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bobknight33
(Member Profile)
The newest Warnock for senate commercial is the old Walker for senate commercial with Trump endorsing Walker!
ROTFLMFAHS!!
The newest disgraced twice impeached ex president Trump property is in partnership with Saudi Arabia….undoubtedly on the crown prince’s dime… in Oman. Now they have Jared and Donny in their pockets.
Remember, Jared gave MBS an “enemies of Saudi Arabia” list based on our top secret intelligence, and MBS quickly arrested and executed them and paid Jared (not the US) $2 billion….now they’re going into business with Insurrectionist Trump for a minimum of $4 billion investment. Trump has zero money to invest in this project, but he still has lots more stolen top secret documents to sell to hostile foreign powers.
Time to raid Maralago for real, unannounced and searching everywhere not just a pre arranged precursors search only where they KNOW stolen documents are hidden like before, and search New York, and anywhere else Trump owns, rents, or has access to (including friends homes, senators homes, etc) before he sells Putin an enemies list (including many American agents) for summary government executions just like he did in Saudi Arabia.
Also revealed today that Trump tweeted out top secret classified images from top secret spy satellites directly from his morning briefings without declassifying them, disclosing to our enemies exactly what orbit our satellite is in and what resolution it can achieve. Specifically, he tweeted super high resolution images of a failed Iranian missile test. He is too dumb to understand why that’s bad.
Ariel Sheep Herding - Timelapse
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Ossoff to Perdue: ‘You’re a crook’
The thumbnail image for this video has been updated - thumbnail added by BSR.
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)
Gay robot makes Craig Ferguson cry
Geoff was built by Grant Imahara from Mythbusters while he was still working at MB and doing other robot projects on the side.
Apparently he nearly died in the middle of all that, he had so many projects he worked late into the nights and worked tired a lot. A 500kg walking bot he working on fell on top of him and nearly pinned him while he was working late one night with nobody else around to help.
It was a sort of bet/challenge. Grant agreed to take it on if Craig could get him 100k twitter followers (it took less than 24 hours).
Alabama Abortion Law
Love the satire and fuck religion altogether. I'd love to see all the RW assholes deported to Trumps buddy MBS's country...
The Impossible Jenga Move | MythBusters Jr.
Huh? When did MB come back as Jr.?
Robot Reel | Image Engine VFX
The thumbnail image for this video has been updated - thumbnail added by BSR.
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)
"Alternative Math" - The confusing times we live in
@drradon: I agree with you 100% on teaching both and teaching basic arithmetic first and then leading on to proper math once that foundation is established.
@dannym3141,
I was first blindsided by it when my kids came home with multiplication homework and were adamant they couldn't answer it the way I was showing them because it would be marked wrong, it was the wrong way to do multiplication.
The link to the full Manitoba math curriculum is below. The worst sections are under 'Mental Math' with the idea being that you should be able to add/subtract/multiply/divide all numbers in your head with a dozen pages worth of tricks. The tricks being what newtboy was calling 'proofs'. Our curriculum calls them 'techniques' though and I've included an example from the Grade 3 curriculum verbatim after of how it is supposed to be 'taught'.
Overall Math curriculum:
http://www.edu.gov.mb.ca/k12/cur/math/index.html
Grade 3 example:
http://www.edu.gov.mb.ca/k12/cur/math/support_gr3/number.pdf
From page 56:
Describe a mental mathematics strategy that could be used to determine a given basic fact, such as
-doubles (e.g., for 6 + 8, think 7 + 7)
-doubles plus one (e.g., for 6 + 7, think 6 + 6 + 1)
-doubles take away one (e.g., for 6 + 7, think 7 + 7 – 1)
-doubles plus two (e.g., for 6 + 8, think 6 + 6 + 2)
-doubles take away two (e.g., for 6 + 8, think 8 + 8 – 2)
-making 10 (e.g., for 6 + 8, think 6 + 4 + 4 or 8 + 2 + 4)
-commutative property (e.g., for 3 + 9, think 9 + 3)
-addition to subtraction (e.g., for 13 – 7, think 7 + ? = 13)."
