finally, the green highlights illustrate that: above the zone of indifference the payout for capped participation matches that where the investor declines participation and converts instead.
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)
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One reaction to Table 5 is that partial participation – at 50% - significantly reduces the participation bonus to a value below that of capped participation. But that, we assert, is the idea of a true compromise between no participation and full participation. If you want a different compromise pick a different fraction. At 99% the “compromise” would be miniscule for the investor, while at 1% it would be enormous. Similarly, you can adjust capped participation up or down from 3x.
Additionally, consider partial participation where the percentage is greater than 100%. This results in a boost to both the downside protection and the upside participation for the investor. In effect, you undercut the effective valuation below the “headline” number. That could be employed as a clever (possibly devious) way to avoid reporting a down round, and instead keeping a “flat” (or possibly “up”) round headline. At a partial participation fraction of 200% the investors capture an enormous piece of the up side, even at exit proceeds of $100 million (as you see in our example). See Table 6 (below) for a comparison of full participation (in essence, partial participation at 100%) and partial participation set at 200%.
![](data:image/png;base64,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)
This table 6 shows that Acme, at 200% participation, is in effect getting a bit more than 80% of the exit proceeds for its 40% ownership stake. From the investor’s perspective: what started out as discussion of participation around boosting returns for a range of sideways exits has morphed into a method of boosting returns across the full range of exit outcomes – except, without making a headline of it.
We’re curious to see if what our readers think about all this – and if any of them will be thinking about a partial participation compromise if/when full participation crops up in a term sheet. We’ve attached a spreadsheet model here if you want to explore alternative hypotheticals and variables for yourself.