tag:blogger.com,1999:blog-19873367313667020522024-03-28T17:14:34.328+11:00WayBeyondRedemptionAustralian Rules Football TippingUnknownnoreply@blogger.comBlogger111125tag:blogger.com,1999:blog-1987336731366702052.post-27850710636803245942024-03-28T17:13:00.004+11:002024-03-28T17:13:40.910+11:00Swings and Roundabouts<p><span style="font-family: helvetica; font-size: medium;">Well, I was happy with the Saints tip. Bit shocked by the Adelaide performance and Disappointed in how badly I got Hawthorn wrong (64pt MAE!).</span></p><p><span style="font-family: helvetica; font-size: medium;">The conservative streak tipping is still going on 6 and the flexi broke even this week despite a big outlay on the Hawks. (I have not been able to determine my ranking in the flexi comp or streak on footytips.com.au; not sure if it is browser issue or with the website).</span></p><p><span style="font-family: helvetica; font-size: medium;">This weeks tips I have one over rule of the base model - tip switched from Port winning at home to a Melbourne away win (original tip Port by 7, modified final tip Melbourne by 15. I am expecting a very good quality game. The tip over rule modifies the flexi tips where I have spread 4 equal tips: Saints, Melbourne, Sydney and Geelong.</span></p><p><span style="font-family: helvetica; font-size: medium;">Models predicting 3 games by under a goal - hopefully I get them all correct and jump up the ladders.</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXfU3vGULi9w0eWoj7Je3Hfwsg8bVKMcDCuJ2H6LTJbalrxJcD8FSs1XZfRVZCCXFjxOXidfw1u_8hF-SuVSuw1MjDDfSwKgmb2aJ9yCy8eAvrSS9xwBvzFnAVgYX8aScrGwqwYsM-JziuKLTeD_callOgr_QMHjX0doRqSGrmomuF2VfHnimxCZfo4AM/s1148/round%203.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="160" data-original-width="1148" height="90" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXfU3vGULi9w0eWoj7Je3Hfwsg8bVKMcDCuJ2H6LTJbalrxJcD8FSs1XZfRVZCCXFjxOXidfw1u_8hF-SuVSuw1MjDDfSwKgmb2aJ9yCy8eAvrSS9xwBvzFnAVgYX8aScrGwqwYsM-JziuKLTeD_callOgr_QMHjX0doRqSGrmomuF2VfHnimxCZfo4AM/w640-h90/round%203.png" width="640" /></a></div><br /><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-71477634330425468932024-03-18T21:48:00.004+11:002024-03-18T21:48:47.737+11:00Round 2: a lot of close games this week (watch Dogs v Gold Coast and Port v Tigers)<p><span style="font-family: helvetica; font-size: medium;">Although it was highlighted that the Hawks would have more scoring shots their accuracy was not as predicted and Stringer slotted in a couple of crucial goals from long range. Bombers did win but my analysis is Hawks lost it.</span></p><p><span style="font-family: helvetica; font-size: medium;">The Pies are not going well (as predicted) and the model is predicting the Saints notch up a close win in Round 2.</span></p><p><span style="font-family: helvetica; font-size: medium;">Carlton rolling on, Richmond fielding a team - both as predicted.</span></p><p><span style="font-family: helvetica; font-size: medium;">Geelong snuck home but the Crows didn't.</span></p><p><span style="font-family: helvetica; font-size: medium;">Melbourne had a bigger win than I anticipated which makes the Doggies tip this week look shakey.</span></p><p><span style="font-family: helvetica; font-size: medium;">Flexi tips missed on Hawks and Crows but snagged 0.84 to take total to $2.45.</span></p><p><span style="font-family: helvetica; font-size: medium;">Streak was conservative and is on an active 4 (but 8 behind footytips.com.au leader who fell on the Freo win)</span></p><p><span style="font-family: helvetica; font-size: medium;">Tips this week:</span></p><p><span style="font-family: helvetica; font-size: medium;">Saints over Pies by 3: Flexi 50</span></p><p><span style="font-family: helvetica; font-size: medium;">Adelaide at home over Cats by 16; Flexi 20</span></p><p><span style="font-family: helvetica; font-size: medium;">Freo by 20 over North in Melbourne</span></p><p><span style="font-family: helvetica; font-size: medium;">Hawks by 9 over Melbourne (in a model over rule: to be discussed if I have time this week as I am at a conference)</span></p><p><span style="font-family: helvetica; font-size: medium;">Sydney comfortably over Bombers by 29</span></p><p><span style="font-family: helvetica; font-size: medium;">Dogs over Gold Coast by 12; Flexi 30 and probably the match of the round.</span></p><p><span style="font-family: helvetica; font-size: medium;">Port by 7 over Tigers (model thinks this much closer than my heart tells me (all Carlo Monte Models think this will be close so maybe another good one to watch)</span></p><p><span style="font-family: helvetica; font-size: medium;">GWS to account for West Coast by at least 37</span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-79060775227156031282024-03-10T08:55:00.001+11:002024-03-11T09:51:59.899+11:00One kick off a perfect round...even if it was a four game round formerly known as Zero<p><span style="background-color: white; color: #0d0d0d; font-family: helvetica; font-size: medium; white-space-collapse: preserve;">Kicking off with a near-perfect round, albeit a compact four-game lineup, set the tone for an intriguing start to the footy season. While I was momentarily distracted during the Brisbane versus Blues showdown, catching only the final seconds on the radio, Carlton's narrow victory added a tantalizing twist. A one-point decider like this could have significant ramifications down the line, potentially reshuffling ladder positions. It's a reminder to heed all model checks, especially when they hint at close calls.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">The comeback stories from various teams underscore the unpredictable nature of footy. The Suns' jubilant opener contrasts with the Tigers' stumble. Meanwhile, GWS and the Swans came out swinging, leaving the Pies and Melbourne with much to ponder. Amidst this flux, I'm content with an opening round Mean Absolute Error (MAE) of 17 and a streak of 2, with a Monash score of 41.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">Looking ahead to Round 1, my model is diverging from bookie predictions in three matchups: backing Hawthorn against Essendon, Adelaide to conquer Gold Coast at Carrara, and the boldest call, Fremantle to edge past Brisbane by a mere point. Flexi tips allocate confidence points accordingly but avoiding eth Freo: Brisbane clash (Hawks 50; Adelaide 30 and Melbourne 20). Furthermore, I'm leaning towards GWS and Port Adelaide to maintain a conservative streak.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">The rationale behind the Hawthorn pick disregards preseason setbacks, relying solely on model projections. Similarly, tipping Fremantle over Brisbane challenges conventional wisdom, yet the models stand firm in their prediction. Adelaide's consistent performance in recent years lends credence to their favoured status against Gold Coast.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">While Geelong and Melbourne tips have raised (Carlo Monty internal model) eyebrows, adjustments have been made based on model algorithms and trimmed two predictions. Anticipate tight margins in several matches this round, promising many nail-biting finishes.