Now before you think me and observe there's nothing wrong with showing kids some extra tricks to help them, that is NOT how this is supposed to be used. If you read further, students are REQUIRED to "explore" multiple methods of calculating answers and must demonstrate they know and can use all these 'tricks'. So instead of providing assistance for difficult calculations as it should be, it's used to make ALL calculations difficult, and create extra work, AND makes kids just learning the concept completely overwhelmed with everything you MUST know to get a right answer to 2+2=4.
And here's the link to the Grade 11 review of the basic arithmetic:
http://www.edu.gov.mb.ca/k12/cur/math/ess_mm_gr11/full_doc.pdf
And for the Grade 11 students and teaching them to add/subtract/multiply and divide, the teacher's guide describes this like a subjective discovery process with quotes like this:
"Consequently, mental calculation activities should include periods for thought and discussion.
During these periods, the teacher should encourage students to
-suggest a variety of possible solutions to the same problem
-explain the different methods used to come to the correct answer and their
effectiveness
-explain the thought process that led to an incorrect answer"
An important note is we are not talking about solving complex word problems here or anything, but specifically for calculating a basic arithmetic operation with the different methods being those described from back in Grade 3 already outlined above.
Could we see some evidence of a curriculum that asks for proof in the form of reducing all numbers to 1s and summing a list of 1s?
It sounds utterly mental, to the point i can't believe it without proof. I could believe that they may ask a kid to do that once or twice, with small numbers, to show that they understand from first principles what is actually happening, and perhaps to teach them to count better. But as a way of teaching to add, i need to see it to believe it.
"Alternative Math" - The confusing times we live in
They play this like it's a hypothetical future when up here in my part of Canada it's actually more historical.
A teacher in Edmonton was fired for giving student's a zero on assignments they didn't hand in:
http://www.cbc.ca/news/canada/edmonton/edmonton-teacher-suspended-for-giving-0s-1.1131453
After a few years in court he's won on appeal but yet to be seen if that's going to be the end of it. In my province of Manitoba, there is a tacit no fail policy in place where keeping any kids back a grade is almost unheard of. Not only does it require parent's permission and approval before holding a student back, but sometimes even then kids have been pushed along forwards a grade, ready or not.
If you look through and provincial standard math curriculum, it includes gems like this.
http://www.edu.gov.mb.ca/k12/cur/math/mathcurr.html
For a problem like 7 + 5, providing the answer 12, is incorrect. You are instead supposed to show multiple methods of solving the problem, like saying 7 is the same as 2+5 and I know 5+5 is 10, so 10 +2 is 12, thus the answer is 12. It's absolute stupidity, institutionalised and made into a standard. The nutjobs like those in this video have already pretty much 'won' up here in Canada and the struggle is to get back to a sane world where Math and education aren't butchered.
Diablo 20th Anniversary Retrospective
Playing it the first time after downloading its 150 MB demo over dial-up modem and being addicted right away in college. Also, meeting the butcher boss saying "Fresh meat".![](https://videosift.com/vs5/emoticon/oh.gif)
Favorite memory?
When you see your Sorcerer running away from an ungodly blob of monsters, screaming "I'm out of potions!" -- and to have him return from the surface with an inventory full of mana potions, only to burn through them in like 30 seconds flat by spamming (chain) lightning at anything that moves.
Good times.
Badetonne Badefass Badezuber Badebottich
*ban
TimberIN MB Baltic SPA & Saunas
https://www.youtube.com/watch?v=AkP8jq3rccs
Mythbusters Series Finale Video Supercut
MB rocked.
Robot Chicken: Up & Down -- "Well, that was fast."
