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SHL/SMJHL Joint Announcement: Budget Changes for S50
#1
(This post was last modified: 09-22-2019, 05:07 PM by Eggy216.)

S50 Budget Announcement

Hello SHL! We’re excited to officially announce a joint effort which has been going on behind the scenes for a few seasons now. It’s been a journey and a half to try and get this all figured out, but we’re finally at a point where we think everyone will benefit. The goal of these budget changes is primarily to ease the transition between the SHL and SMJHL and ensure that players drafted into the SHL aren’t being shortchanged on their contracts.


SHL BUDGET CHANGES

*Starting in S50 the $8,000,000 send-down budget will be eliminated.
*The SHL budget will be raised $5,000,000 (from $70,000,000 to $75,000,000).
*Up to $2,000,000 of each sent-down player’s contract will be covered by the SMJHL team.
*Each sent down player counts against the SHL Salary Cap for $500k or the difference between the amount covered and their actual contract, whichever is greater (e.g. a player on a $2.5m contract will count against the salary cap for $500k, as would a player on a $1m contract. A player on a $3m contract would count against the salary cap for $1m while sent down).

On the surface this is a $3,000,000 reduction to the money available to each SHL team because of the loss of the send-down budget, however it ends up benefiting teams with no send-downs (giving them an additional $5,000,000 in cap space they wouldn't have had otherwise) and those teams with two or more send-downs see an increase on their budget.

While part of the send-down’s contract is covered by the SMJHL team they are sent down to, the SHL team will be depositing the entire amount of the contract in the bank so that players can more easily track where their money is coming from.

The budget director, @Serpe x 13 (with the help of @Blastmeaway) has worked out a new formula for GMs to use when tracking their send-down contracts moving forward, and has made this formula available to all GMs who wish to use it in their own calculations.

The reasoning behind the $500,000 minimum cap hit is to ensure that send-downs are still counting against the SHL salary cap for some amount, making it impossible to stack an infinite number of send-downs on one team.

This off-season only, teams will be able to adjust their send-downs contracts due to this rule change.


SMJHL BUDGET CHANGES

The SMJHL is also re-instituting a budget system, which breaks down as follows:

D. Send-Down Status
 3. SMJHL teams pay $2.0M of each send down’s salary on their roster.  The SHL team pays any additional salary to the send-down beyond the first $2.0M.
     1. If a player is called up to the SHL on a temporary basis, the SMJHL team will still be responsible for the full $2.0M salary
     2. If a player is called up to the SHL for a permanent role, the SHL team will be responsible for the entire salary of the player that season.
     3.  Any players signed by the SMJHL team to backfill a temporary call-up will <RULE TO BE DETERMINED>

E. Player Contracts
 1. Minimum SMJHL contract = $1.0M
     1. Inactive Free Agents with 155-200 TPE may be signed to the SMJHL minimum.
 2. Inactive Free Agent minimum for 201-425 TPE = $2.0M
 3. There is no maximum amount for a single SMJHL contract.
 4. The SMJHL budget cap depends on how many players have been drafted in the latest SMJHL entry drafts and the latest 4 SHL entry drafts. The formula for S50 is as follows:
Code:
(S51SMJHL * 1 + S50SHL * 2 + S49SHL * 2 * 0.9 + S48SHL * 2 * 0.6 + S47SHL * 2 * 0.1) * 0.1 + (2 * ESTIMATEDROSTERSPOTS +2)
S51SMJHL is the amount of players drafted in the SMJHL from the S51 draft class.
S50SHL is the amount of players drafted in the SHL from the S50 draft class.
S49SHL is the amount of players drafted in the SHL from the S49 draft class.
S48SHL is the amount of players drafted in the SHL from the S48 draft class.
S47SHL is the amount of players drafted in the SHL from the S47 draft class.
ESTIMATEDROSTERSPOTS is defined as follows:
22 - (S51SMJHL + S50SHL + S49SHL * 0.9 + S48SHL * 0.6 + S47SHL * 0.1)*0.1 + 2
5. Player contracts, and Team Award Bonuses count toward the salary cap
 6. SHL Send Down players will impose a $2.0M cap hit if the player has an SHL contract of at least $2.5M. Otherwise they will impose a cap hit of their full contract amount save $500k.
 7. IFA’s can be released from the roster to make way for an active player and receive the salary cap relief from the released IFA
8. SMJHL teams are allowed to negotiate bonuses with rookies, but not with Send Downs or non-rookie Free Agents.

As you can see in the SMJHL section (section D part 3), there’s still some details being worked out. From the SHL side we’ll especially be keeping an eye on how these changes affect inactive contracts going forward and re-evaluating that rule down the line, but for now it will remain unchanged. We'll also be taking another look at the numbers down the line to ensure we ended up with the right values for everything.

We’re excited to see how these budget changes help both players and management in the league and look forward to seeing how these changes shape and hopefully improve the new member experience as well as the SMJHL to SHL transition moving forward.

On behalf of the SHL and SMJHL Head Offices,

Eggy216

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#2
(This post was last modified: 09-22-2019, 04:26 PM by Sean.)

Ilike

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#3

Decline

hodOOOOr'hOOOdoooooooor hoooodor hOOdOOORRRR, Hooooooodooooorrrr HoooooddddddddoooooooRRRR

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#4

Great idea, long needed change with the growth of the league. Cheers

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#5

425 TPE IFA for SMJHL? Hmm

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#6

And here i was talking about taking the entire send-down budget for myself.

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#7

The new senddown formula will be available shortly (a few hours at most)







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#8

09-22-2019, 04:27 PMWannabeFinn Wrote: 425 TPE IFA for SMJHL? Hmm

There should be another announcement coming soon about players who have been in the J more seasons getting a higher cap

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#9
(This post was last modified: 09-22-2019, 04:38 PM by SpartanGibbles.)

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Quick someone make a team

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#10

09-22-2019, 04:31 PMSpartanGibbles Wrote: 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[/img]
Quick someone make a team

epic

[Image: owenm43.gif]
[Image: 9vAsr7c.png]