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">Tips:</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">Carlton: <span>12</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span><span style="font-family: helvetica; font-size: medium;">Pies: <span>18</span></span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span><span><span style="font-family: helvetica; font-size: medium;">Hawks: 6, flexi 50</span></span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span><span><span style="font-family: helvetica; font-size: medium;">GWS: 40, streak</span></span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span><span><span style="font-family: helvetica; font-size: medium;">Cats: 6</span></span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span><span><span style="font-family: helvetica; font-size: medium;">Crows: 8, flexi 30</span></span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span><span><span style="font-family: helvetica; font-size: medium;">Demons: 7, flexi 20</span></span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span><span><span style="font-family: helvetica; font-size: medium;">Port: 42, streak</span></span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: white; border: 0px solid rgb(227, 227, 227); box-sizing: border-box; color: #0d0d0d; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">Freo: 1</span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-15291532116654804892024-02-21T14:57:00.002+11:002024-02-21T14:57:44.313+11:00Round ! part 2<p><span style="font-family: helvetica; font-size: medium;"> According to footytips.com.au the bookies have the Giants as favourite ($1.70 to $2.15) but the general tippers favour the Pies (70 to 30%). </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTsv7Nx4ygyFLbSLaedAxj4ryH2eIR4jKC7dT1jYDmx6ewBZ-_Gh-R9sJsmTnDLcxihtNzDOQfk7bLS3mZf5RRu6MwbKvEpe_h-NqMEQS9dLjQV4v8HI6GwM6AcL9SsXZVSBtqyvy7GnOTnP-GyQMztN_rKDdw5u5DwBkrgXz4yHE1BfZ2X-eyrIwfkw4/s822/Round%20!%20part%202.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: helvetica; font-size: medium;"><img border="0" data-original-height="454" data-original-width="822" height="354" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTsv7Nx4ygyFLbSLaedAxj4ryH2eIR4jKC7dT1jYDmx6ewBZ-_Gh-R9sJsmTnDLcxihtNzDOQfk7bLS3mZf5RRu6MwbKvEpe_h-NqMEQS9dLjQV4v8HI6GwM6AcL9SsXZVSBtqyvy7GnOTnP-GyQMztN_rKDdw5u5DwBkrgXz4yHE1BfZ2X-eyrIwfkw4/w640-h354/Round%20!%20part%202.png" width="640" /></span></a></div><span style="font-family: helvetica; font-size: medium;"><br /></span><p><span style="font-family: helvetica; font-size: medium;">The Carlo Monty model has the Giants winning by a comfortable 34 points - warranting a flexi and streak tip. Historically the model has tipped correctly 60% of the time over the last ten games between these two teams (2017 to 2023) and importantly all three times that the Giants have played at home (with an average error of 20 points).</span></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-79511653771125376362024-02-08T17:17:00.002+11:002024-02-08T17:18:29.667+11:00Round ! (the round formerly known as 1): All home teams<p><span style="font-family: helvetica; font-size: medium;">The Carlo Monty model received a reminder email today (28 days out from the start of the season) from footytips.com.au So of course I jumped right in and put my four home team tips in, three flexi tips and went for all four tips in the streak.</span></p><p><span style="font-family: helvetica; font-size: medium;">The streak tipping officially, I did not predict Sydney but as it is the first game nothing to lose if tip incorrectly for the streak. The Gold Coast tip is tentatively in as a streak tip on the basis of all three of my internal models (main plus two outlier checks) are in tight agreement (and bookies odds are hovering around $1.50) - I will see if I regret this tip.</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQtCE72KABWXbpuJs9qxqPRj58zF0_3vlsOnpwwWWn6feZ2KDktZuY3ZB7ZjlugvhMrbNCJsG4LsY5uIo2SYS3MuWZDAFzy-ZZgKM6yuAgeIcnkAgOAmNJNHW8LsG4DL9Er2J22neRgwsvBDjipTo2zELfmpP7T1xyCiywCT9If7a9v1rQjcw_owBdxeo/s998/Rnd!.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="144" data-original-width="998" height="92" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQtCE72KABWXbpuJs9qxqPRj58zF0_3vlsOnpwwWWn6feZ2KDktZuY3ZB7ZjlugvhMrbNCJsG4LsY5uIo2SYS3MuWZDAFzy-ZZgKM6yuAgeIcnkAgOAmNJNHW8LsG4DL9Er2J22neRgwsvBDjipTo2zELfmpP7T1xyCiywCT9If7a9v1rQjcw_owBdxeo/w640-h92/Rnd!.png" width="640" /></a></div><br /><span style="font-family: helvetica; font-size: medium;">The opening game tip is for Sydney but not confidently. Out of the last ten Swans: Demons clashes my model has only had a 30% success rate (all Melbourne wins) and my margin of error is just north of 6 goals.</span><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv2xcJRafI8gTF-r9J7oletMXWu6ESyq3Z_1mnUSI4-iNyJNw2c6jubf74TvAdRtn_JuHn6Jxm_RUBsSf9nIfAPGZg6hBGkCgJ5ew7vo9h5qizUl8XV1NaO_z07Wn1nAN3-R-GxpVmdlBsR6FXKGlM68jFX6ds5tL2_B6-o_lcXgCCDy6F160w6rdou7g/s1738/Syd%20v%20Mel%201.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="648" data-original-width="1738" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv2xcJRafI8gTF-r9J7oletMXWu6ESyq3Z_1mnUSI4-iNyJNw2c6jubf74TvAdRtn_JuHn6Jxm_RUBsSf9nIfAPGZg6hBGkCgJ5ew7vo9h5qizUl8XV1NaO_z07Wn1nAN3-R-GxpVmdlBsR6FXKGlM68jFX6ds5tL2_B6-o_lcXgCCDy6F160w6rdou7g/w640-h238/Syd%20v%20Mel%201.png" width="640" /></a></div><p><br /></p><br /><span style="font-family: helvetica; font-size: medium;"><br /></span><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-48212859231809932132024-01-13T12:59:00.000+11:002024-01-13T13:01:16.524+11:00Carlo Monty 2024 ladder prediction<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">The community that puts forward final ladder predictions has
grown dramatically over the past decade (or two). The Carlo Monty model has been around long
enough to know that predicting the ladder prior to the start of the season is kin to purchasing a Tattslotto Quick Pick with a fair few people able to “win”
a Division 6 or 5 and thus consider themselves Footy Seers : )<o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;">
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">The main point of experience gained over the years of
putting ladder predictions out there is to remove all emotion from the tipping/
predictions. Carlo Monty focuses on the
moving averages of shots for and against and the accuracy of the shots on goal
and applies some ELO thinking. A fairly
clunky excel model based on chart analysis – but it consistently does slightly
better than the bookies (the thinking of the crowd). The long-term predictions for the end of
season ladder are more like Division 6 Tattslotto.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">The model simulates the entire season and continually
updates an end of year ladder which feeds into the simulated finals. The predicted Premier jumps around a bit
early in the season and settles down with about the middle of the season. Early predictions for some teams vary greatly with some long winning or losing streaks which need to be viewed with doubt
early I the season.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Based on the Carlo Monty model (moving averages, winning streaks,