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Transformers Ruin Your Favorite Movies
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)
Punjabi Uncle Friends Listening to Hip Hop for the 1st Time
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PNfYrltoyhcoFOe1Y2pooJdQAe9a95ICayNSG5OOnetI6mM9DLZlY5U81BI7gkE4o27pSsRJb60TBlIVxg1MtCoSUlYiLmNt2CR3H9adlTzvqOaQIhHFUftGKEriZ9Oed/danLKc9a5g+IYmPy2z/9/AP/AGWr2h3t3q+qwafYWReaXoDJke5PHSvWcz55UmzrfCniJ9K1fyEW4kF0wXy9hK59fb+VXtZ8ZeIINWe2t7Swkj34XJYH8+lalnpMOkWrhVWW7YYlkA6eoX0FZVl4Tt9Z86SK5lV43yCj7Sp/xriqPmlc9nD0nGnqA8UaqxLXmnIFA5ET5I/CkXxDNDOs1sxU9w3Q+xFI/ga6iuPOm1Wfao4Vzkn8Sear6nYQWo2q5Zh3JrlxEFUjytHRS0Z1llrNvqlqzKdsqj50PUf4iqEl/cadJ5kA822b/WRZ7eq+h9q8c8bazq2lXkVxp0/k+Uch1PJ9vpVjRfipDdBLfVkW3uGwPNX7jn3HY181ismqU/fp6o64Ymnflkz2C7uIr21E9nIrxkZ5/l/+uuP1O7azuPMj+45xIoOcH1ArMTXIYrgXdtLhZMeYgbKv7/WqfiHUbZl3xyghxlSDz/8AXrhpYeSdmjocki9PqIngI3YkRt6EevrWP4g1eSGSGKU7iy+YjfUc1xus6/PZE+XypPIYdD61H4m8Q29xpdiIZlaZUO/1GTwK9Wjg5KSdjCpWVi1ql8PNabf1TkDtzXKyXjFy27rTLu/Z7IszAnp/T+tY73HGd1fZUYOnSjB9D56q+abZ13h3xXquhtN/Z97LAsq/MFbgkdDinXnxF8TzoVk1i5KnqPMOP51yekXDHUFfyY5o4zllkztb2OMcVr+ItX0/UIxG+gaZZsCB51lG8bKPpuKn8R+IpuDbuCYy78Tandf6+9mf6uTVWO9klb5pWYn1Nc8X2sRnpVi0ujHOjdcMDS0QNH3V8HdAtdG+GGl2M8Sma4jFzNnqXfn9BgfhXMfFS6SS6FlbqI4YV2oB29f1ro/DXiG3l0OxulPmRtaIy45wSorgviHq2lxT+cpky2S245IrkrTvoj08NFR1Zw95KYWOctzV/wANz213eqnmBG7ZrKOs/amP2fS5JIc8yyMEUf1qKO2mur+GSyRYQGBZi3vXK0zpbT2PSv7Mjk5Cgkd6qX1qlrGS3HHpU+l3QhhCyS7sDByafqMkc4zgEAVnYpM4nVAzOQhAP9K5y/Qx5yea6bVNuCAOlcxfHehJPINVEmZiXTFnqnqJUWzNuwMVJey7JGSsPUrrMbrnIPFbI5ZsraXL/pZLHvWqNPnvHa6upo4lRcIickj3rl4Jmjuhjnnj3rpLvUo7fS2aEMZcd+gpvsZxZz2qTCIshPI4qgDIRmq7O80rSyElmOTTt/8AtVapqwSqHoep+JJ8xrZ20MJUfM3Lh/fDZx/np0q1pPjLWrK5S+iuBBNH9w28CIBxjooGa5yO0vGQO0DRJ6yYX9DzUm4IpGfu16soxPL96O6PQ7H4meKIFS5ec3