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#11

09-22-2019, 04:31 PMSpartanGibbles Wrote: [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABLEAAABgCAYAAADikuDNAAAgAElEQVR4nOydeXRV1dn/782cO+4AIWHIQBhCIAQEIqMggyBCiCBhCCKIyCCKgGheEDCFJMQQwV9RsY11QEkxEXiJ6Nva0mrbqFWqVN/i0KitA2qlL1qywgqw1vf3xz77zOfcezOQwYe1PmuRe6Y977O/53me7YiLiwPx44Ix1uZpCCWtzaGt0/9jqiuifdGR2g71846fB6Jt6Ehth/p5x88D0TZ0pLZD/bzj54FoGzpS22nJfu5yudCnTx/069cPAwYMwMCBAzFo0CBkZmZiyJAhGDJkCLKysmRWr16N4cOHw9HWhUBYN462bGhtnf/mpL095qM9tAOi/UH9vOlpb4/5aA/tgGh/UD9vetrbYz7aQzsg2h/Uz5ue9vaYj/bQDoj2B/XzpqfdKh8ulwupqano27evRsQaPHgwiVgdkeY22s4yiXSWfDQn/22dBqJ165f6eefJR3Py39ZpIFq3fqmfd558NCf/bZ0GonXrl/p558lHc/Lf1mkgWrd+qZ9fORFLWGN1KBGruZXYURpBMPloznGCaM9QP1fy0ZzjBNGeoX6u5KM5xwmiPUP9XMlHc44TRHuG+rmSj+YcJxTUIlb//v2Rnp7esUUsgkOdhCA6P9TPCaLzQ/2cIDo/1M8JovND/bzlcLlcSElJIRGLCA4rxbujKeEdnY76BYLoGFA/bx9QPydaE+rn7QPq50RrQv28fUD9nGhNfoz9XC1iBetOOGLEiM4rYgUyV2wubZ2/liifphwjrlw9EMGVH/XzprWvzpC/jgKVdfPLj/p509pXZ8hfR4HKuvnlR/28ae2rM+Svo0Bl3fzyo37etPbVGfJnhpmIlZGRYRCyBJ3eEqu1Owl1ws4B1XPHpq3rj+q/Y0D13LFp6/qj+u8YUD13bNq6/qj+OwZUzx2btq4/qv/2hxCx0tLSZHdCMyFLsHr1agwbNoxErNZqxNQJOgdt3Y6I9l0/VL+dg7ZuR0T7rh+q385BW7cjon3XD9Vv56Ct2xHRvuuH6rf9YSZiBbLE6rQilt+/B38FAHyNl/OpQQaCMYY9vMDw9cuLrmgn9i96GV8DAP6Kve1o8GCMYdHLPGU49RD8fj9NdgTRSaGXWoLo/FA/J4jOD/VzguhYNCUm1lVXXRVYxFJEBqMg1B4FCMYYPJ6H8K6U5pcW+do8TcGQuOwp1J48iZMv70D2FX62z+fD7lOSiHV8Pvx+v3nZZu/AyydP4mTtU1iW2Pz6ZozBs+AlqQ29iz2+9lNXfr8f848LEWs3fO0obQRBEARBEARBEATRkWmKiBUwJpZWZNAKQu1VgGCMweUql0SsM3hpobfN0xRMmic89wku4RIa/vECFlmISC3zrO14owEATsnCo8/nQ9m7koj1Yp6pYMMYg+++P+E8gMZzb+DBwaGlkTGGaw99Jlt7yXU1/zjOSG3oIW/7qSu/34+8FyUR692yVhOxAn31oa9ERHOway/UltpHPYjj1M+JpkL9vH1A/ZxoTaiftw+onxOtyY+xn5u5E7aIiKWIDFpBqL0KEB1VxPJ4PIiJiYHb7ba0hGoJut/zR5zj5kWy8BisiOX1ehEbG4vY2NiQRR2/fySe/rv0jJcWyAN7c9tQa5kNBytiNff5gdJDZs9EcwjUrto6faHmo63cA6ifE+0Z6ufUz4nOD/Vz6udE5+fH2M9dLheSk5PRp08f9OvXDwMGDGj+7oSMhSZiscQcPPL2l6hvhPTvEhp+OIcv//YMbmMMjCVi1iNv4wv5hEbUf/sZavfnIS0uDozl46WvAeALvP/Ot5Bv89c9SJj1CN7+sl757VIDfjj3JU4fuM2YZlnEOo9zZxtwSU7Ll3jvhXuRLZ23iD8MX7z/Dr5VHoa9jCExR/u8Sw0/4MsPT+CRnERVOoGPfjGYV8KMw/gCQqThcaVY4iP4XwDA93j1rhHY9NKHONtwSTwIjfXn8O1nv0fJKD+8Dwl/vpewyO+HXwpS1fDV5zgjXyOV1yOzkCg15Ox7X8aHZxtw6dIlKHfm6T33p52aBj/x6Y+V8lP9O/WQRxaxGs79H5TH1ePbz/4k5ZnBt0hY3p3CHr8fLPtevPThWeV8NKL+3Lf47PclGK16LmMFeO37S/rHAl+/hPlyGzqPc+fk0pbraqTfD7/fD148/0HdqY8h3+rrl5DPmFIG8rVf4L0XNmOC5PLI+q/Gc+99iR/khEr3f2opeog06vLSWP8tznzXwP94twxerxfXHvwElwA0nnsTZZkdZyAhiPYOvfQRROeH+jlBdH6onxNE56cl+3mruRMGLWJ5PJgouYvh61ewLDEaPTLHIffOEjxy9xT4fD4MevAdnAeA8+/i4VGJSFvwFE6f56LCBz8bDK93IYTxC3Ae7z4yG+PGjcM1WTPwy0/FrZehR0wPZI7LxV279mHDdV5NYWlFLODSVy/h1h5xmmd9duh6+Hw+5B2XH4bz7z6C3HHjMGFCFpIzSvGXen7uVy/mgyVOxP0v1vG015/CQ8O92PI6FzgundqN7j4fJoi8A8DXx7HI54Nv2xtoAICGWmzZ8rr0//fwyCiGuL7ZGHfL/XikaDEyvF64yk9prvUIUQuX8NXv7sYQloYFz33I73GpDs9N9ME/+Gf44BIA/BtvbhuCaDYKT37IVZizv1musepijFt7RQm1Cu+iLDoaLpcLLpcLD8oF9iV+d3cmohMn4pF3z/OfPnkO1/r9GvfRh7xebOV+iWh47xGMiotD3+xxWLp1H4puztDUid/vR2xsHmp4Y8GZF+ciJiYGLpcLsXmiDQHnT/8M0xhD2uqX8dUl3gb+dJ9PE7MLuISvXr4L48aNw4RRA9B94TF+7qWv8PKyRCROvB+/4xfj3ydWcvHN1x03/+I4nrpzGvrGxSFt9StKnLdFfjA2A7/8TJLAPvwZhkQnYuKDr+NfQvN6twwejwfjn63DJQCXGj7A0xPbh/ssQRAEQRAEQRAEQXQ02lzEKne7kfPfX0kqxa+xvGcsPB4P3G43PB4PvN4JqJSEqA9/1pcLGLGxWPjSt/zHT3+Ja9wLZKGj4c2tiJPc61yuHBz9ShGxervdcEv4fD4bEesS3i3zw+12IzY2FqMPCiXsOBZ4PLhJKGYNb2I744KOx+PBNUIxO1ODPElsiYmZgkP/FJfPR9zuU9zyp6EW93smyCIb//dPVE/z4M7ff89T8W4pfEUnpfPfw6Oju0j5csnlEyNHVn8RCzweRdS69A7K/FFSeW1BrWQcdKrcDe9CRVQSgpScp9OPoa/Hoykbr9eLaJWIVe5ywefzweNRLLEuvVuKOCnPUf9Vy0UzSbTS1LfLhZK/cJWn4b19GNPVJde312sUFt2quv36xTypTXg17evFm0Q+x+E5uaoWaNKHfx7C5Gilru6XhLRzJ1bJwpj/4feken0d23w++P1+OW1utxvR0fPktJx6yAtv7jF8JdIwL1qq7ziUviupWJKI5XK5EBUVhZiYGAr0TgQFfZEkiM4P9XOC6PxQPyeIzg/18ytPuxCxXF1vxnMf/B93WWs8jy/fewnlN2cgwe+H1/uQbB1l+u/rFzHfNV8WF94ti5bFEK/XC/+igzj9f9zdrLH+C7z3UjluzkgwNCitiHUGxxe45XuoRZlyt1sRfN59EB5J8NFY/ah+93g8WH3inKR87EbsgAp8KJ5xh/j/P/CPf/BTPq28B0LT+/BnaYiOHoKtf/iKu6tdasDZz/6EA+unoY/0TEsR60wN5rtc8Pv93FJNiC+7Y+Ee+DhOX+Jp+M3yXvB1H49H3+c5PPvKrfDqYkz5/X7lOapg/NqYWDfx8vb7VVZS3NJOL2LFZG3HH75qkKyTzuKzPz2D9dNSTTu517tQEbGOz1f8YHX35Pn0ypZhXx/P04hYZ16cK9eJ378IKmM6k3883f6RK/DMnz7Dt+ck99BLjWiU9KlT5S6lrKV2IdrL3BflxiiXidfrNQinBEEQBEEQBEEQBEEET6uJWO7Zx/ClJNa8tMCjOea6+X/wrUos8Pl8iI2NRULGzSj9zQfgIY4u4ft3HsIwt+Li9+6DkYiJiUFMTAyioqIQGRmJ2NhYuFQi1qlyl8YVjlvQJCLj5l34jRDKLn2Pd/aMNKRZE9hdSrPf70fM5tcVEUtttaQK3K0WdPS/r/ndOfl3l2s8hGHXmTNSoj94HNc8/oH4URJnPkHl2GjZGsyXOhVrn/yzHOeq8YtjuKW7vYi1wOOR0rBIdrc8tZtbqWVuexP/BoBLDWhoBBrPf4tP/7AX0+OM1kLBiVh58Pv9pu6i+r89Hg+ioxlSp96BJ/98Roon1Ygvjt0ix+wSBCNiPSTnU5set9ut+nueqk6U8jhTMwfR0dGIiYlBdHQ0IiMjER0dDbf7dvz23/ycf//5QUzrG4eoqJuUdrY7VlMmIri8z+fDvCuwOyFBEARBEARBEARB/NhoNRHL47lfcmG7hI8qhskWKIwxXFf1OV/kn30FKyWrKZ/PB7fbzQWqzCfBN6T7Cv89ayye+4Sffu4PGxAvuZMJuFvbAo2IpXdJ83q9cLlciI6OxuAnpa3uvjqGOard/PTuhKceikdcHBdwpoj0fv0i5qtFrFO7ZcHM5/NhrPB7/PpFLJIFk+vxvHz5PLjdbkXkkP59+twoRI+thMazUGVJpSkb/9147RxP4192uW1FrIWysKIVsbze7rjjd1yh4dZe0bKQo3fpE2XQYiKWSX377n6N73x46S94ULfDYlAilkpAshax8jR1tVmKTYa/P4mhLpemTXm9XrgXHJdcLs/gxTwu/MUOqIAkNXIRa9Z/S0Lt56ieLtLQHdv/rAR2JxGLIAiCIAiCIAiCIFqGVhGx4uJ4HKVJBz/l8ZwufYVXt9+AceMm49b97+A7Kfj2u2WZmkU+FzdSMOnBN3EWAC6dxmP9opFWdJIHR790Du/sG4/EPiMwefJtKHzsMJ4vm6QROvQilsDv98OTNAWlb5zlMtXpxzBI92xtYPf/wcrUBAxc/Iwc2P3Tyslwq90JVSKW3+9H7IASnJTO/eqlJUhMHIS11Z9Iaf8AFUNjuaC29vc4J6tV3OJKbaEFAOdOrIbH49GVTXf0W3gYn1wCgLP4zYpYJVZVSCJWruyy+G5ZlByPysrdTesieAa/uqU7egwej2HJ3iaJWOo8ebsPxIIXpHYiiZradtQdD0oxphre/38Y6U/FiHGD0LUZIhbPz3/jS8kC7POXVqBP4iCMmzwPG8oO4OWfr4a7Wzn4Yy/h0+oZSBm4GE9/cF6un1O7Y+FyXYfnPuVpqz9VjmzWB1O3/14KLg/D7oSXGj7E05PInZAgCIIgCIIgCIIgmkKriVh8Z7kuuG7vH/Dpdzz+EQBcavge33z6Fp7flI2ukqXRnOfrUN+oCDi41IDvPz+F5+8eLAfLHrnjFc19gEto+OEL/PnBiZaWWIzNxfN1Ujwj1fM/P3UIG7JiZFGDn6sSsRr+hTPysy6h4fvPcer5uzFMCqZuJmKJ+Ff+q3filU//T37mpYbv8fkHr+Dh6/yqOFn3y4HW8clzGC9ZAk0WJltowOubeWwvf1EtfmhQcg004vw3n+IPe69DV5eryZZY0174J/T/LjX8gC/fewrLEo3xwtzuYUpsLqmO3tzhaZI7YVHtD9Bm6Ty++eQPeHgaM1gu+Xw+sPxKOa4ZADT+43nk5DVdxBJ1lbjsKZz6/LymfTTWf4vPDq+Cy+XC4G1/wFeqhDae/wLfSC6Gp8p5gPjoIetR88F3cn4az3+LTz6XTtLtTojGj2h3QoIgCIIgCIIgCIJoIq0mYgmXMeHGpyZG2j1QiB7C3S82NlaOTcTjEvFdBEXMLPX1Ykc5n8/Hd8+TjgmhKC6OC2kippS4xsptTggb6rhIalwq177Y2FhERUXJv4l7iOep86DPb1wcF1tiYmLk54jg3263G1FRUfK9Rd6sykYci4qK4nGzpB0DxTnquFzqNC849hUuAWj45DnMjYxETFxfjBx3F16RhK6vX1pgsMhS30OUh+ziqCoLdTmKvJn9bVYn6rpT1wuPaxYt7/Andmg0y6c6PV6v17KuRDrVzxfoy1Y8R8RhE+1M7F6or291vDb1fWh3QoJoGWi3F4Lo/FA/J4jOD/Vzguj8tEY/bzURSyCEH30cK3VGxO5t+nPUljN29xGCmfoacZ3+GiEYWbnNmZ2vT4s4x+w+Zs/U51d9jvqYuhzEve3KRn1c3EfkQX1fbZoWyjvzvftgJFwublHkcrnkXRQbXt9sEFv0aRFpMCsLfRrUf/v9fss8WTVufZmqn63Pp778Qq2rQGVv1x6s8kS7ExJEy0IvvQTR+aF+ThCdH+rnBNH5aU0RKy0tDf3790d6enrLilhE+8LnG4THTnPft3+/uRPju/vANLGczuP1zUa3vs6G6ExNpa3TTxBEYKifE0Tnh/o5QXR+qJ8TROcnlD7tcrmQnJyMPn36oF+/fhgwYACJWJ0Zv9+P2KEbNHGcRDysbz59C4fuGYkusbEai7bOCE2GBNH5oX5OEJ0f6ucE0fmhfk4QnR8SsQjbxuH1euXYUepYUCLW1Y/B7Y0mQ4Lo/FA/J4jOD/Vzguj8UD8niM4PiVjNKLS2TseVQAQkj42N1SAC6XeGcmjuZEeTYeeE6q9zQf2csGsXbZ0OomXrk/o5YdYu2jodRMvWJ/VzwqxdtHU6iJatz5aARCxdgbZ1WoiWq0uazAirttHWaSFari6pnxNWbaOt00K0XF1SPyes2kZbp4Voubqkfk5YtY22TgvRcnXZUv38Rx/YnQbJzgVNhkQw7aKt00O0bH1SPyfM2kVbp4do2fqkfk6YtYu2Tg/RsvVJ/ZwwaxdtnR6iZeuzJUWsvn37YsCAARg4cOCPS8RqbwRbyTTItz9CqYf2Uo/Uftq+rVA/71hQPyeaWu7UzzsO1M+JppY79fOOA/VzoqnlTv287bETsdRCVmZmJjIzM0nEam2ok3RcOmI9UPtpH+VO/bzj0BHrgdpP+yh36ucdh45YD9R+2ke5Uz/vOHTEeqD20z7Knfp526MXsdTuhCRitUM6eydpL/mze5bVsY5aDx0xzZ2d9tIPOnv+qJ8T7aFO2rofdPb8UT8n2kOdtHU/6Oz5o35OtIc6aet+0Nnzp36WPibWgAEDkJGRYXApJBGL+FFh1jGD7aydYbAiiB8D1M8JovND/ZwgOj/Uzwmi86Pu00LEErsT9u/f31TEEpCIRfwoCKQ4N3fCay+KNkH8mKF+ThCdH+rnBNH5oX5OEJ0fvYiVnJyMPn36oG/fvujfv79pcHeDiOVyuUAQBEEQBEEQBEEQBEEQVwohYglLrIEDB8rWWJYiluMP/wFBEARBEARBEARBEARBXClETKx+/foZdihUi1hZWVkkYhEEQRAEQRAEQRAEQRBtg9qV0CqwO4lYBEEQBEEQBEEQBEEQRJsiRCxhhZWRkSELWOROSBAEQRAEQRAEQRAEQbQL7FwJScQiCIIgCIIgCIIgCIIg2gVpaWno378/0tPTNVZYajdCAYlYBEEQBEEQBEEQBEEQRJugtsIKWsRS/0gQBEEQBEEQBEEQBEEQrY2wwhKuhHoXQvW5sojFGAOh4Pf74ff72zwdBEG0HtTPCaLzQ/2cIDo/1M8JovND/bxzo7bC0otYesGLRCyCIAiCIAiCIAiCIAiiTVALWOqA7nqLLE1g97ZONEEQBEEQBEEQBEEQBPHjQi1gWe1KSCIWQRAEQRAEQRAEQRAE0aboBSwz8Uq4FpKIRRAEQRAEQRAEQRAEQbQJgVwIyRKLIAiCIAiCIAiCIAiCaHPUApZaxDL7nUQsgiAIgiAIgiAIgiAIok2wE6/0cbJIxCIIgiAIgiAIgiAIgiDaBL3LIIlYBEEQBEEQBEEQBEEQRLvDKv4VuRMSBEEQBEEQBEEQBEEQ7QazXQgpsDtBEARBEARBEARBEATRrjATscyErKysLBKxCIIgCIIgCIIgCIIgiLZBiFZW/CgssfKq61BXndfm6WgT1u5Gak0VUvffhbi2TkunawPFqK2vRXE7yJ+apBnRuFzuAO70IEl/LN2LA7M8ODDa3+bpJK407bO9hk53XB+1HYWOQtzhSmkH6ekkxHtQV+YAyqNwPOUKPC/DjW/KHUBJDB5rD+kKNj0E0ZHoMxKDcnMxdMYo9Aj23OnZSGjrdDeV4lrU1xa3fTo6AMW19agtbvt0hIr8jrvejdFBnL8hPwIod+D7xb7WSdPkGDSWO4BNbsxr0Xv78MYWB1AehlPj277cCeJKE6qIddVVV9mIWHnVqKuvR72K9icO5aG6TrtQCyRgFNfWX8FJbyi67z+E1JoqpJQvafXnxZcfRGpNFXpvHt0q9y+u1baH9tkmOp6IlTvJhS8ecALlDqDciQsFMajOko7H+7EvPwrnSx38eGkYvlvlwfJ4fvyxFfy6b/KME/YvVjmBMie+XdBKkzljYIm34qYbfoufrP0A+9b/HfvWf4CHbn0RN/Zpu/pPGPg4Nt/xd2y/Lkf+rffgR7Hx1vexe8372HPXaexasB8jmnh//Rii7Rd1qM6Tzi2uNfSX+vp61NdVI68V8p1XXae6d0cSsQZhbkQhCh1G7nBdj2XOQhQ61mGur63T2TTSh3vwxtoINJRIfVjqx/UFMTiQ0UbparUXcXNG3xgFlDtweY1RbG/pdPFFjP1CIOj0NBP3bAciJrTi+NssxKLJidOT2zotgerTgcYVXjDmw4lNqn5U7gDKnGjYGoXa8dLHmjQv3rg7HI1l/PjlkjB8t9yDqdL9Ktfori93AGXRqIwPNh0unC4xuYd8ryj8bpoLnxaEyWlAmRM/bIpFRVqg/Kaj76xcDM2djJTe/Le4XpnoPzMXQ3OmIrVvN9vr46+ajKG5uRgyNj1guYZyblMxCid5qK4L8h08rxp1uvOKa1XzK2MtImIZ3qHi/aheEwaUO/Fdvhfp7aAPBIPZe29xrfK+0TIilnHNFbAO9e8/IdaX3TuuETE+NGVM86NyjTPgB5Rdy8KAcgfO5bfwuK7/sJLow5FVEapxLBxf5HvlcSx9uBsfbXZyga/cgcZtUXhjIh8Dk9K9eHVtBC6UqsbIghib8Ufql1fgPTVkimt17boYtYb3at24EPI9Q2zXRKvQ8iJWe2nElhgXau3JEqvLpoe5ZdQVsY66HokHqpBa8zR65LfOM4yTIB9M2tvXnY4kYo2eHo0L5Q5c3uxCQTxD7rxIPulscmMe8+PAaj5hns33ISnej99udKgmdLEICcdb2Ve+nLlY9L/YekMxsnsl898T52D68Pw2+7Kb0Hcf7ln6B2xd+TZWDpF+770fm+94DbcMzpDSWIh1q1XHW7CtaYWkK9U2r1x7bR1uwCpHIQodd2C2X3fMuwD3OApRGHYzxrd5OkOnYFEELpY7cHlHNH410s8Fk3g/Zl3lxYHpygvplUYsyOuXea/I8w6sdgS1EGluupLS3fiyjIsSB1ogPc3Dg5gl4Ygd2DZ1HJAUN74MUsBpO/w4vp7XVd0MZrTUi/dj3/JwZc6M9+L0TgdQFoFTE/1gaR58VqKybkhx4/MyvlCsCCnPunSI34XousWFDarzl8+MxV/me7E1zQ+mmrfPLgrQ3oR11LSRSGCKgJU1fSx69eoaII1d0fua2Riam4v0rISgzx2QGei+TUf7zsgXykHPfwaBKg/VdS0tYol3qAi8MYIpAlZZOE5P87eqwN3S6N8tzD62Nf9dPcT3CsM6MsQ2EKp1kjw+RKM6xDEtfWIM/lPuADa7sNomPbWbW0f411qcieeEoW6GHyzRi78Vqp47woWzZQ5gZzQq0xjSJ8WgXiWA5U6LwRdrXTg4yo905kf1nc4Awpuxb11Zg4/g27VpGyyuRX0I7TKoexJXnFBFrGHDhtmIWJaTQzFqDaqn6rfiWtRVF2tU3brqPL64M1N4Lc7X3lutuEoNzaDw899546zWXKNfZBoWnfp7MwYzZTqkCWD4Xeh1tAqpVc8ipaYKqYcK0U11vMuSe9HrmYOKyHX0F+ixdCC6rtuFpBcqkXqkkltwvfA0et8/FYwlouu6neh98CBSjh5Cas0hpBx8BD3WXcvvOW4jetdUIfVwMeIZA5u8Ej2fOoCUI5VIOVqF1CPPImn/BnTVnPs0kl84qBzftw5de1rnyWwS1P+mLU/z863U8+LaOlQXq+u1DtV5eTZtQ1dHUrsK1AYM6dCLDjoLGp4H3SBXXBuS+p+U5cH7m8JxUf5i68RXczw4uZ2LUPIEPcKFc+KleEwsn1S3x2KXNCGLRd65fJ/hy83yG6NwodyBCxtdKByq+6oT70P1qghcKHXiYqn0dXqVBzdrjjlwsVSyBiuMxO+usslTtwKsXfm/uPeaiZbn9B31Arat+BseWvs37F13Gjtzd6KvdGzoda+jaGYh5sx5G3vW/R2lORvBRr2EPQsPYv68P