simulated season…) the considered opinion for the 2024 ladder (at the end of
the home and away season) is:<o:p></o:p></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTable15Grid5DarkAccent1" style="border-collapse: collapse; border: none; text-align: justify;">
<tbody><tr>
<td style="background: #156082; border-right: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 5;"><b><span style="color: white; mso-themecolor: background1;"><span style="font-family: helvetica; font-size: medium;">Ladder position at
End of H&A<o:p></o:p></span></span></b></p>
</td>
<td style="background: #156082; border-left: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-right-alt: solid white .5pt; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 1;"><b><span style="color: white; mso-themecolor: background1;"><span style="font-family: helvetica; font-size: medium;">Team<o:p></o:p></span></span></b></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">1</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D9F2D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> Adelaide <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">2</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D9F2D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> GW Sydney <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">3</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D9F2D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> Brisbane <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">4</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D9F2D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> Melbourne <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">5</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D9F2D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> Western Bulldogs <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">6</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #DAE9F7; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: text2; mso-background-themetint: 26; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> Port Adelaide <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">7</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D1D1D1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: background2; mso-background-themeshade: 230; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> Carlton <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">8</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D1D1D1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: background2; mso-background-themeshade: 230; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> Geelong <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">9</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D1D1D1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: background2; mso-background-themeshade: 230; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> Collingwood <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">10</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #D1D1D1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: background2; mso-background-themeshade: 230; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> Sydney <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">11</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #DAE9F7; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: text2; mso-background-themetint: 26; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> Fremantle <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">12</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #C1E4F5; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> Richmond <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">13</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #C1E4F5; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> St Kilda <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">14</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #C1E4F5; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> Hawthorn <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">15</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #C1E4F5; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> Gold Coast <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">16</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #F2CEED; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> Essendon <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">17</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #F2CEED; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"> North Melbourne <o:p></o:p></span></p>
</td>
</tr>
<tr>
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.85pt;" valign="top" width="226">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="font-family: helvetica; font-size: medium;"><span style="color: white;">18</span><span style="color: white; mso-themecolor: background1;"><o:p></o:p></span></span></b></p>
</td>
<td style="background: #F2CEED; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.7pt;" valign="top" width="180">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"> West Coast <o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="text-align: justify;"><o:p><span style="font-family: helvetica; font-size: medium;"> </span></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">The predictions are broken down into four groups:<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: helvetica; font-size: medium;">·<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->Those competing for the top 4 (6 teams)<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: helvetica; font-size: medium;">·<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->Four teams competing for position 7 or 8; and 9
and 10 (missing finals)<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: helvetica; font-size: medium;">·<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->Five teams that will shape the fates of the two
groups above them<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: helvetica; font-size: medium;">·<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->Three teams that are expected to battle it out
for the wooden spoon.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Looking at the top six teams they are identified with a
clear or trending positive shots on goal model (more shots on goal compared to opponents' shots on goal).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Adelaide is positively viewed as their offensive trend has
been increasing consistently for a number of rounds and the defence has been
stable with a slight downward trend. The
expectation is that Adelaide will have focused on improving its defence over
the off season.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3ac5cDGGEs_vTB7nsAuU5eeR5dlqcUdQp_I8PIchLI14YPGW10He4hdhLWdxyDUUrd_XfcBz0mOSe0rN6n-qychI6PulpqCkqP_drtrKVipqYdExMhOKk7q64S6UYm1awCd0E4xbWZN_cFqwDu0L8HmAURlSb9qo6J7NafMjV_7T8sjm-ru-9aaeWXek/s1030/adl.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="472" data-original-width="1030" height="294" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3ac5cDGGEs_vTB7nsAuU5eeR5dlqcUdQp_I8PIchLI14YPGW10He4hdhLWdxyDUUrd_XfcBz0mOSe0rN6n-qychI6PulpqCkqP_drtrKVipqYdExMhOKk7q64S6UYm1awCd0E4xbWZN_cFqwDu0L8HmAURlSb9qo6J7NafMjV_7T8sjm-ru-9aaeWXek/w640-h294/adl.png" width="640" /></a></div><br /><p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">GWS has a similar trend but with a shorter period of