KzknEkjAH2wDiur8D/ABT0vTJJHvbe7inlO55C+9c/TjArynS/Ht1bacuj3Gm2V1aR5Efmpllz3FUNQ1WxmiYrA8bHOVPIrnnTWx1xrNLc9m8T/Foagf3L4UZwA2K4e+8f3ZyTITznrXnAvoj8keQD71XLMS2Wzj1pKhEj28jqNd8R3GoEF2G0daxhOrtuxkdzmsh5mRuWGKi+0sHwvANNwSVhKbk7s6O78Sy2kCx2LlCBg56flVWy8WX+HjnIdCegH51Dp2mwXEZlu5DnGdqnp9aiTTo1divzLngn0rknh6b1aOylOpN2iye81s3AwRkdhVP7c571FfWMoO+EZ9RWYzMjFWyCOoI5rSlCENkRXVSL9435rrFkoz1P+NUGuGdgijJJwKp3FzuUAHoKuaHGTciR+QBnFdkXzOxxvQ6G0X7HZKu3525Y+9UdRcrGOetW7mTJGeoGD9e9Yuq3GX2g9Bz9a1lG0TKLvIpyTYc4qe2LswJOB61ThXe4J6Zq4GA6cCuVK7Om57t8I/GotvCF3YXcoMlmcw5bllbt+BrC17xbqeo3wdLhoipIjw3Arzrw/fvFd+UThZFK5969c+GvhiK/tp7q8LhSw2sDjHrWE6aTudFKpJrlOR1/UtWmcebLNvIGcLx09qr6dqOsQEMHkxnuOle9WXhSzt48SXNvfKeVNwdxA/AisLxDFYQbreztLMuGz8kIwD9TmocUdXspHm8virVViKCUAitTwJ42vptW/szUCzxzA7Tj7p7fhV6PRUmDtLCnzZLFUBOa5DR9KuYvEBYiSIQufmYYrJwiTJzi0dvrF4kcshLYVfU1xup6uC5bIEYbpUnjC7fJCv2zjGN1cFc6pJKvkgBQGz1qY0wnVdjX1fUcSF1b7wrDnuWZC/UE1Xu7wvwyg4GOKol2YYGcVso2MHNsvafJ5t4pI4Fbdx81o64zxWPpFsXk3c8c1szcRke1RK1yo7GDLbxR6RHdZl85pXVgQNmABjHfPXP4VQ8z2rV1eawTQrOCEP8AbA7mfJO0fMcY7dMVlBAQDuFb2Vkc/Nq7nZX96xUojc+tY7Xckbgt82amYEkmo2jibAwOK9JROOc5SepHHJ824nI71BLcfMwjPDdRT5ikYKg45qozgZJ/CokkCGAvG25TzTzdPjAJyeppkSTTyCOJCzE8AVZksGgGJ3QSf3AwOPqe1ZmiempEAzrxk1f0HSbrU76O2t4JZpJGCqqAksT2AFa2geH7y/ty4VYbccvK/HHtXpnwWe00r4g6bHbx70AkUSlckuY2wQO1ZydtzSlF1JWicZrOlXOksNIntJrWdADKksZRvyNVhp5wOOK9A+IoMnim8ubknczfef0Fck9xEM4Ix7DP8qxcrnt4ShGnC9yitjFsxjms/WtBj1C2LRYS4QcH19jWtJfWyD5nVfTJA/nVY6kmN0alj6hGIP6AfrSV7nRONOUWpHn5gaKVo5VKupwQe1bekAJH5n+eP/r4roZvDOq6zsuY9GvAznb5vlbVP54A/Om6n4S13RrITXdkUixyQ6kj3IBJx7120UfN4hRg7J3MaaUKpOaw52LuWOTk1pXrHAHc9apFKqrLoZU49Ri/KoAprSGnspx0ppTAxg1hzGosU53jGc+1e+/AzX7TUdMu9CuGVWC74yeD0+YZ/X868Cjiwdw6123wy0fxVLdy6ho+k3U9rEjebOEIjQY/vHj8BzUTd1dmlN2Z6nrehgXby22pM0ac45x9BzTbTTtNCg3lxKsgORtbFef634nvbR2jkV45EOGUGsqbxjK6jfkkjBrm3Op1D2s3ml20Pkxyhgo65rkfFOtWlrDiNlBPc815jL4ruTna7D2z1rFv9UurwESyEjPSp5WEqqNjW9Wa6nIEpIHG6sOSIsrPuA9CarKSDyTUjBnAC5xWmhi22QElWxmrllbNIw469KvaXo7XDgsjHnrjiuosNGitwMgM3pUSlbYuETP0yyaGLLdxU8kAYEY/StRoCD0wtNSCWeYQQJukb8h7msmzSxx8+kvd6mI1GIwMv7ClPh+IEgStiu1ezitYjGh3OT87/wB4/wCFVvJX+6KydZ9CHBM5YEg7t2MdqjeT0NDbggJ5zUDByelfRrY8pqw10ZgWXnmu60v4b2k3gOPxHqWryWt1c7nt7VYxjYDgFiTnntjtU3ws8Gz+JIQ0gAh88qWz90Y5Ndj8TLzSrTVLDRkn8nTrNVjZVUk7FHTj6Vz1ZOJth2pN3V7Hl+h6BNI6gtJCrcEr8uR/vV0lvonhnQ5Y7jVQJdoyqNJksfZV5NN1nxO08Ys9EsVsbdDgSMP3jfh0X9a6X4f/AAwk1Ayav4wW9s7NQrBG+WWbPqTyB+FQ5JCp4SpU96b5V+Jx/iLxKdTu0i0+yMVsoCwwgYGfXaOpqbwBc+I4/iVodoLeS1drtNyyQlMqTz1Gema9lfxZ4G8HqYdC0WxhkQFfO2hpT/wI5b9azINePiOUalvTcrZjII3If6Vzzlc9KkvZw5YrQyvjNEl0btVjO9GPzI3Qg+oryJdOB5difqSa9Z1fTL25SZEleRZM5Dc/rXAXen3Vpd+RdQujZwq4+/zxiogtTopTS3ItG0cT3McMNt5s0hwiAdfc+1e6+Bvh5pWl2Yv9YMU17gMqN0Tjoq+v1rF+FXhs2dudXv7U+aoyx3YKjsB/nrXW6rdXWoX0ctsjbUH7oY6j0NehRpJas+ezPM5VJeypOyLU5aSQDToEtox/rNwyzDuPpXE+LdEt76YmNbpXjBBw/Az6A9q7eJ2W1dr0GK6UcdsCsc3Ek9yIXtWExO1Co5b2H+FbyaS1PKpNp6HgHjXwtNpl2JIm8yORsABcEH6V0/gP4F+M/EzxT3VidG05xuN1eLtJH+zH94n8h719GeEvDumabqdrPqenpc6xLh445lBFsOzEf3/5V6RHC0kU7SuCRIdvp0AryMTioqTUT3qEJct5Hien/Cb4a+BdNWe/0469qIHytenKk+vlj5QPqDWOPDGi61dFf+ES0p8n5Vjs1XH/AHyBXqGt6RpqyNd61qTNzkqg/SuP1rxXHGjWPh63+yxEYaX/AJaN+PavJq4ipe9z0qVONrWuc/cfD34b6TIs95oNvc36EMLWKeTywfR/mwfpWxL4ksLYWtrqLiztiu22sLOAgEZwBhRhRn86yIo47a2fUNQkIiU/8Cdv7o9T/KubkuLi6vNQvpEKSPbSCEYxs4wAv0XNczr1KjV3ob+ypx2OR+I8kOv6xNMsCW8MfyQxqBhVH+etedX+kmLG2QcnCj1PpXc6i3lxN6jjFN8G+CdW8RR3GpSZiaME28OM7v8ACvQo1Xs2YVIxscvoXgXWNa3m28gBBlgz4P4VuXXwsvbYDdNuyO42n/D9a6/whHc2F02+IxTxtteNhj8K9VsZIL+0BZQ3GCDzXYYqKPnD/hAriI/PFNJ9AD/Krtp4SnRuLLZju2K95uNKs2bP2aI/8BqpNp9rEpxaxA/SizKujy2z0MQKDMDn2PFJcRKgwqBccdK67WnjiJARAPpXLXLGaTZGC7HoFGaylM0SRlpbzXN0IIgXdzgCta7tIdItDbxkG5fmWTv9PpU+hax4f0u8+xyTMdSn+QSsB5at2TPb69M1nag8kt5Ismd27kHtXJObbGzMmLA/NzmoOPWp74FDk96pb/pSM2yRPAuryxJFaWz3t2T80UHKxjHduldX4Z+D63dpv1fVfsl2f+XZAMp9Sep+n516n4b17w1NI2m2NxHbXQGSvTd7jFZep6xDYazJHNKt5BLxl+sTdvqK+jlV00POhSb+J3LvgnR5fA+i/Y/7Pa8RN7LMmAz5OeQf8a8O8b3lxca/d3mpRG2ZpCQjDGBmvU5/EWoaPqcIN1/oFwfLljByI89GHpXA/F6ytWj+0OzTMrb856g//rFc85uT1OuhGNN6HDWerSLqUM1hCsnkSq+X+5kHPP5V7f4o+Ij674QhSxhRJmz9okDc59MV8+SX21fLRQoHQDirWg63eabqUV5bPkqRuRuVYehpN3R2tpnsXw6+Hx8S36atrW6DSrc5mViVM7Doo9B6n/Guk8T32hWN41tpGm2UCJ8qmKIcY9wKoXniu6u/BNm2kArb3BKrGBkiTPzKcd8/0roI5tG8K6MQJFm1CUZZ8Z2nvj396i9lYwbd7mHpt3cysGMcrKf7sRx+eKk1nQIrua1v7hWVoJNw57fSsvWdfvpWhULLlyGTnkg+uOlWJ7jUEsmklcgAZOeOKlT5dRSjzLlZ1S60ljAsUUbywgAFf71Sf8JjZxurW+nyRzdlI4Ncp4RmivNMNybnEkblCjdDjpXb+ENBuvEM58yFbeyRgrykA7z6L6n69K7/AGvLDmex8u8P+9cFqO0nWdS13UI7OHw9JcSueDvAVR3JPYV6zoWg2WmLHLLFDJdgffAyEPotWvD+i6doVr5NjDsLAb3Y7mb6mqwvopLvdFMkkYbBIOcV5uJxkmrReh6eHwUYay3OaBdvibe7+FRVkB/2cf8A1q6G61oHTLq62BYoQTx3rL8VRw2N1PrQz57QeQuO4Jzn/PrWDFPLceCr1c8s4z9K8lux6mjRyWu6ve65dMqkrEDwoptppMkcLT+VvKjhSTya6fwtoObYTunynoa6ix0nKvmPavbjtWbVzTma0R4zqFte3dxvniLMpwq7chR6Bf8A9dTRaLDA0F3cNJ5rN+7V1IByOevbFevXXh3To0M88SFVy3IHPFcGkH9reJUihQrBbv8AKPfnmly2DmbOSb4Y3BvRcXMkIty5ZSzcAZ4B969V8F+GLHTrH5WRgRyR0roIreO1tJlkwUA3HI71xGr3mizSuqW8bODjdGNpH4itYy0JbvoVfH3hOOW5bVNNjUTD74x9+uM03WI7W+MMwMb9GU8YNdYkOragxh0u5vSw/gaUsgHvngVZufCGmps1HXAtzdRqMpH8qZ9z1auiliOTRiK1qTdoHgBZfUVV1ONVGJpljPp1Nac947QiK1RYoh91EXAH4Vny2ks5+dCxJ9KU8XL7KBROUvLPT5ZthSa5djwpfaP0/wAa5XxTqtvYW/2XToYoGkUh5EGCR6A9cV1HxFntPCWktNdTxW9xdfKgY5bbjnA/T8a8A8R+Kp764f7JlFY8yN94/QdqzhGpVKcklqWNTnt4Z/OncAMckdSa67R9Rj1vRotSiD+bF/o9yD13AfKx/wB5R+amvJW3vIXdixPcmuo+G+qJp+tNZXDhbTUE8iQk8I/VH/BsfgTXVLDtRuZ+1uzsL/8A1JJ7Vx0+vW8czxmNiVYrkEc4NdL4mmnhheCKF3uSfLWNRklicAY9c1mQ/CXxlLEkptbZS6htry4YZ7HjrXPFLqU9TQvJ5Z9QEsRETBhsMYwc16Bo1tfPB5tz5D3DJt3SLu2g9/TNeKW3im6ivhcR28bbB8uTwvv9a1v+Fn6osLJHaxhumd//ANaveUbHG52Om8XXeoWu7TkIlcEL5pOOe1UYNZ36zbSaxcotrCMsjMPmI6CuB1XxBquqyFpptoJ5C8VnYYn5jmsmrM2hdnoHxT8TaHrQtrfSrSENCSXnVNpPHTPeuMtpCpB7VXhgeU8A4HOalYBcRpzSOmNzu/hx44Ph++NtdRiawlbJGMmNum4fyNeqBdK1m4bULe4WcSj5cMML7Adq+fLO16M9bOm3t1YSiS1neJh/dP8AOi99CnTb1PpKw8M20lpZ3T43RRqM+uBXOeOZYljaMPkDIxVTwd8Q5G0QWeuBIpUHyzLgBh7jPBrf8D+DH8eaiNWuJnTQkb5pBwZz/cT+p7fWpqWjA5Iy945X4XeFfEniXUJY9HQRWSSfvbiZT5Sn6jkn2H419KaRawaZc2mlwf6q1jC5xjc3dvxOTWxpdjY6TpSW1jbxW1tAmEjQYAFczBqS3N5JOpw6uRn1FcNWtJx5egRhDncjrbybCkbhyCK8rg1aTRNauLSXDRNISAenWux1HVYVVVEwZ2OBivPPikph1FZ1HLYP51yzdyodjpfHd+9xpVk2RhxkbemD0/SovBs8b2kltMAysMkH607xNamPSraHqYY0T8gBWFpVw1pOpPTPNZMtbWPULKe1jiREAVVGMVae5RE+VQfYGvOr+/nTcInYDYTkDmsnR9Xu4L/zDNI6tywL5H4Ci5B2Pi/VHe38mN8b+/Tj/Gs74fWyLLJKWVndux5HUYp2qIbiAXMYBRlJxnnnNJ4XnHnLGNqnuAvPXP8AKmy4vQ2/G85i0GQJ8rOP6V4XHqLW980Zbkt3r134r6lbaboMXmyBZJeETvXguoys2ooW4LuMfnTSHE6GP+09RvGkF/dJFuOxElZVUfQVfZNSt8A312VHrMzAn6E0uknyolIx0xT9b1qx0yzNxfTKi/wqOWc+gFCTk7IG7asqar4g1TTdJE9repJcyXAijRo1PbJJ4965TxJ8U9dtoWtrK/ge5IwZIYVAT/gXOT9Pzrk/FGvXGrXP7pDb26liiA8nPUk/QCsHaO4Feph8ubV6hx1MUtomTrJ1DV76S91K7nu7hzkvK5Y/rVE6eU5xXSbQOwqJ491egqUYLQw9rI55rUgUwW580BVJJOBiuu0jQL/WbsWmnWclxJ32jhR6k9APrXq3hP4b6b4c8vVdaK3V6hDRRg/u0b1x3Irjr1YU9zeCcjQ8AaB9ksrPWdet1bWGiUYbnYMYDEf3yMZrtxNkdBXPQTyXd2CecmupS0bYvyjpXgVXzSudiVkfEMFs077SeBzVlbGFepz9aEbYTjjIqOWc+tfY0bct2cGJTjOyF+zZmbZjbUqW8YwXbkdqoNdSow2NgN1qW1JmLSXFw6xJyQpG5vYcVy1F7zsduHklBXLkkmRsXCrQjW8IyWBaqsdmz/MZHwfU1ct7OJQCU3H3rM6FJ7i/bRjC5PpxVnS47/Ur+KxsLWW6uZmCRwxqWZyewAruPhp8JPFfjtlmsrcWGlbsPfXIITHfYOrn6cepFfVfwu+F3hX4e23mWEJutTZdst/P/rD6hR0Qew/Ems5VFFGFWtLZHnPwo/Z5tILaHVvHZ86c4ddNjbCJ7SMOWPsOPc17hCttawRWVjbQ21tENkUUSBVQegA4FSX19lNqnA6CqVrKom3uwAHPJrknVctGcy7lnxNdLaaK6k4ZlrzbSbzyw+T1YkmrXjbxKLu/ayibcinBwa5gXIjJw2PxrnkzWOx0sZVryNgcgtVT4hSwz+JNJs2AIuJooyD7sKr2eoxr5bvnCc8VzkeuR618XtLjDfuod7ge6oxH681NrjWjPUtbKy7kALsa5S7iMUu3v6Gt2SZnlO1se9ZWpJjMnJJNQ0KMiazAkhww3duaRrO1D5dEJwMfL+NO05SFG48nkj+lWZThiMcelTYpsS2Plr5BAWMjIHoRyKwLrxNovhTUJpEtZprqUgsC55xx6YArbmkYDCjOeB9DXnnxFsmluEvdowRg4GPzqkETF8YeK77xbryTzp5cSHEUSnIUVU1KJm1CzUg5LCswXNrZy+Y8qKVOSM1k+JfEj390gsi0UUYwG6Fq6aVCVV2QTqRgtTsdd8V2+lo1talZ7oDBGflQ+/8AhXnuo31zfXL3F3O80rdyensPQVR3n1/WnR8nnmvdwuDhRV+p5lWvKYE5oKkdqkCj0FXdK0271K8SzsYHnnfoqjp7n0HvXVK0VdmKuzO8vNdn4S+Hep6wEub1Gs7M4IyMPIPYdh716H4B+G1tp2291RY7u9GCFIzHF9B3PvXfSiK2GSNz+nYV4eKx6Xu0/vO6lQb1Zz+h6NpvhzSRHbwx26A9APmc+pPU/jXP6zfS3twR0CngDtWtrl28xbDfKpwKw7RA85J715Mm5O7OyKUTT0KEBlOOc12iMNg4HT0rl9GXbcKMcZxXWBGx9ysZIs+EHVjyBxUJilYcRuc9MCvXNE8N6UIQzQF84yGPWt8aLpcCDyrONMdMCvrIO0TnrR55XPCU0jUJ1Xy7SVv+A1p2nhnVniCGynJJBPydq9iSONJcIiqPYVqWx2pkVEpa3NaUOVHlWkeDNb1CYRx2oi55MrBQBXpXh34YadAitqVwJ5R1RRhf/r1cEjeYealiv7pMgSHA55qIoqcmer+D9efSrOHTncyWsShEGcmIDoB7e1dRcaukiAxuGUjII6V4tpF5cPP8zk5Fb9hqN1Bdi1STMTRlsHsfaufEUklzI52djqGspFuAwze5rktV1x1lbMpdyOg6Cs7U7ufBO/k1z+qzyJBuU8tyfevOHbQtWlwWuJblznGetZras8l4ygDZmqNzczLblQ/3utZkcrrlgec07XGjpNY8QwW2nMiP+8I59qwPhHdm58dT30zE+TbuQfQthR+hNc1qs8krNvb1qz8N7qW1h1O5hIEhmVMkdgM/1p8tkM9+g1Al+Oac94pYBsVxOjatdzRBnKZ9hWubiR4wxIzis1sT1Okt9SiQngDJ64zmpFv4i/mHGc5wRxx/nFccZ5N6gMRk4OPxq2jsVUdNxB4/z7Ck0UbOs61awBpJGVByxA4/AV5R4u8YwyBo95ZcFQq9zVD4jandxqyJJtXB6Dr0NeY208tzIZZm3Mf0rpw1BVZakylyq5p3MklxJvkckZyBTMelNUngVJXv06SpqyOCc3J6gKmjbBqGuj+G+lWet+MrTTr9Wa2ZHkZVbG7aMgE+lXKXLFszSLHg7wvqHiO5CwDyLUH95cOPlA7gepr3Xwb4Y0zQLXyLWNSx+/KRlnPua5Lw/cy/8JXrFnGRFawQpHFDGNqIBuxgfjXf+Hfntoy39zpXz2Jxk67tsjvhSUC/cyuoGCMflWLrswVW+YAqNxweDWhqs7RXAiQLjBPvxXL6w7MxbOPnxgdP885rjsbJ2KEpLBiWBzntnn+VU7YFZ+/HtVuQ/MB+FVYP+PtvrUstO51GhxbnDe9dgsXyj6Vy/h8DcvA611Jcg4HQcVnJ2Gf/2Q==)