2P3mtPYu/4DFM8pwUDGwIY8j6J1v8Yc9TOGVGLn6l9jjvTFmqXsxb0rfot5WU9j+9qXMEucd81vsW/BXuW63ntx7x2vYmFvm/zpxh27McR4ndVkGMpEaf18g4WXaL+aMVt5VnGtefuXf9PcT92mi1FbV408cVz+ohtqPw2AZxnudxSiMGIuBumODXKtQ6GjEPdHTwZjDFnu27A+bCu2Obdhu6MQ25ybsMY1UnPuf4Xdg62SJdd9MWPB/BOxIPJebHVuwzZxTex4pDAGxrpjmHsp7grbim2O7Sh0bMfWsLuw1D0M3RkD883FOkchCp2bUSA9s9CxFZsjlmKKXnDTMXWGEKhjUZhofR7/0uzE+fuV8eHzHD/KFkXi+yInLpbyF9DGHRH462S/5poLD4Thgji+LRJ/mSpch/3Ykx+FH0p4f0dpGL6/24VdKQxqa5aLJU40qu7/vrjebrxg9mljiV78em0EGsv4tReLwiUrNGmhaFlmQaSL+bFnfiZnP4MAACAASURBVDS+K3LicpmwXI3GqxP9YNfG4j/CQqY0DPWFYai/y415QaRn+cwYfLPNiYtlDrks35/p44tY2bLHiQtFwmKWp+uD6TaixMBYhC+Lhkf8nexB7JwwOJc64bzViYgpHvilY74JEQif7kLsnDCELXXCsdyJ8OuDPD4qCo4FsfCpnu3PjkLYglh4bdqnvGgSVm92dS7PNWE4XySVU2kYvlvrRoE0N4k5rrHUgcuS5cA3yyWr4UwX/qWZj7w4tZ2LTW/YfYCRF6WROJHBFNFItdBUW2otmc8/Av1nmVcWIITlVd0MhtE5Ubhc7sB/bglRJNWnQ/dse9HVh1fvMxHATBDWUZmj+ssC1pBJVyGhq0hHf6ROmo4hOTnIysnF0NmzkDl1NHomMBisuEI4t9uAUciYrYhlXfqPQPr0mcjKyUFWbi6yZt2AjNHp6KpO4/RpGDI7F0NzczH46r6m+VHeD83FC/37ojiu/72+9ne6dYCy3qivrda+B4ay8BbtujAWu4SAtTMSJ1RtcupEF77Yxse6y+VOXBBWfzOi+Vigaovqj5JPzYzh41SJyiKvNAzfb3LhJ8yH51dFoEGMz9J9XxmhHgedaHhANSZpxkEj6vcSMwFC/a6eV11ne9x0fWWx5pKfZ/Y+bWIMYfbsgPUjjRuiL395oygHL04VqsZyjSWvH3uWReByuQM/rPAgN56P89+JeUuyTqrMZFg2JwoNpYrlZn1hGL5f6kVSugd/2RSOi2W8Hhq3heNCMMK/arxsKFHGw09uicUX28LQWKpYT70izUFqizMxTl1e7zZYkNbN8OPoOn05eFBXzsW7SpP0VKwMZM1mIhDnVaPOsOYxX7tZ9WPeNvTvi0Zh22gcoby7Gu9r9h6t/i3Ee772WtPadW2xku92IPZ1BlpexLKoWMMirrhWu5BSN3Ax8MmVrJvMDGKA3ronD3lW6rC+k8mdSf985W9N2nXqrXpwbZ7FxFB0f+QgUmueRc/blqLn4Sqk1jyM7oP58bg1pUipqULKI2vQpScD65OFLsNSwZbu5ILXzzbw31ki4kaNQZc+DF23P85FrYqN6NqTIS5vO5JqqpB6dC+/ryEeViK6LshDlz4MbPjdXLSq+TkSc1TnHn0ciXmpYD3noUclF9N6bRpomS+DiKUrW4MablL2egHTMGCojosBQjuxKvez+lIQTBtQP0ezoNfnSUY1SIZqpSi+mmyRFrPxfswa4EeSmHDvc2GJOHe6tLDY7MIr0qT2r/nKxCMsCM4u8qniYbmx7xZu8fHDCu42of+q81qBEygPw5k8H5LEAqLcgY+nMzy8nFt7nZmnshTJ8Nua0Q+d+ic8vOxZW5e8vgNX4ypp8Z6QXYOy9b+VXISSMW/BRyhf8VvcOnykbLU1/oa3se+O32JBf8liKuVxbFn3V6wdzsDYXty7/nUs7SfuPw9Ll/4v7psgiWhCwEphSJhwAg8v2KtYg111BKVrX8eqq2cibfCj2Lj8HdxjI74ZX7i1wr3t2KAeC03aZXBjit3zbYQwCxHLmCbV/cz6sMYl0SjyhtpPA3F1zCYuPsWM1x0zi4c1DOM8mejJGPq57uRuh+ELMFJ1bqHzTsz1dufn+6dhedh2FDruxTJPPzD/bNzhKEShYyPyfAwjYzdiu6MQWyLm4mrG0NObzy2/HGswy8/Q3X27JFxtxM2efmBsIm4J4wLZ7W67fHmNArUp4kuzA5e36cz907wok6y39kh9FGs8mmsurOEv51Nv5C+9KIzFLubHgVVh8sv7VJUVydlFPtWC3IGzy7g1WMHiCM397cYL27TF+/CG9AX58xt9SFJ9BQ4+HpZVuhTLVDHO5eZE8zF0eywKmbIQkC1egkjPhkV8oXNhIxdk0sfE8g8JZVE4mqIsKD+b6QdjPry1VVcWFvjHRcIx283/7ulG9M3hiM6W0pXsQuTycMQO4Oe6ZzvgWBADT6p0/bBohK2IgpsFcVwvlnXzIHppOGIG2adP6xZjX+fyfFIWgbfG+BURSiykZMsASQBI9OLkFkWQZUwsvCJQO8yPyjVhirWUXZsYH8stDCRLJ61o5Ef+FBfO7OTPfWWEmSuREJCcOD1Z6RdCfBVC3XK7BalJOsS9hehqJU4lJflwcAVvXw2rPQEsL4V11AykZWZhwMwcZFw9QPPxkzGGbn37IyGhK1jXAUibwUWk/oOZaTysgOdOvxq9siYgc7ZOLGM9kNi/D7p2ZYgbMBqZubkYmnsNeqssuIbOnISUNHsrLvHOaPYhhc8VedqFof49TfN+Z/IBXVqnKO+loXkHiHZdv9yD4+vCcLEgFntUY/Do6TFoKFPGZnmc3ezCavHBUSXMnt7J2/jJ+TFc7NgSi4J4hqSZRsErKcuLssG8b/xKstQ7l28+PmvHf/O8iPcLK5EoeBHLRNDQ1JHJmsvufboZllja91idYMWYQeSS42Et8eD4nWG4LMYzxrBhAX9HFuP8rmXcgvPyao+mLytznAd1aqvOeB/eksa0QO7ucrrLI7iXhGgr5Q6cX8nnZE2dayzOlHHsw6nKWMMtsxz4+CYlz7I16TAXzkrimsECOdONbySrrQOWbpIBRCzb90T7fqx/X9Su++wFJ0N7MjlubINNuGdT2jWJVy1Oy7oT6tBUqK7CDV/1rRZMqntpztc1BFulXn2+VcMzmCBrB2/11wrLzhGieaKaLuvKuUj18G2IY1OR+EwVUmueQOIcBsbmSIKRJCipr11TysWlqr1ImK2KUzB4LbfqOvowug8X59+OniphyjYe1uC70KumCqlHSxHPlHOTS+bI53T/KRexkn5yvWW+jDGxtOVj9qKilLfZwKKdWA3XG9qSeqA1swgMpg2YpEM10Vq3PaltmLQ5e5SvJvoXXTPfenXcDcOErYthIhZsl0uduCwv0vi59l91tK4RQhi7sM6NTUnB5Ckb+Yv/ji2TsoPvF8OPomx5JcYwBsZ2Yv3aU1g7PFl1Tg6WLv0Im69V33MlVt72d9x7jfi/ELQYBk44gfLFj3MrrZS9uGf5rzG/L7/frLmnNfGwWLc5mDPvHSlm19tYc9VI+7RajCvqr8TmL2HWbTIkKyzb59u8BFqJWPoXFNV55n3Fvo+F1k8DYRUPayPyfJNt42GluO5AoaMQ26OmgTFx7n242dNdPmdszH2SRdZ4blnFxuPmsEIUOu7BAs8srDG4MV6P2x3ScS/D5Oj7FYsuxsDY1VgYXohCx3/hZo9NvsSitzAWu6Tf9LF4NNaUZVE4bhMvR4wVZxdprzkqXkrll+RoVJpYcGrGGiGeS8IPYwwFi8NlcSDQeGGXNrMvyGJMCzoelkW6mEm+NPk2cT0JmB7hXqYpf/FVOwJvjNB94Rbuaeqyt0AdD8t7XRjCpqkXoGpXQw+il4UhJlN1/aAYhC+JkYSpQMfdiFoRCZdkRe2dEq57lhnauSRQnYv5RG3BJNrzuXyviWWA+rg0v0n1d25zBC6XheO0jVWJIGA8rHIHzq304M5Eniex0Dszl7vx7ZMsMcwsJ5LSpUWqjQhlng7pd5tNCES7FVbX/7fKjU021pgcYR11AwbPmI2hubMxYIidW2B/SZi6DqkpgWJcmZ87NCcHWbmzkTHKKJbJ9B/FRazrRqC7nMbrkdY/sBui+p0xsHChnTeCFrFMPrIEK5KIdt3wQDhv/+vUwcNNPkRoxEwxNvD6F4L7f5Z5UaC2mGeqY6YWgEpf+3h6EOOgRV401jDNErFsXMkM7yb279NmMbFC8WjRxMMSY71qTtXGNlRZ8pY6tSK5yTgvruUfX4x9ufCWcEurzkDxsOTxUlybHYvvNcKTUuefzWRaMc7MzVtlCfpGvjGeo8GqVvwuxrjSCNTahhzRv7NpY9fZvyfa38t8nS2ON1XE0q1Fbdb8Qd2zSe2a3A9bmlYVsfQTiDLgmbhZBZh4AolY2onJJOBcABHLzOXMKGKZ3NfMnSbUgXf4avQ6XKW4CarotS4RLL8QyTVVSH3ufu7apyEVXdfvRO9fSq6Ez5aj+5xExG162BhXSxamdqN7T108rDH5SNi3H8kvVCLlhaeRfPiQ6nqz2FmjkfBEFVJrDqHnGuu8WcXEshOplMEv8ILYcH+7xbHNIGLfBsyCAiqCnPULEE9/XZ2J+6EdYkIy+OibfPlRfTX+cI5LWqiqvqyoXDIq4hVrDBgWwerFnDJZXiySXGxkIvHaCMYDSC6PlILHO3FO5SJizk6sX6sISmb0Hvwo7rrlLRSveAcPrvorHrrr7yibXcCPD3keRauP4jr1Nd324t51ryG/t/45b+G2QQyMJWP+wr/jvgnJYL13457Vr2NpOpMErN8hf6AQxFZi5W2qeFcpe3HPytexZvQc9GYZuGr0Uey86y9YZecqaRWQ3dZK07z9G/tBEG0mwPPl++mtpCxFLKN4r3lZNXmW6dhuNQ40S8QKNh5Wd2R45mFlRAG2OLdhS9hm2WXwDleKRewsIVhtx9awAhRouBWzJBGsMHK25FrIVJZat+N6NhIL9IKV5rh1vublSbHtDDsqacUD852X/LgzJwbfbA1DY6kTDYVhkpshF2dMr1G5WR2VRCXhFqHm9HQzFyi1YBFovLBLm3KtWswINjCvfboUsUyzkFMvKmVxT4yZgdMjL2TUZalZRPhRsTIc3MU6DBdKnGgoiMavxwQSYLQiVcwSB5xLwhB2s5pouLsxbkklC1IcjRVXoOPMi5h8yfJqYCzCl0TD0y1Av9Pl0b7OzeLSqOavHDHHqcUcE+Ez0YMPJNHoP0uCceezj4clFpRqYWDq1Bj8u8QBlDrRWOZEo+Re2rjSXECtvlO1kAw2HWZtz+paOUi4sPiweY5sSTUaPQeOxZDcXAy9/mokiuPdUpE0ZjIG3TALWbNuQObMHC5EzRiFHvp4WEGey9EKUl1Sh6Dv5OnInJWDITfMwJCcXNnFMaTdD5l+nWAyPxrmuiaIWCZiTHAiltKu35vkkayownFyjK5+y/g4p+kXK7howq0yw/HWTGGJGIPH4hmSsl34pkQag3c40VgUjm9u4VazLN6PffOj8V1hGC6W8uOXVf0n0DholZ9AH7pCcifU1I3eu0L9TmD/Pq21xLJ/R7Krn1PjzTfj0MQ2VFmwQfexQx7nS41z4tcLfCZuysLqy2zMCxQPy+RjiiHtXmlzCO6erJnTTVymk6YqXhsv662NmeIuqPbayJ0Ui+9KuRXh0+mBytq4HjbEV7N8T7Tvx+brxuaKWGYxsZpxz2a1a6KlCFXEGj58eNNFLHny0E8iTRGxLH2mTQbjICyxghOxQgl0GOzgq3IjXKO45XXd8QS3ctoxS3Hl++ntNvdJRbfin/PznilA/E9+rlwv7rl1Pxe6fno74tTxsAbfhp5VKldBxtBt19P8+u1TlXhYNeXoLuJf5WzhromHSxAfYkws9WTYEpZYwS+O7S2xrNuA/QLb3hJLFfsnWEFCHeNKc0wXUJQxJI1XLA0KTa4T5s//ucWr+nITjdNr+AR2YYX01UdjYm18jiUqFxD7ALQ7sX6tJCiZHR9SiZ2rfytbRnHLrY9wzzh+fOh1r2PP3J3aa0a9hD0rqjFB9Vvfa36LPSqXxQkz/4KiG+7ArLl/xc7rV4IxbnXFLaz0nMb6UdlYmP+BzrqLi2HcusuCABOUeVBIO9Em0PHQnq9B78ptIWIp97QWt8zT3coiloiHFZ6Hq3TH1PGwUty3YYujENvDF2KMn0ERqLhboD52FkdYVZkLTiNj70GhoxCbYq6WfxsSeze/T9T1SJHjYS3DZOm47F6oFr5MkF+a9f1e95XVTOCR3dskV0H1NQeYco2yhbjYVYm/xKpjABnTZvIirhEH7McL+7SZXBvvwYchxcOySpciWqgFB/Hyfi7fZyLuBU6P2XbsIq5S4xoPRguXEjuhwgyNi58bUSrXQD2+CRFw3qAVONyzHYgc5w/qOGMM7lwHokb54JoXhqjswBZO2i/3AeYIMZ+oP8SoXKkqsqX/b41FgbhG/uASjcoUJrt1Xt4Ujc8KtVYmlgSIhyWsxyzvJdx/SqJRbWblmOJBXYkDKIvEK3a7hDYrHpaFFZcJwjoqa/wgMJaElKm5GJo7G+lZPcBYH6ReNxtDc2eif2YvxDGGrlnXqs5Xx7gK/ty+Y6fx3ydfxS1V+4xAxuxcDJ15DXr36grGEpB0LU9Hv0Gh72hojLNkE36iqZZYTRWxdKK36PeyNaKIeWXjwidEUB6fLwwfT+d9ryA/ApfLnTwot+Ya1WY9i6WdD4VYttmF1UGMg1Zp0c7lRtHQXsSyWeMY3Mqs68z0Wv2HtmDfbXSugkKwkj9I6OcWOR5WDE5vcWjm1Q06yzirPqr0ZZMYU2JMCzoeluI+b0i7sMySxkzNe4Ch3Ski5uc5fuP8niY2MxHWwX7sEeFFVgfhKh1EPQYMoWHTJkIWsew8veTr9e+lQXjbhGyJFUK7JlqEzMxMZGZmykJVs0SsvDyTAIyGhUotas0WNKGKWJYxsfSNUScgmMReCUXECsVlUOmIq1Bx8hiKphjP6bJ2txTrajW6qH6XLal+ejvYbcU87pUsGKWiy/iRiNOIR4qIlVwyB102P8qvf/JedGWJiFt4P5KOViG1ajd3L1THwxL/l87tsqyQnyssr8TxmifRIz8RbEw+ejxzCKk1lei1cSimFB3DyYpVAcpAW7aW5dmEmFihLI7tYmIFagOWE2kwMbH0LwirKnDyWBGmmN1PXgBE4lXJHSR7gA+TE7VWAknpXpzarHoRStF+3c6dFCvvRnIgRbUIudODJLGgKIvEiUxjPCzxxfzcYp9md7Ttmbq0yiJWOE7eWoRjJyuwyrQ/ZGPegtPYt+p/cJOIX8WSkZY2BwN7SLGtFu6TYlJlYOyUV1G+XlhZ8XhYelfE8Te8jX3rXkO+9JLWe/AT2Lz6L1ijcjnsO+k1FC88gZ3LKy13qku45rfYK8fDWobbln+ELZMmymnMuvqoHAzeuq3bx20wvizaCzZWwmhTn29or8GIWKLvVOvGZ9v4VS0jYq2qOIljRVNM0x9sPKzro7jV1d2xQ8BYBq6N4bGshJWWMXYWg+JieD9Wufvx3/x9Mcg7Dlf7FeGrMGIehrDuSPEuxEZHIQqdt+N6v7lgNT7mv1DoKMQ9sSNt8yXHoVAvVhhDdo6ZeKD92isstT6cysASffjVujCVtZAqhtZ6N6YyP+6cyzd0uLyVf3kWL8SNd3pk17DJGV7szPabL4g0FiV240XgtAl3rs9zdO5cJTF4zGbuDJwuVb5WepDE/MjP0e7salyoBEqPymJOikuYPS5Ws+uTOG4m6tvNlVpLKQ+ilzkROUa5hz/JB5805+sFKf2uhoGOM8bgmRaGiNxIhM1yy8Hg7dqnPh6W3RyhxHfhblXKXOXk5aqb45KSvHhLvbOWiEsmlamox89z/LZlaB8Pi6nmSJX1jET6YA/e2BimcqPx4edzpN0CGU/jqxuVnX9nhZAOJvUpM+uY5dd68PgoJZ5k9jgpZldZBGpH2LR/k50F42RrrFHokSZZQM0ai56MoUvqUAyYmaucr7aQ6hPkudOzkZAwGP1n5WJo7kz0Te+KhJGSqDV2IBjrhu5DJ/I05F6LpATz3Q9DeWfUvHvp5w3dWsD4nmZizRVAxLLrAwbRWxZFJPdBIYqoRND0NB+2jvXJVpuiH6HcgQurPdLvkpWN6Q6pQhyR+orcl6R2HWgctHnXNI1VbPV+rX9XN8QWU6OLB2sW1NvufdouJpZNfsx361NchYWFoyEe1mIfRs+QYiVKlnHyOC/FKGOMv4eXjeZjsvHDjwcfl6nGFvVct8mNeUGnm7cHfWgQkR7hJq15D9CEIlDN75v5+KOxSFal6+wiH1iiNK6VhePjmT6d9ekUFB07iYpVZnUchGhj9Z4YoB/bi1jmu2gaYiUbNAXde2mAeMkB79nsds3AptitmYhgaFkRS787iEllmlZyk9wJtbuLWO/EJe1yYGicSgMNScQy3F/Jp3F3lGKloZoNXsNvlyyg1HGrJIRwdWALurKhiC/7Od8RsKYKqUcPIvnZB5Cw5RH+2+FnkXK0CikvVKB32Wq+W2DPWUjY/xRSag4h5cghpLzwNJL23Yv4MYlgTBcPa/jt6PnLSqQePYiUI1VIeUHaHVEXDyvlSCVSDx9ESk0lUp5VdjlcVWE1yFmYlJq5gtr4v2vL1bila2gWHna7E1q3AdP2rbcmDORaJfn61xbzlzjLxSxjKMiLklz1+Iv/hcIovJzBkJTtxlc7pN/LuJvKq5OUbZ0L8qLQIC2EL5eE4bu1LuyTzIK1FhyKJcaFFV5U6Kw7krLc+GSbMFmX0lAQgwMZPpy4h//eWCR23pF25VpVYf1SzxhYtzuweMGf8dBdkuXTutPYfcuzGM8YErIqsX3tR9i79n3sXlmLNVMOo1ATD0sdoJ2Bx8M6jQ3TK7F97Wk8tOZveGjlq1iZrQu+Pvwoyta/jVVZFhZgzBgPa+CYF/GTtR9g79q/Yvfav2FX/vOYKVmI2bV1u91JDbsA2ZlZ24hcTXu+3szZPNZVYJNrFZa7DrWEiDUFRcesFm4iHtZ23GYIkq6Nh9XPvRwFzkJsd27FNsc2bHFuM4mHZYyd1c+zGHdJ5xZKOwveGzEPYxkDY1djbmQBtjm2Y5tzO7Y5C7A+ah6u9fGYWiIe1jrXIOl+avdCu3xxpk504dOCMNWOpFI/3xqJ/73BuLuoPF4sikRjGd+h73KZExdKVNaRsvWAExcldykxNsgBidO8OHmP9rmN2yLxh7FMt3sTP18vDliPFwHSxnTuXCVh+P6BMMWNwmruZMGli6V58P5mPk5dLHWgcUc4vlnuluIh8SDM50ulGIFlTpy+LkB6GAOL9+HE3XxXSL5zoXqc9WPTgkht/ZU7cLGI78Ro13/V8bAYY/APi0HEUiccKxxwLHcibJ7YOdCD6GURcPVRXa9xHwx0XLr/uEg4lkXCnSx+s2ufWpfWQHUu5pqLpU5cLnHionqe0M1xl0uduFwahnoxl8X7cGJjmCJoqev6PhcetilDq3hYykJTJb7lSxYMpWFoKHHiQmEEPs33yG2DZXhQp86flMY3pvE82NVl8PGwfPifu8L5TnSlTt5PisLw3d2xODLcb/3uyBgU66hpSJXrui/6XC9ZYw1NR+qUWcjKzcGQWbORNWumtDOgSTysrmnBn8uYIlxNvgrd00Zg4KzZGJozC0Nmz8aQmbOQZYiHJe1+GMQ8ZrWjNZ8vdHNcbTHfycwknIcmNo963rMVsezHaNGu1dY5Ig6S+ECw55ZIXChV+v7lknB8s0BpB7LFrUroSkr34PQ27ZiBMid+uNuNDcyPylV8vGkscQKlYfL9NfGwLMZBu3dNM2sZXl5KqAy9ZZb63bm4uk5jPGD1Hq9fc2nrRfc+bbbYVwkGdvnRWykvmR3N36NLpTFI2ilWGw9LjGnKxx7uaujD8TvClV0ipXFc7C67YYE0r5U6gdJInBimGtNK+Nzxww6lvYSSbjnouiqWl8aN2fAe4EfF8gh53rlYpJ3nWJoH79/vVMbprZF4P8eHdJWwbsZnM1ehwlJkCcJ63vI90b4fBxKxjDtxF6O6zrjWUrQBc1c/s1A3wd+zBdp1oDUTERA7AasF3AmNhBJA0RKzmFjtmECCRfvGLB6WGrtBjjAn8GK2I2IvsLQwpvGw9CRjwsy3UTq7QNl1sFk0va03b+fS5j+/Q2G7cOvAtFG+zGNodQw61twp7aBXHoa6mcqHhcIlwqX7dsv+6x8cg/BblUDrVyKt7lyn1lrLpn3mzuQWbEG59JlaC7YU1mOgEnTdaGXV8lyZdHSs9t/8smtzWn2MVnY6FW5iSdk8NtblzdJO1IyBJbrxz3IueB7t1ZzndbZ3zY6anw6abhJZWpUrumbqpNgJWC0vYoW4jbolHUzE6tCIeFiSVVabp4cgGOPxsGRLLTOSkTX2f7Br+fOYEChg8RWgRcR7gmgCj5kEdSVagX5unCl3QB0TJSndi/e2cNewN0x2evKPjYRjhQPOmyMROyxwXKqWwQ/vtREIm624EVohrExQ5sQPm2JQnRXE/Q3B8lsZsQOlZD34vsEl5grRXtJBtFP8KFwYicZyHh9Q7Hz68HL9jtN+3DkvynAeQRAEoeUKiVhN2LHPDhKxrhzq2FltnRaCkBh/w9vKzoX6Y9e/jt1r/4bS/OcxI8CW9q2O2W49BHHFaE2rGEILd+m4UOpA444w1Bc5cbEoDN9viuGuYW2ePgb3TCfCljoRPtMNXyuJ+x3Z8o8gWoPKNdKul6Vh+G6VNnB2UrYbX2yTXGoLxQ6uEfh0vpdvhNEO0k8QBNEesROwWsWdkCAIgiAIgiAIgiAIgiBCxU7AIhGLIAiCIAiCIAiCIAiCaBeQiEUQBEEQBEEQBEEQBEG0e4KNiZWZmUkiFkEQBEEQBEEQBEEQBNE2XNndCQmCIAiCIAiCIFqK/s9jZO6+9rmLdntOG0EQRAelQ4lYedV1LbtNPe1ySHRIEtFlwW3ofvdt6DacgfW8HT2PViG15mF0H2x2/vVIPFCF1Jqn0SPf/H7df3oIqTVV6LVpYDvIXzMZ4cK5cgdQGItdjGFDfgRQ7kD9Mu8Vef5jK5xAuQPf5PmuyPPMqFzDt3r/8sb2sSvaj5kWn7cIojWI96CuzAGUR+F4K+zqmjvWg8OzPNie1g7y2mK04u6f8X7snO7B4eleTG3jfHbplhrUefET3sSoSXNbNz3dNiBz0R/Rt4fyW8/Jr+OqsVPRe9rvkdHfJP3jajF2+obWL6smpI0gCIJoGh1WxMqrrkN9XTXymnPPZolYxaitr0dtcRDnNTedqvzX19erqEVxO2hETSp3k7QX19Zr8he4bNUkouu6neh98CBSa6o4R55F8lM7EZ/dWnkZiO4/PWgjHjWRPtchWXw9DwAAHGVJREFU/iflSHpelZeaSqQc2o+ed4wGY8vQ80gVUg8/ioQcBnZbMVJqqpD6xEZ0MbvfuI3oXVOF1MPFFl8Cl6Dn4Sqk1jyKhHGtU1ZTJ7rwaUEYLpZzcQVlTjRsjcTvRjHICwFJdGrus+blRQLlDjSu8IIxH05scgDlTpye3MrtmjEw5sWpQgdQHoE3Rohnm/NlvgvfWByzW0iK/FlxLt+N0yUOoDwSJzKalgd+vYrSMNQXROONaT4ktXoZBmB8LOqt8r89FoVXOD36cUuhDtV5V07EKq6tN5nPgp2n2il51aiTylF7LA/VdUpZ68tXM1eGMv9OjkGjTd+6vMbT9u3fFj/2zI/Gd0VOJc0lYfh+owtbg837JjfmtXi6PPio1IHLJZF4bYT1eeKDw7l85QPAYyvCeF62uLBB+i1pcgwuSP19V3wblneGm4/hJTF4rDnXm43/s2JwsdyBxnuVfLcqvQ4ge80/McmM23+HPkHco0/OmxioEimDFb+CZyr63fhnDM5U7ts1eRK6ssXImFWNnlbXjf0jho9lqmtyEN/N5LzUpzFy2Z+RkTXoyqWNTUHRsZM4eVJwDEVTAjxrVYXqfIljRZjSqm1kFSoMz1iFipMnUbHK+ropRceuQNoIgvgxohex1KKVXtxqVyJWi3AlLLHyqlHXEiKWhfDT0eDiYx3q9HkprtXWreXixZwumx7mYs8zhYgfkwjGUtFl/GzEL7221fISt2QHkmuqkPpMAbq21H3nFCDpSBVSjz6NXvfdgLieDIwlIm7UVHS7Q7K80l3T9Sc/R2pNFZJL5pjfc+1uXjb71yLO7HjOFiTVVCH1UCG6tUI5JY2PxX/KHcDOKPxqOLcMyh7gQ9kU/oU5d24ULpc7cHm1p0Wep7FCamXrAgPDXDhrs6hJyo7FuXIHLm92ocBk8VWwmC/izuYHIxYpIlndDNXvOku0kPNguN6P/CmxOFvGLQ4+nt7OrLvSPKjb6QDKIvBGqwnWwcCFFb1gdOUssYpRqxsz86rrOq61cXEt6uvrUFdnnAe0gp2u3HVzZVPLQFhUqgWV9s6uZeFAuQMX1rlxZyIDi/dj1lVePD46cJ+90hardmngHyCYMhZpxiPlw0TdjLYdi5JmRPO5a50bo5ty/cxonrf1Tbu+9UlF0rRaDBlmLkZ1GVdrLnpJXDv/OSS0VFq63Yj+N36Ea/XPWVGL/qbWfamI73MTel31KPrPfBfjFr6GEfP/jBE3voohk/8fknpZPCelCEMWvYtBJh8mu2YdxkCzOSbktClMKTqmFYFWVeDkyQqssjh/VcVJ0+NTpkxp3bYwpQjHdGLUlKJjOFYU+LmrKk4GdR5BEEQotKyIVVyLuupiyy+kxbX6L6Z5qNa9oGq/ahtfyOXrZQHK+OKu+S2vGnXqr+NqQUkjYnGLqWL9F1zN9ernaNNusJKqLZZeps2ezb+OW31Ftipb+xdx63vmVdehtlj5cl1bLJVLbbG2vPX316TfQlCSykdZuEnPMUurLOgVozagIGdsG9YMRPf93GKp17pEk+OSpdGRZ5H8wrNIOVKF1KMHkfzEdsRLolDc4v9C72efRcqRSm7VdPgAkkqXcNFHsnRK+WUFko9IllGHD/D7SP9PPvQ0kkryg7tP1VNIOXxIthZL2r8RXXsysOG3o2dVFVKPPo7EPOsvmF02P4rUmiqklC8BY6OR8ARPR8qRg0g5XMmttp4qR/c5vCziyyWLriOVSDl8EKk1h5By8BH0uH2oyf0Y2PCFSNz/C56Ho1VIeaECvbbP43mYuho9n3oWKUf5sdQjzyL5Z5tsRbxdy/iX9O8XGxeD/29ZOBrL+CLlYlEY6gvD8I85PiRlefBRQRguljr51+gdEfhohrjejz35UfihxImLpdxK6Pu7XdiVwqBYEUlWSMK6oMyJxhInLpaJ892yiDR1ogtfbHPiYqkTl8uduLA1CrXjpcXREA8+LghDY6n2WvFlPHdaLL55wInLpU5cLnPihwfCrC02Ujz4WBJbak2sEUZPj8YFSeAK6su7hUAnW2qVSnmWrDG+W+6R3VKWz4zBd0U8zyhzoqEgBpWZ2uv1eRD1KMTGZTdE47sdotwcuFgUji9u8mnu0bgjHI2lDr7QU6chzYs37g5HY5kTF1RWI407IvDBdB+GXOPCma1K/V8uCcN3t3qNCz2VgHVqolRn8T5UL4/EDyVOXC7jdf/DphhUZ/FruDjhxIUHwlRtLxxf5CnCoV352I9ZViJWte2YrxmHm/HRQyvYBBhnreYAzbivvd7aWjYP1XW1KA5mzggKkXazecBkzlfNj8b3jGDmGz3WbmLLZ8bgm23SeFDuQOO2SLw/U2o7smVOGBpKRLsPxye3xOKLbWFoLBXXROGVEfw5QpBp2KFqr3fE4uTd4bhQ4pTv8cVNPrAZkuix2YXVhnEjCl8WOoDycLxlKub68PyqCDSIcVMa6/Tp4BarwZ0bVJqZ3jrWutyFiIU1HjDmx/H1auukaFQylRWWZJnVrHFImh8u7gzHBam+9POD3f2F0HlZGmsvS+3hL1P9mvZiNZZYu57r6iNgOqV5rzQM54ukOpHq7EQzhP2Esa8he9oGcwtvxtAn548YYCEGJUx4DUOzW8YSq0taKYYsOo3saUUaUSxh7G8wdOxU4zVpz2FY3qsYMvkJ9L1qFXpMfF1jidWksrj6BEbddAC9ujUzbQFZhQorESuAwKVcr7PmMghQ3IJKWHGpBaYpRce0Fl4Vq4yWX8eKMMXwHL1FmcpCa1UFWWMRBNHi6MWqzMzM5olY2hdXrStDIBHL4CJo8kXVKGKZ3Le4VnWfPORphKd603uItCr3EaKP7ouu6r5y2u2srTRpMUmDqQhnhj59auzvKQQ2zeLKQnyS76G3hDLkQ38vXk7BffUOvKgIzV00EfHlzyqWWBN1L07C0qjmWfRcdzUYG4ru+7mIlLxrnnTeUHRbLFk+CQurmt3ozhRLp9Sjv0BPSfhRxKND6LlGnZYg7lO1F92nJoINv5u7+dX8HIk5DN1KntSlyTyvmvhVcjysQ0jacSPiWCK6bt/Pn/PERnSR42FVIeWnq9GlJ0Pc6lJJYCtGvP5+g29Dz0OHlLwOvwu9jlYhteZxJF6fjx5VVUit+SkSxkhiYcZIdLH4SitYkhfJX7p3RuFXI/06cUeIThGoHSb9NsKF70odwM5InMhWWXKVReMA8+PAqjBcLnfghxUeTFUtdM4u8lnGw8LOKBzPYmCJHnxWJtz9GEZPj0FDmQOXt8WgIo1h6o3cKky9SFw+1ov8RAaW5saZcuXaqTPE4jEWe9IUKyvzRYkflWvCrONUyWJMFI4HGzNGCHRbtKKXsEQzposvAjcsiMDFcgcubOQLIGG9IcQpq3ha2gUmA4v3Yec1PqQzhqlzIzUuP4Y0TIyRXACjUalaoH020w/GfHhrKz//4+lKeW2/xofseP216jLz4tRmLjQoFhk+1Eq/ncnzIYn5UbiEp5tbSwhxglurLI83pj1Q+VhjLWJp5kXd2Kof64zzZCgoaQh4H8McIH0I0aVFPZ7n5enmWXkcN368aBGXfzMRSzXfGH8zqwPzerFFiFFl0ahUWUxuWBSBy6q2kT5G6ltlUTiaoljmoDyCC0kqS6LzK/l49auNwu3XpxKiHTi32IckVfvEA9KYpG6f4n7C0jPei9M7xfMUy8wL69zYlGTMV1KWF2WD/WCW6VAE8cDnBplmmzFFj3qMEWLV5fVR0rjLx45X7+Njx4dTWTPHIZP5QTfG299fNZas8SA3niF9WjQfk6X6sR9LxLhnEk9LVx8B0ym3szB8fiMf9zR11oS+lzD8V8i+8XEbS6oNyLzpGHqbHeu1D0NzKsyv7VaBEaaWW2+aCmIJV7+Cq+cdQ5807XtGl8zDGDbVWmBTEz/hTVnE6pp8E5Kyn0DG2PuDLItU9JpQi1E5P0Vit5ZPm55VFZJwZHEssEVTIBGLi03KfVTnm1hbyeiFKN3f9lZZJmkiCIJoJmYillrICl3E0gkYalHDXsQyf9EsrlV+sxKx9CKS+ho9lvcwEZMM6dU8R512m7gjevHH5AU8FHcT5Uu46h4B7mkqLJkJb6q0Gq+xt4yydBM0xULEUlu9hbr46Xktupc9IllKHULKM7vQ/Qb+YiEsjdTudLKg9NPbjffKL1S5CSpiVa9NQ1XPCxRM3eY+G6Xg6T1Xo1eNuMc89DikC74u3AAFB7agqz5+lYiHVbldcQUU1x3Ygq4iHtbRvUo6ZVFvN7rr7mcU0kS6fo7EnNukPD+rcnUMBh6n5d9SnKWLD0ThjUmSmGXiunZ0nW7Bk+LGl2LhMUYStFSxUISF0Ll8n0U8LAc+zxFWOh58Vi4WB16c3M4tF+RFhIi3tMXEGkqkoywaB5jJtcyDOv0CSEKIYxfWeEyC9AohLiwk9xhz9x8hCobj5Bjpt+xYfC/KOMWNz8u0YtnoG6NU4pQiKurzIBaEZxcZF0XiHnxxFiANcjlJolSaB5+VKEKAIa+iTlTCIov34Q2DgMUwOkdyTV3vVspZWK9scWGDLE4oz9K49AQsH7s6sRGxDGOpOM/kmua6oMvWUAHGYsO8YZIWWwtg9ThukY9mu8BbiFj68tGIWPp5KnQRSxaj1G5eJm1D3+eFZc1/lnn5+CbafUkMKuLVfd2Bz2YyRYiWxzMhbCgijdz+7vQgSX4eFzeE+7H8vDQvXl0bIVkYOnH+bhf2pZvlUUnHx9NZgHhYFucGnWZv0DH6FBHLJQlE4Tg1XinjU/lcJLq8yY0lJteHNg4Fmh8C3N9kLFHEpGhUBhpLrOJhbXZhtaY+AqdTtp5VuTVW3xmccGhGwvBfYcySl5BsFjdKkHYII3N2mxybin6zfoN+Qbjv21ly2dEl8yCGXb/H1lWxa/JN6DGkHP0nHsNVN/8d1yx5GyPnKNZZib2CsBLrdiv63/gOsqcEHzIimLQZUFs6WQhYjJmIWFOKcEy2fBIWWgFErClFOKaz5lIEKJsYV2YiljqttlZiXDizi51FEAQRKnaB3FtExFILI/YilrlFkvoaawFKfx/1i7PWzU7jymEQsYyuE8GJWMr5Brc8vYildzG0cuULhNrqLcA9TUUy24WAdbBi64VAKAGEg3DvMFgJBEnPqxG/63HJzc/E0kg6T7jYJW2firgb1qDHExVIPlyJlOeflt0Ek3fNsxarhHikiocV8n2EyKUWm0xEMSG4pZQvMcSvkuNhqay3NO6Bcjysu5R4WOpA8Jr7CcHqEFKefxrJh9QUI76nyONT/PojFeh176wQ6sePO+dGcVcQaUEjv3wLKxdZsHLiQiF3L5S5x4XjwqWtRHesMAynp/sDx8NSi1Ti/2VONOiftcKD9HS+IKwvcuJiEXcPksUOca067pRFkN+kbBePJ7UzGpUmVlYF+RE2Apd1WYqFZaB4WPLCa40HU8UiqtRYfl8vMFqyyfdN8aBOWoi+msmQO4kH6r9QyutJuOV9eaM/YBqSmB8VK8PlOr5Q4kRDQTR+PYYvttKHu/H+pnA0lDjRuCMMFyQXLFmsi/fhxMYwlbWVsUzUCzf1s9NNxAm1CDo6UPnY1kmwMbHU5xnnp+Zv2mGWDvVzrCyIA4tY1puLBGkx1aS8XHlLLHWb0LcjvbAlhO3KeKMLorbdM+jdnQ1CtOZ+/B5alzMhGIXjrZliXInBY/r4eok+/GqdFBB9kxvz4v3YNz8a3xWG4WJpGOp3OCWLMa2lT/0yL1go5waT5hBi9MkiVhl3mWtc41FZTzrRWKL9cNCscSjQ/BDg/qZCp0p82hBgLLGLh6Wtj8DpNFq6qTcYCaW/DULylD9jzE1VyJj7PkZOuDVEa6JUJE39PQZlBuNGuAGZsw8hMcQxIWH4ixg2vchGJHoYQxb9CUOnPcddCZMHofe0P2LwoNCe0zXjIIYvfjOkIO+B0xYEqyosg7tbW2KpXRADiFhmQeF14hmPu3XSKFLpLK+MgpvipqgVrEjEIgii5Wl5EUsnjNhbYqmFq2ZYYqmPmbgIqu9pb4nVPBHLLM+mllgtsluhqrwC3NNSxDIJrq62xArFpYWXVXUIrpGBFzdNdquZcz8XZg4XI162NHoCiXOk44Nvl37bj4TbC5B0tAqpVbvRfUwilPhakpugxc5/BvEoJ/T7aO4x+C7JKou7Fir5Ud1nbaJlPCwlFtgEJDxZhdSag+h5e6Ii1u0QYlMi4vfw33pvnaC73+3oqXJ/tCvjuLztkjXX40i8PoS6kb8g80Wc4eVbLDzMLKGYcr5GuJGxiIelsi7QLA6EhY6ZhY0qftVbkrgiFrZnF/lMr10y3ySWlMpiyGx3REXgMlmIBihHu3hY6tgz6jI22/1LjXk8LMUV8sJqD26errhRFibychcLptphgdMgu06a1fEIRfCrTufP1liBqNJiDH7vk603lJhAivtR3Qy/SQwarfAQqHzsaYqIFUrsv+Cxs0aWCVHEMroH6i2xrpCIZRUTy/JjWbAu+/p2pHXzEm1DHdtP9PnGNR6MNhGxD6zWjW/CEmhrLArMdk6drhdGVKKV1KaFhc3lABstyCLJJhdeWS31mcVepDOms25Up8OPA0GfG1yag42HpR5/uJAViROZ6vqQ8i1ZWY5u7jgUYH4IdH8xlqjbQ8VK/tu/5vsCjiXieqNlq3k8LMt5zMzSrSmbeyQUICPvFEYKq6NuGzD45o8wLOi4VoOQPOmPyAo2DlTaIQy/4YEQxgJ+/2EhC2ssNBErYRX6557C6Nwn0Suh9dNmxEbwsYwtFUDEUl9n5zKoQyNUBSViWeWBRCyCIFoevWjVfBHLJiaW/iVYHyukqTGxGGPyC3l1rT7GhzE9rS1iae5r2FVQH79KS9C7eGjiqtjf01rECiEmlh1qoc4udpaMsaw1sVZM2o5luQyeifg78tBVxGXKuAEJ+5/lMaJ+MkvlOie5A/a5TjleMk+xctqzFIylout9e7nYJFlEmVk6McbQ/adcPOq5lv8d+n204hRjE5DwhBTs/Zn70a2P9KyMNVJMqkeRMM4qHpa4byq67eBWaCn712riYaXuvwtdWCK6rNvN0/XcdnTrqbdSE4LfQfRaJ7lO9slCl5vmoqvOOkwWsSq3Y5rly4wP5bO82DpAch1M9OFny9RWR2JxovpaLLtYRMiLtqQkP9Zc48XNTHnxb7xTWC35MTnDi53Zxi/vRnc7nfWSWByURKNaspBKT/Nh61gfRguR6j4XljCG3EnK7nynxjNl4bY9FoWMWw99vtOhE0iU7eF57Bhd+Wji2ah+NzH3N2Dh9hjoi7y8SNwSKwcuzh7gQ9lon8n1fkwe5cHJDWGaOEDinH/N93GrDalORbkHmwYzt0RRZxdX8sDOiuVeFI6nqAQsscDWtTfhdiPSVrLYrL2pxAmdFYld+di/tCtjaGgiVkvFjtLSaiKWwSqrLUQs890JNfO6ZSzLIGKzmFgWMaZqG9KYkD0uVmNhabTMMVrDaIQVEyHaYAFmIoyJc4SoPJoxsEwvDk/xYpYUByt9sEcVL84tueNxK8qkdBFLzszSxxPCucGlWT0eBOxDYtwtV7lIynHuuDAmXAObOw4Fmh/s768Ia0JUy50piV5buZul/Vgbejwsy3ksgMXZrIDj1iD0Gv97jF78e/TP0Fkd9T+EUctfQ98ALn9d0koxeM4fMTAEq6Uu436PYUEGne+a8SSG3vQb9E9vWqD4pOm1gUWshIXoM+1NjDUrh2anzVrEMewqOKUIxyzHKCl4ukGEUotY+phX+mv0x21Quwzq3QUDBGtfVaHOL8XEIgii5Wl5Eau22nJ3QiVYuuLuVlxrsiV4SLsTKseLa42xlLT347sntbiIpd8B0US00sZ50pWDLNZMQdEx84He6MZhHvfDzPXPzp2w2m53Qtt8qercJJZY4J0UjTG8rF0XrcuFLX0ASS9UKnGjjh5E8rOPoMf66xDHVPGwjlQi9chBpBw9hJTn96PX1oX8i9mcAvQ+fEg59oK0k58mjtVB9LxN+9yu2x7lO/cdqUTqkUeRsDbE+5i5Fw5fiIR9+5VdD2uEa18Fepf9//bu5jWOOo7j+G4eTEiT7iA1rNIQCCW0BZNSzEHRQ20PLYJPqI1Iegjq+lAQaYogqKHGZVnWXjymXiIJgiRF8A8QL61Q0HoTRAQvSjzUByi7BD4efvOwOzszO9vuNLPZ9+F12of88puZ3+5+5/f9fl8Pr4e1ua7Jq+ua3DKdBA+W3zDdDp0Uxa11001w80vTLfGzizpw3JLlfz/L0v0LH+qgfz6vXNSB0xfM/3d13bzP1heauPKxxk/lfV9W6hzZp9/cVBRzZ/n28oB+fWlMz9j1YdZe7VetklGtlNFOcVifW5YWnx3S307qnp2Osf3aqLkLPTWmGxf6VKt4j1c/GNR3j/nvvAfsGGj6AZbT5XODbrqaSVPs1x9nx2RNjernj0w3qWrJdE6s2T9s1yzLpLS9Y8ZeLWZVvdRvpxt6P1i9wu8j7o8YT8SOIn+tiQDR9bAi7sg/sF/fvOV1hFQlo9qK6Qjovb7+sT7dWhrStdP73aDRqTPD+reU0U4xq1rF6y7YWIcmbAw5LZ0dbDh+zhhuPpnTxNyI/ixmTGfFckbVlaxbaP9dt2h2EHNMJ+b26Xf7uNXKvvMtICDQFHiImJ/Q89y3BrcbxApc/9pNL/dJIojV3AH3E9OR0P952PD5kUwQK+i7RPjnZd0YYuxCCEwT813zNXtN2H7bqznVtMvv2Ij+8gUXnF1UDfWw3B02XlMCJ7Dh7qY67+2MdNMa64LvLzx3n5fubK+Z/703pG9P5DRh5bRR8NYqlbwU3eZ6WO08N86YG9eDlteQE8QqDmmjboepE1Ay6YWdWIdafz5Evr+zlpSyqpZNmuNO0ZwPl6e88yV0ra1rHLDmn4PAeljh42y14yxyzh/8VDMLP+rY44XQmk8PnfhejzxxJuSYzWry5HXNPR1j19LhTT0aWNDd9nJAamF+WUdfvB45vjgOPX9TRw9HPecVHZn/QQ/Pzcf/O22NLbzjoJu652od7GnqINhQE8vy1cq6odVCQasN615IJ0Hf6xprXNW9JqA7YWBXQ+e1dCcEkIAEglh39+W7p7WxzfeudSytMc3zElwPC50U0Q4ad6R1sKRbOYG7Pv3ylNelcnnBdOz651zrdKPdw3m+F0R30OoGOX11PuvbYdQtuIaY8x4V48ZUN4q7nsbOMAGANjjdCP1dCQli7XXdFMS6Y85OozbrNgHovENOW3i7K6Fl0pV+ej8jlQd0LWZqSa8I2p0arvN1tTonrHh9CL5DhMhpeX5Q1Uq7TSAAIAkR3QxtJ1e+ZhcWgEQQxOpVvRDE8nXy2/XxAD0tp9XFAd0uZVS91Od2fby1NKyt4922qwS4dzbetDvzlfq0XRjVYjtNIAAAAPaYzgaxAAAAAAAAgAQQxAIAAAAAAEDqEcQCAAAAAABA6hHEAgAAAAAAQOr5g1YEsQAAAAAAAJA6BLEAAAAAAACQegSxAAAAAAAAkHr1QaqZmRmCWAAAAAAAAEgfglgAAAAAAABItXw+3zKdsB5BLAAAAAAAANxT4+Pjmp6ejtx55ecGsaKe1EntDA7Jm52djbTb44sr7HyKG83d7fHvNcxvunCdcx4meTyY33TgOuc8TPJ4ML/pwHXOeZjk8WB+04HrPH4Q63/TQLVkbBG6aAAAAABJRU5ErkJggg==[/img]
Quick someone make a team