offensive increase and a more erratic defence trend. Shot on goal accuracy could improve also
aiding their seasons performance.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge-eQJkhTKPERrMMOW7iQtE0m1uaoTDrW3mF0J_oIoHq1cQxgZZeaA8I1frc5g4PhKARM591nOP2DuUEfol65WYNNwF2Zb99TEipfq71zAdGb3u6PsZtjMUFn-g2gEZ0ct_u_yssSFDn6HcgCqvQWbeBnH79bCf_LUYN9kywbHhlYDj5l0kGhHPcJzmpk/s924/gws.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="464" data-original-width="924" height="322" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge-eQJkhTKPERrMMOW7iQtE0m1uaoTDrW3mF0J_oIoHq1cQxgZZeaA8I1frc5g4PhKARM591nOP2DuUEfol65WYNNwF2Zb99TEipfq71zAdGb3u6PsZtjMUFn-g2gEZ0ct_u_yssSFDn6HcgCqvQWbeBnH79bCf_LUYN9kywbHhlYDj5l0kGhHPcJzmpk/w640-h322/gws.png" width="640" /></a></div><p></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Brisbane will be in the mix for a final 4 position. The trends flag keeping an eye on the Brisbane
defence in the first 6 or so games.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9x2RSicaz3Lxp4Fx3hJQaQ1IHSjbWEuPvce_JSDux-z0diqLERIIdtxK3klzL5M7RhLRBgjY3TQq04RUFXp3GjjAZ9B19OUusevGwDY9DL06MHuFsf_OW8pCE5aVY3s1XXLPHBZuFX05zClpk4lrSsH5qP9aET7nKFjVE0q4fj1gZzZGFeP1GV2X2_Aw/s1034/bne.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="466" data-original-width="1034" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9x2RSicaz3Lxp4Fx3hJQaQ1IHSjbWEuPvce_JSDux-z0diqLERIIdtxK3klzL5M7RhLRBgjY3TQq04RUFXp3GjjAZ9B19OUusevGwDY9DL06MHuFsf_OW8pCE5aVY3s1XXLPHBZuFX05zClpk4lrSsH5qP9aET7nKFjVE0q4fj1gZzZGFeP1GV2X2_Aw/w640-h288/bne.png" width="640" /></a></div><p></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Similarly, Melbourne should be considered a contender for
the top 4 although the team has been cruising along with good attack and
defence and a breakdown in either or both is possible. Again, the quality and consistency of the
defence will be the focus for the model.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7FSqwy4je6N6joj4TRteLAzVyDfok5HIm8Gi6R58O5fxwHuQFzkIxfcHRp5Fh7M5qGcxpB24-lw4meWd2lX0laMmczl1IFAQ1MqU-i0BcoT6VrTCCvMRaQ5gGI4E0yObHzXBf6khQf2SQZSmnjKCMKOqRK2TVoj0_iPyvdesuszfFsS-CMY3u6csYBBE/s1026/mel.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="468" data-original-width="1026" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7FSqwy4je6N6joj4TRteLAzVyDfok5HIm8Gi6R58O5fxwHuQFzkIxfcHRp5Fh7M5qGcxpB24-lw4meWd2lX0laMmczl1IFAQ1MqU-i0BcoT6VrTCCvMRaQ5gGI4E0yObHzXBf6khQf2SQZSmnjKCMKOqRK2TVoj0_iPyvdesuszfFsS-CMY3u6csYBBE/w640-h292/mel.png" width="640" /></a></div><p></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">The Bulldogs are the Carlo Monty pick for outside chance for
Premier. The trends are all in the right
direction. How deep they go in the finals
will depend largely on home ground advantage in finals: a fifth spot home
ground could be viewed better than an interstate final by finishing in fourth
place. I would still prefer to finish 4<sup>th</sup>
than 5<sup>th</sup> and I hope the doggies do.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEintxZh6TVJYaolR9kCYzhnM8q3zOt_RZuiCZXg1jQ-6dNmicSiggS4k7t4nNXMY4VRWTAGRQUu2d0E5T4UkzGtP3Z726HdWogzACKhJuLnzWLg2daieaatjiPmxQX0nMKhvCTpATSq57e0SPGwl995Pk1VLywr2OvIiNIJjgiZi1NSDMT5bJ8rXtCxt4E/s838/foo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="442" data-original-width="838" height="338" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEintxZh6TVJYaolR9kCYzhnM8q3zOt_RZuiCZXg1jQ-6dNmicSiggS4k7t4nNXMY4VRWTAGRQUu2d0E5T4UkzGtP3Z726HdWogzACKhJuLnzWLg2daieaatjiPmxQX0nMKhvCTpATSq57e0SPGwl995Pk1VLywr2OvIiNIJjgiZi1NSDMT5bJ8rXtCxt4E/w640-h338/foo.png" width="640" /></a></div><p></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">The team on the cusp of being included in the six teams
Carlo Monty considers are battling it out for the top four is Port Adelaide. The
first six to eight games of the season will need to see Port improve the
defence and attack simultaneously. If
they remain stagnant or drop off Port will be battling it out in the cutthroat mid
ladder group(s).<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieM2Q4Yk4-0jfBT5qScj806KtGQfgzeiOdNqL6EsxmL3MTkqiGczPpPPpYP3Mhha8-Nz7y0AvOQaTnKyBUOrRHPuvjQjCtIMckcPcwbbVEtNAo_820DCttbEZUK_oMoSHqH6X243ZRFQreubKJjLboDFnyXLkPlXmrO_qqzq6JBFfNrZKMrQPHSZd1ePY/s1030/por.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="466" data-original-width="1030" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieM2Q4Yk4-0jfBT5qScj806KtGQfgzeiOdNqL6EsxmL3MTkqiGczPpPPpYP3Mhha8-Nz7y0AvOQaTnKyBUOrRHPuvjQjCtIMckcPcwbbVEtNAo_820DCttbEZUK_oMoSHqH6X243ZRFQreubKJjLboDFnyXLkPlXmrO_qqzq6JBFfNrZKMrQPHSZd1ePY/w640-h290/por.png" width="640" /></a></div><p></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">The remainder of the eight will be battled out by Carlton,
Collingwood, Geelong, Sydney and possibly Fremantle. All of these teams have similar shot
trends. Geelong is the team to focus on
as they may remain reasonably consistent and, in the mix, or drop dramatically. The dramatic drop is on the cards as the shots
for is trending down and the shots against is strongly trending up. Preseason viewing should influence the early season
tips.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVZWrs_2dhvDdbo69MOxPoFSSYXazmEXkoFOzATxr-ZrnNZQ0QgL3A1xa0nJDScegWpz0yw-mvHi3LGVNsMaS2xLSS8WJlVaP4KY6MBZG_RKl0FmiAgifTZfIrSnWqJU_1rEKCHi4ueouJAsneUrF_ptxcCDpXXHLSqIDKzXHx5B17ZpNyaryljY3gIRU/s1024/gee.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="464" data-original-width="1024" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVZWrs_2dhvDdbo69MOxPoFSSYXazmEXkoFOzATxr-ZrnNZQ0QgL3A1xa0nJDScegWpz0yw-mvHi3LGVNsMaS2xLSS8WJlVaP4KY6MBZG_RKl0FmiAgifTZfIrSnWqJU_1rEKCHi4ueouJAsneUrF_ptxcCDpXXHLSqIDKzXHx5B17ZpNyaryljY3gIRU/w640-h290/gee.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRSjsYjjssyrpxXYt8E0MQhyphenhyphenhJZpWxP5eh0cPBD8V-6vMa0HXhfWllb53CVR4sYN8dRXO0QES2jLUhpO6XlTAM2oY9IMRB9NhGw8q5ksUn4z-n4H1kUMt8e0pU2JVxJKhHvhsPNtsUd44560zc9kqoi-xWi7vxgc1CGpP97pgOuoP2tlSOx6UGBDebF38/s936/car.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="436" data-original-width="936" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRSjsYjjssyrpxXYt8E0MQhyphenhyphenhJZpWxP5eh0cPBD8V-6vMa0HXhfWllb53CVR4sYN8dRXO0QES2jLUhpO6XlTAM2oY9IMRB9NhGw8q5ksUn4z-n4H1kUMt8e0pU2JVxJKhHvhsPNtsUd44560zc9kqoi-xWi7vxgc1CGpP97pgOuoP2tlSOx6UGBDebF38/w640-h298/car.png" width="640" /></a></div><br /><p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Collingwood are notably over rated by the bookies – and I
think should be very happy that they got to put the 2023 Cup in the cabinet.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg84vLY-wIb8Sx4LNTn3VmJWM4TP7IvViuOnwvM8lJFdqSec4tiW1TkpkMMh16Mh-2dJ3kHc10uvDhDYV0ilyaky9E3eQQdcAobvEVpdtOypIF90QP98M68czUwldGVLqb4hyphenhyphen1E8dA1xXqUSSM_EtJ-eMUgAra-Mb838X0g8gnjCvRKY2P8COCK6jPEkZk/s1016/col.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="442" data-original-width="1016" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg84vLY-wIb8Sx4LNTn3VmJWM4TP7IvViuOnwvM8lJFdqSec4tiW1TkpkMMh16Mh-2dJ3kHc10uvDhDYV0ilyaky9E3eQQdcAobvEVpdtOypIF90QP98M68czUwldGVLqb4hyphenhyphen1E8dA1xXqUSSM_EtJ-eMUgAra-Mb838X0g8gnjCvRKY2P8COCK6jPEkZk/w640-h278/col.png" width="640" /></a></div><br /><span style="font-family: helvetica; font-size: medium;"><br /></span><p></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEnuEzzspe4Vam2s8eTTLmT8XciHprlGFe5NIhYzKoXR1eDMgtEAnKZF1E7zWZGkmrc7fWckC_-iInHB0TfQBv0s9U8LvWTgyOF6GG2i2WZTWyBZCeu6_6SG1uccRJdYBnmC-n3fpBTxglpSYSyRCHSxYa2vVZ2TWeWnb2SY8KPv0bW5UdH94PS2bTxVo/s954/syd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="468" data-original-width="954" height="314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEnuEzzspe4Vam2s8eTTLmT8XciHprlGFe5NIhYzKoXR1eDMgtEAnKZF1E7zWZGkmrc7fWckC_-iInHB0TfQBv0s9U8LvWTgyOF6GG2i2WZTWyBZCeu6_6SG1uccRJdYBnmC-n3fpBTxglpSYSyRCHSxYa2vVZ2TWeWnb2SY8KPv0bW5UdH94PS2bTxVo/w640-h314/syd.png" width="640" /></a></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzHJr0dDNQYIHqY2Dh7f_8cEdW337xP8x028__mmFSLKmbuU-wF83bXG46DHWPHiqt6wRs4gGBoAL0-xfb9u1zXFApVHYdEdu2kvyL_Ld0-jSLFqRYp3VgcUUj3XDYTj7yoWhWwhW-gqxjHXG7RZPTP1nIrN9ikqOiyPyv9F_aC0OXUmftZC8HpKSdPTc/s1028/fre.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="466" data-original-width="1028" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzHJr0dDNQYIHqY2Dh7f_8cEdW337xP8x028__mmFSLKmbuU-wF83bXG46DHWPHiqt6wRs4gGBoAL0-xfb9u1zXFApVHYdEdu2kvyL_Ld0-jSLFqRYp3VgcUUj3XDYTj7yoWhWwhW-gqxjHXG7RZPTP1nIrN9ikqOiyPyv9F_aC0OXUmftZC8HpKSdPTc/w640-h290/fre.png" width="640" /></a></div><br /><p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: large;">Richmond, St Kilda, Hawthorn and Gold Coast trends are not
very impressive but games between themselves and the teams fighting it out for
the lower final eight will have a very big impact.</span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlYeXutDet3voirah-37rZo-gk7o9FWmjdfuhsz1eAEsz276cRdLE4yf9ddV0vjWCuRWj3BffxLn8t0Q6qPCOumpf0wnrz6lU5d91OBNhFjuVMfl8dbT4pC-P2th-2r3DxEVixd4hmyfq8SLe01rb-peJnycawrfXgMf4mBSzPH959CQMTNWlmhK_tLr8/s930/ric.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="442" data-original-width="930" height="304" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlYeXutDet3voirah-37rZo-gk7o9FWmjdfuhsz1eAEsz276cRdLE4yf9ddV0vjWCuRWj3BffxLn8t0Q6qPCOumpf0wnrz6lU5d91OBNhFjuVMfl8dbT4pC-P2th-2r3DxEVixd4hmyfq8SLe01rb-peJnycawrfXgMf4mBSzPH959CQMTNWlmhK_tLr8/w640-h304/ric.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0oeCbxQ6RQFviDp-GbtwykX_OHKircObklLqRZy56SQ7GcnvLVnLa4LM7lhQYonj8ISrNDNFP4GUL0jAhO6EXw8sRum4hclL5MvQsk3zEX2Lcwlv_82od8YOytcOFv-Ri_zpHGJhrAz7m8edNhgf1QKRgIopwlvbCchl2Ey12oD2_xUi73h_zIE1kSoI/s1024/stk.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="464" data-original-width="1024" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0oeCbxQ6RQFviDp-GbtwykX_OHKircObklLqRZy56SQ7GcnvLVnLa4LM7lhQYonj8ISrNDNFP4GUL0jAhO6EXw8sRum4hclL5MvQsk3zEX2Lcwlv_82od8YOytcOFv-Ri_zpHGJhrAz7m8edNhgf1QKRgIopwlvbCchl2Ey12oD2_xUi73h_zIE1kSoI/w640-h290/stk.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi_adrYx8_z9UGdpcPaQwBpFcrLDa1xUKju4_GJYO3fpRPgz5pykp-iZETlFWGxb_UQWEgIixXnHUmWux-cVYYEK_YbwbcHm6JP9VnMhSc8UmH0vZG1Z0p1uo_o75byAjG9mdArMObmRh6GjqVItQnRbfusv-Vzegyum2BumXTjO-yuwX2TreCsANB9SY/s1028/haw.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="466" data-original-width="1028" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi_adrYx8_z9UGdpcPaQwBpFcrLDa1xUKju4_GJYO3fpRPgz5pykp-iZETlFWGxb_UQWEgIixXnHUmWux-cVYYEK_YbwbcHm6JP9VnMhSc8UmH0vZG1Z0p1uo_o75byAjG9mdArMObmRh6GjqVItQnRbfusv-Vzegyum2BumXTjO-yuwX2TreCsANB9SY/w640-h290/haw.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilEe-AVauGX8Yc5cFuEUup4rb8sC4PkTDAYTayDQ-R0Ty1l69M5DpaydjEBSqo9i3u9et6AB6vjpN1Pkpds_yKYeniPzQL2MdeO61zEiwXKSO5IJvqupOkO0x_6Xebs147DAX2pV5cKu9XJi2QyI4-I1ttOS_pIAdyYeRDQagPnQXRgmnvFbxQPqAcWjg/s832/gol.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="434" data-original-width="832" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilEe-AVauGX8Yc5cFuEUup4rb8sC4PkTDAYTayDQ-R0Ty1l69M5DpaydjEBSqo9i3u9et6AB6vjpN1Pkpds_yKYeniPzQL2MdeO61zEiwXKSO5IJvqupOkO0x_6Xebs147DAX2pV5cKu9XJi2QyI4-I1ttOS_pIAdyYeRDQagPnQXRgmnvFbxQPqAcWjg/w640-h334/gol.png" width="640" /></a></div><p></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: large;">The final three teams are characterised by a big gap between
shots for and against.</span><span style="font-family: helvetica; font-size: large;"> </span><span style="font-family: helvetica; font-size: large;">Hopefully both
North and West Coast become more competitive and shake up the teams vying for
spots 6 to 15.</span><span style="font-family: helvetica; font-size: large;"> </span><span style="font-family: helvetica; font-size: large;">Wooden spoon watch for
Essendon I predict will be discussed about mid season.</span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrvzmQrUPfcy2HEaWe4bXj6x7Gox4aqklLqHXoJFLd7PZqhiz1Q_KbKdELoKzQL7WinnG6w8npbax7NW0xuHuXTwWYs4MADEtxF69JGqbniONd2PARSQKs8nBlKyqiyhuwonmMaK7NoSYBkOxdPRGjcIvhCSPXAUEFj3kxKQ_tgcDVqmAqFAg2TLXvlY0/s1028/ess.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="466" data-original-width="1028" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrvzmQrUPfcy2HEaWe4bXj6x7Gox4aqklLqHXoJFLd7PZqhiz1Q_KbKdELoKzQL7WinnG6w8npbax7NW0xuHuXTwWYs4MADEtxF69JGqbniONd2PARSQKs8nBlKyqiyhuwonmMaK7NoSYBkOxdPRGjcIvhCSPXAUEFj3kxKQ_tgcDVqmAqFAg2TLXvlY0/w640-h290/ess.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0kV1375Vguclk7liMZzVrG3kv1lf-apekH8ddbAqx24zdad8r7ldDxpld8ltPU1ej4QyCZRrvWSiay3cbWxBhtXHj7KFZ0GiJ2_kgQ1pKk2uXV1eawuVebhqYB8sriCOICiTe7jB8kI98CftPfSkqsH5tIA305xcVVonfXTgGXPe6wuuephPtwN-MPU/s1028/nth.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="464" data-original-width="1028" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0kV1375Vguclk7liMZzVrG3kv1lf-apekH8ddbAqx24zdad8r7ldDxpld8ltPU1ej4QyCZRrvWSiay3cbWxBhtXHj7KFZ0GiJ2_kgQ1pKk2uXV1eawuVebhqYB8sriCOICiTe7jB8kI98CftPfSkqsH5tIA305xcVVonfXTgGXPe6wuuephPtwN-MPU/w640-h288/nth.png" width="640" /></a></div><p></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGAQUZMaoeuWV1Q9WVe17Lzha7OWyg57ap4ajAA9tvAVeOIu4lN8sLFs5WI-sfDBpDP6v5Zbc6hFOGrU6bXDSehRYE6njnbyVnFetj65yCdcrhDHR4SavSxi1mT2h1V1gdzxXaTgakZlZbaxVwF3MvdpNxP84dUXrKDka69UDm33FwuZcWz0ovtEPSDs8/s910/wce1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="464" data-original-width="910" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGAQUZMaoeuWV1Q9WVe17Lzha7OWyg57ap4ajAA9tvAVeOIu4lN8sLFs5WI-sfDBpDP6v5Zbc6hFOGrU6bXDSehRYE6njnbyVnFetj65yCdcrhDHR4SavSxi1mT2h1V1gdzxXaTgakZlZbaxVwF3MvdpNxP84dUXrKDka69UDm33FwuZcWz0ovtEPSDs8/w640-h326/wce1.png" width="640" /></a></div><br /><p></p></div><p></p><div style="text-align: justify;"><span style="font-family: helvetica; font-size: large;"><br /></span></div><div style="text-align: justify;"><br /></div><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-33621999598322806082024-01-13T08:50:00.000+11:002024-01-14T11:00:49.793+11:00Bombers v Hawks a potential window into both clubs game play for 2024 and a rare model disagreement and official tip change!<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">The
bookies have this as a close game with odds about $1.90: $2.00. The Carlo Monty model initially agrees and
currently has Essendon as slight favourites predicted to win by 3 to 4 points