thanks me too

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#12

Classic clipping tool

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#13

09-22-2019, 04:24 PMEggy216 Wrote:  5. SHL Send Down players will impose a $2.0M cap hit per player on their SMJHL team regardless of SHL salary

What's the point in having SMJHL teams pay up to 2m if the hit will always be 2m?

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#14

09-22-2019, 04:37 PMFlareon Wrote:
09-22-2019, 04:24 PMEggy216 Wrote:  5. SHL Send Down players will impose a $2.0M cap hit per player on their SMJHL team regardless of SHL salary

What's the point in having SMJHL teams pay up to 2m if the hit will always be 2m?

It's this part:

09-22-2019, 04:24 PMEggy216 Wrote: The reasoning behind the $500,000 minimum cap hit is to ensure that send-downs are still counting against the SHL salary cap for some amount, making it impossible to stack an infinite number of send-downs on one team.

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#15

09-22-2019, 05:45 PMEggy216 Wrote:
09-22-2019, 04:37 PMFlareon Wrote: What's the point in having SMJHL teams pay up to 2m if the hit will always be 2m?

It's this part:

09-22-2019, 04:24 PMEggy216 Wrote: The reasoning behind the $500,000 minimum cap hit is to ensure that send-downs are still counting against the SHL salary cap for some amount, making it impossible to stack an infinite number of send-downs on one team.

That wasn't what I asked, we sorted it in SMJHL HO

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