(3.5). We must go back to 2018 when the
teams were similarly well matched.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;"><b>However</b>, the two main internal models
used by the Carlo Monty supercomputer has thrown up the one in twenty differences
of opinion flagging this game as a “hidden blockbuster”: a game where the stars
align to produce a hopefully close game warranting in depth analysis of the
game play.<span style="mso-spacerun: yes;"> </span>Given it is also the first
home and away game of the year for both teams it may be hyperbolic or seer like
in the conclusions that could be drawn from one team convincingly winning over
the other.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Given
that both teams are in the “also-ran” grouping of teams not anticipated to
worry the finals in 2024 the prediction of a “hidden blockbuster” could fall
flat on its face and be a dreary example of two sub-par teams slugging it out
for the four points.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Recent
experience (last ten games) is a coin toss with the model having correctly
predicted the winner 5 times, with a not very flash margin of error of 30
points. The last prediction was
incorrect in tipping the Hawks: an 11-goal thumping occurred.<o:p></o:p></span></p>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7U05ZG-qgHOYImcRvDlLPk9y_x2norsMhJK0YGUnWxcSO7hLlqFBH4e6rw6TpI0ZmVP8ud7XzHTzez78rbLPSrbEseLYoQs7aZNtWbYevw5zZ1V7j-h0HJBhcW2zWY4FqeLS77vUh7w2BiAAFVLdajzamblPqe3aseCfEMn1Qdb36__eWR9Da2G6QFG4/s1260/haw%20ess%201.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: helvetica; font-size: medium;"><img border="0" data-original-height="274" data-original-width="1260" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7U05ZG-qgHOYImcRvDlLPk9y_x2norsMhJK0YGUnWxcSO7hLlqFBH4e6rw6TpI0ZmVP8ud7XzHTzez78rbLPSrbEseLYoQs7aZNtWbYevw5zZ1V7j-h0HJBhcW2zWY4FqeLS77vUh7w2BiAAFVLdajzamblPqe3aseCfEMn1Qdb36__eWR9Da2G6QFG4/w640-h140/haw%20ess%201.png" width="640" /></span></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: helvetica; font-size: medium;">Last Ten games</span></td></tr></tbody></table><span style="font-family: helvetica; font-size: medium;"><div style="text-align: justify;"><br /></div></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYzqBsINb5A4vHiCq7pNejFCQ6LIN9z_4B5rHkvVUaH8K3O8iiXslTU19KpsJGRKNxq-OmGuWZq8rebrP8R7X4bsj0h-LvpgEWWJbMtvcbGVBXmkzeFOQY144R6kM3Yn5juF86I6ib-zd3uxdrUQyuOEzSUN8udQQ4AijPmd4iH7htEcF2NLRnD9GJAMM/s1028/ess.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: helvetica; font-size: medium;"><img border="0" data-original-height="466" data-original-width="1028" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYzqBsINb5A4vHiCq7pNejFCQ6LIN9z_4B5rHkvVUaH8K3O8iiXslTU19KpsJGRKNxq-OmGuWZq8rebrP8R7X4bsj0h-LvpgEWWJbMtvcbGVBXmkzeFOQY144R6kM3Yn5juF86I6ib-zd3uxdrUQyuOEzSUN8udQQ4AijPmd4iH7htEcF2NLRnD9GJAMM/w640-h290/ess.png" width="640" /></span></a></div><span style="font-family: helvetica; font-size: medium;"><div style="text-align: justify;"><br /></div></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIviFbk3WUtu1IHAqI9Fi91x5UnSj9FesyOm1o6Pg1TtkThgY_QF0bgg2-LN5pCYAI3V5QjsVs3xhQJnWahizbt9JrGQ7h70QMsMSfOm4bzWD5NL-0TEWgkQpblBBU3pvp-plCqi81-q5kjvnYG-jGzDtUKFNdrt0YQRKEbiEhZ45Hx6GrVgcFwloblQQ/s1028/haw.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: helvetica; font-size: medium;"><img border="0" data-original-height="466" data-original-width="1028" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIviFbk3WUtu1IHAqI9Fi91x5UnSj9FesyOm1o6Pg1TtkThgY_QF0bgg2-LN5pCYAI3V5QjsVs3xhQJnWahizbt9JrGQ7h70QMsMSfOm4bzWD5NL-0TEWgkQpblBBU3pvp-plCqi81-q5kjvnYG-jGzDtUKFNdrt0YQRKEbiEhZ45Hx6GrVgcFwloblQQ/w640-h290/haw.png" width="640" /></span></a></div><span style="font-family: helvetica; font-size: medium;"><div style="text-align: justify;"> </div></span>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Reviewing the trends in more detail the <b>Carlo Monty
Institute is tipping Hawthorn by 7</b> (2 to10) points and allocating (at this
stage) 30 flexi tip points. The
reasoning behind overruling the regression model in favour of the pure shot-based model is the consistent advantage Hawthorn have over Essendon with
respect to the weighted shots for/ against and the weighted points for and
against per shot on goal:<o:p></o:p></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTable15Grid5DarkAccent1" style="border-collapse: collapse; border: none; text-align: justify;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1; mso-yfti-lastfirstrow: yes;">
<td style="background: #156082; border-right: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: left;"><b><span style="color: white;"><span style="font-family: helvetica; font-size: medium;">Team<o:p></o:p></span></span></b></p>
</td>
<td style="background: #156082; border-bottom: solid white 1.0pt; border-left: none; border-right: none; border-top: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: left;"><b><span style="color: white;"><span style="font-family: helvetica; font-size: medium;">Shots for<o:p></o:p></span></span></b></p>
</td>
<td style="background: #156082; border-bottom: solid white 1.0pt; border-left: none; border-right: none; border-top: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: left;"><b><span style="color: white;"><span style="font-family: helvetica; font-size: medium;">Shots Against<o:p></o:p></span></span></b></p>
</td>
<td style="background: #156082; border-bottom: solid white 1.0pt; border-left: none; border-right: none; border-top: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: left;"><b><span style="color: white;"><span style="font-family: helvetica; font-size: medium;">Points per shot for<o:p></o:p></span></span></b></p>
</td>
<td style="background: #156082; border-left: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-right-alt: solid white .5pt; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: left;"><b><span style="color: white;"><span style="font-family: helvetica; font-size: medium;">Points per shot against<o:p></o:p></span></span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 0;">
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 68;"><b><span style="color: white;"><span style="font-family: helvetica; font-size: medium;">Essendon<o:p></o:p></span></span></b></p>
</td>
<td style="background: #83CAEB; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 102; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"><span style="color: black;">19.36</span><o:p></o:p></span></p>
</td>
<td style="background: #83CAEB; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 102; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"><span style="color: black;">23.93</span><o:p></o:p></span></p>
</td>
<td style="background: #83CAEB; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 102; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"><span style="color: black;">3.32</span><o:p></o:p></span></p>
</td>
<td style="background: #83CAEB; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 102; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 64;"><span style="font-family: helvetica; font-size: medium;"><span style="color: black;">4.37</span><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="background: #156082; border-top: none; border: solid white 1.0pt; mso-background-themecolor: accent1; mso-border-alt: solid white .5pt; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-yfti-cnfc: 4;"><b><span style="color: white;"><span style="font-family: helvetica; font-size: medium;">Hawthorn<o:p></o:p></span></span></b></p>
</td>
<td style="background: #C1E4F5; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"><span style="color: black;">20.08</span><o:p></o:p></span></p>
</td>
<td style="background: #C1E4F5; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"><span style="color: black;">22.40</span><o:p></o:p></span></p>
</td>
<td style="background: #C1E4F5; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"><span style="color: black;">3.76</span><o:p></o:p></span></p>
</td>
<td style="background: #C1E4F5; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent1; mso-background-themetint: 51; mso-border-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .5pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: helvetica; font-size: medium;"><span style="color: black;">3.99</span><o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">A
large part of these statistics is based on the previous five games and based
on 2023 ladder positions Hawthorn played higher quality teams in the last five
games of <o:p></o:p>2023.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;">Additionally,
any home ground advantage Essendon could be assigned is minimal (In 2023: both
teams played on the MCG 14 times): Essendon as home ground will have a few more supporters than if they were the away team.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: helvetica; font-size: large;">Post
game analysis of score frequency and accuracy will hopefully highlight a
promising year for one team.</span><span style="font-family: helvetica; font-size: large;"> </span><span style="font-family: helvetica; font-size: large;">A big win
by either team warrants a closer examination of what has changed from last year
and any implications for the following few rounds - a slightly tougher run of games for the Hawks although the next two played in Melbourne and then play Collingwood in Adelaide (which should be beneficial to the Hawks). While Essendon have one interstate trip to Sydney then go to Adelaide for the gather round against Port (HAW: MEL, GEE, COL and ESS:
SYD, STK, POR)</span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-70746997121862283052024-01-12T15:07:00.000+11:002024-01-14T11:01:16.287+11:00 Battling to avoid the spoon: West Coast Eagles and North Melbourne's 2024 AFL Journey<p style="text-align: justify;"><span style="font-family: helvetica; font-size: medium;"><span style="color: #374151; white-space-collapse: preserve;">As the 2024 AFL season kicks off, two teams find themselves grappling with the harsh reality of cellar-dwelling status. The West Coast Eagles, armed with a historically low Carlo Monty rating of -10, face an uphill battle to climb from the bottom of the ladder. Meanwhile, North Melbourne, although not plagued by as dire a rating, navigates a challenging landscape with a seemingly stable trend in scoring shots for and against. In this exploration, we examine the early-season challenges, scoring shot nuances, and potential upsets that await these struggling teams.</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; text-align: justify; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">West Coast Eagles: A Daunting Climb from -10</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; text-align: justify; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">The West Coast Eagles embark on the season with a disheartening Carlo Monty rating of -10, signalling the enormity of the task ahead. With crucial fixtures against North Melbourne looming in the second half of the season, the initial five games against formidable opponents like Port Adelaide, GWS, Bulldogs, Sydney, and Richmond are predicted to be more of the same carried over from 2023, likely resulting in a winless streak and a disappointingly low percentage. The road to redemption for the Eagles is paved with challenges, with improvement needed in defence and attack. Improving the defence is more important from a trending perspective and any improvement in the first five games should be viewed as a positive.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; white-space-collapse: preserve;"></p><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: helvetica; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1l7lrVjZFtQUFD0NEmpuFq6s299SfuU8Wn51n3bmapY5nJ9DlKch5NLcRgeFiv0SpBFR-wDFSO4f1yfqezeID-dM_lQrDaXXNSIrkuO7Xa37UmLB_ngUtLaunKwTCti6nBVudzJGS1nkB9VA2dNaNOjqgmyZ-W-H-ZWWM_mFlSoaC4VebO2S2_uI_9ko/s910/wce1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: helvetica; font-size: medium;"><img border="0" data-original-height="464" data-original-width="910" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1l7lrVjZFtQUFD0NEmpuFq6s299SfuU8Wn51n3bmapY5nJ9DlKch5NLcRgeFiv0SpBFR-wDFSO4f1yfqezeID-dM_lQrDaXXNSIrkuO7Xa37UmLB_ngUtLaunKwTCti6nBVudzJGS1nkB9VA2dNaNOjqgmyZ-W-H-ZWWM_mFlSoaC4VebO2S2_uI_9ko/w640-h326/wce1.png" width="640" /></span></a></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: helvetica; font-size: medium;"><br /></span></div><p></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; text-align: justify; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">North Melbourne: need to change something. More of the same is not really an option.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; text-align: justify; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">In the contrasting realm of North Melbourne, the team faces a more stable trend (albeit a sad one) in scoring shots for and against, spanning at least 50 rounds and arguably 100 rounds. Despite the absence of conspicuous impacts from strategic playing style changes, a glimmer of hope emerges as scoring shots for show signs of improvement. </span></p><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj48UozL5NiN_64KnK0JR0ao_BwyOdLS1o_6yJu9DC20rVIKkWKhPR9az1xLrQSinpvEV340ByHkpy4_hgRGQMtDpN7FR2gELPqLnCNM3T0lq7XgLAUSFhIybEFtrDDRQkKiKtrtkOv0cX9o8tvuOXuefV7gwvMqV2f4oYrjrZbZcA96hnaCSB1OYn16H0/s1028/nth.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: helvetica; font-size: medium;"><img border="0" data-original-height="464" data-original-width="1028" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj48UozL5NiN_64KnK0JR0ao_BwyOdLS1o_6yJu9DC20rVIKkWKhPR9az1xLrQSinpvEV340ByHkpy4_hgRGQMtDpN7FR2gELPqLnCNM3T0lq7XgLAUSFhIybEFtrDDRQkKiKtrtkOv0cX9o8tvuOXuefV7gwvMqV2f4oYrjrZbZcA96hnaCSB1OYn16H0/w640-h288/nth.png" width="640" /></span></a></div><span style="font-family: helvetica; font-size: medium;"><div style="text-align: justify;"><br /></div></span><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; text-align: justify; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;"><br /></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; text-align: justify; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">However, the fixture poses its own set of obstacles, with only nine games against the Carlo Monty Also Rans. A trio of away games against St Kilda, Gold Coast, and Essendon in the middle of the season presents winnable opportunities but also raises questions about potential upsets that could defy conventional streak-tipping wisdom - may need to consider avoiding tipping against North in these games.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; text-align: justify; white-space-collapse: preserve;"><span style="font-family: helvetica; font-size: medium;">Both West Coast and North will be watching Essendon's games closely as the Bombers could conceivably be winless prior to their tenth game against North (currently predicted as a narrow win to North at Marvel Stadium.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; margin: 1.25em 0px; text-align: justify; white-space-collapse: preserve;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie8vbHBux7XBOZ5J6fSAX-N4o85UmObP1td3lv421QYmJDXg5hujUe0MBzjvmwZj-JwSrWHePpKTLw_lq_gAl6ha0kbmXb1VebxIhalijoGJGoXbJ6WosOSOXm398uESmsmbVfpyoYY4-zKdwg2k8Q4g0AFuEhvpN308E57xvuXJzmLYGD9moaZVRqGtU/s1028/ess.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: helvetica; font-size: medium;"><img border="0" data-original-height="466" data-original-width="1028" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie8vbHBux7XBOZ5J6fSAX-N4o85UmObP1td3lv421QYmJDXg5hujUe0MBzjvmwZj-JwSrWHePpKTLw_lq_gAl6ha0kbmXb1VebxIhalijoGJGoXbJ6WosOSOXm398uESmsmbVfpyoYY4-zKdwg2k8Q4g0AFuEhvpN308E57xvuXJzmLYGD9moaZVRqGtU/w640-h290/ess.png" width="640" /></span></a></div><span style="font-family: helvetica; font-size: medium;"><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnb1iwfjUfWul8suohyphenhyphenn9O8BV568ZjzsvcqLb0RwjffKANH5ldN66GtVhcSXdG6H5qmLHl6n5wCk63_7VCexPnBH_ZFy7Eym4Ho0T0K9GaDYEF2q86X_2lJw02gJ4-dbhQTaVCNKi4yLD1mNY_VlT5cL601cB3lFY9hiddrYh4BE_S9ikosfEu8HSBeho/s1028/haw.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: helvetica; font-size: medium;"><img border="0" data-original-height="466" data-original-width="1028" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnb1iwfjUfWul8suohyphenhyphenn9O8BV568ZjzsvcqLb0RwjffKANH5ldN66GtVhcSXdG6H5qmLHl6n5wCk63_7VCexPnBH_ZFy7Eym4Ho0T0K9GaDYEF2q86X_2lJw02gJ4-dbhQTaVCNKi4yLD1mNY_VlT5cL601cB3lFY9hiddrYh4BE_S9ikosfEu8HSBeho/w640-h290/haw.png" width="640" /></span></a></div><span style="font-family: helvetica; font-size: medium;"><br /><br /></span><p></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 1.25em 0px; text-align: justify;"><span style="font-family: helvetica; font-size: medium;"><span style="color: #374151;"><span style="white-space-collapse: preserve;">Both Essendon and Hawthorn have similar scoring profiles and both teams opening game (against each other) will colour the model predictions for the following rounds. The model prediction slightly favours Essendon but will come down to scoring accuracy with both accuracy for and points per shot against favouring the Hawks at present.</span></span></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-70470142427699916912024-01-12T11:06:00.000+11:002024-01-14T11:01:37.566+11:00A Glimpse into Season 2024's Unpredictable AFL Landscape<p style="text-align: justify;"><span style="color: #374151; font-family: helvetica; font-size: medium;">In the
fast-paced and ever-evolving (cutthroat) world of AFL tipping, predicting the
outcomes of a season has become both an art and a science. The Carlo
Monty model (an excel behemoth now in its eleventh iteration and no doubt showing signs of age) dissects the game through the lens of
moving averages, scrutinizing shots for and against to reveal trends that foretell the fate of teams in the upcoming season much better than the paid experts at various media outlets and bookies. <b>Well, that is the aim!</b></span></p>
<p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; box-sizing: border-box; margin: 15pt 0cm; text-align: justify; white-space-collapse: preserve;"><span style="color: #374151;"><span style="font-family: helvetica; font-size: medium;">At its core, the Carlo Monty model revolves around the analysis of moving averages, seeking patterns and shifts within those trends to make informed predictions devoid of supporter emotion (Go Hawks). Over the years the model has evolved to project forward, an <i>impressive (?) </i>22 games in advance, based on the nuanced difference in shots for and against. A shot metric has been developed and compared to the historical database of VFL/AFL(M) results and categorizes teams into Grand Finalists, Finalists, Also-rans (rebuilders/ new coach media frenzy mid-year), and the dreaded Wooden Spooners.<o:p></o:p></span></span></p>
<p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; box-sizing: border-box; margin: 15pt 0cm; text-align: justify;"><span style="font-family: helvetica; font-size: medium;"><span style="color: #374151; white-space-collapse: preserve;">The 2024 AFL season highlights an evenness</span><span style="color: #374151; white-space-collapse: preserve;">. Gone are the days of </span><span style="color: #374151; white-space-collapse: preserve;">a standout grand finalist; instead, the competition boasts eleven teams firmly </span><span style="color: #374151;"><span style="white-space-collapse: preserve;">in the final eight contender's category! Moreover, five additional teams lurk in </span></span><span style="color: #374151; white-space-collapse: preserve;">the shadows, poised to sneak into the finals with a combination of strategic </span><span style="color: #374151; white-space-collapse: preserve;">wins, a stroke of luck, or notable developments in their gameplay - lots of potential analysis/ discussion by the tipping community and the various media.</span></span></p>
<p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; box-sizing: border-box; margin: 15pt 0cm; text-align: justify;"><span style="font-family: helvetica; font-size: medium;"><span style="color: #374151; white-space-collapse: preserve;">The beauty of the Carlo Monty model lies in its ability to sift </span><span style="color: #374151;"><span style="white-space-collapse: preserve;">through the chaff and the wheat (via a lot of vlookups and the power of the Carlo Monty supercomputer), providing a lens to view the true contenders as well as focusing attention on potential swing games involving the wooden spooners and the "shadow" teams. A hopeful improvement in form of North Melbourne and West Coast</span></span><span style="color: #374151; white-space-collapse: preserve;"> could easily and unexpectedly shape the final eight. A couple of </span><span style="color: #374151; white-space-collapse: preserve;">"lucky" wins or a surprising improvement in form might catapult one </span><span style="color: #374151; white-space-collapse: preserve;">of these underdogs into the mix, altering the trajectory of the entire season.</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; box-sizing: border-box; margin: 15pt 0cm; text-align: justify;"><span style="color: #374151; font-family: helvetica; font-size: medium;"><span style="white-space-collapse: preserve;">The all-important Carlo Monty pre-season predictions are:</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; box-sizing: border-box; margin: 15pt 0cm;"><span style="color: #374151; font-family: helvetica; font-size: medium;"></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center; white-space-collapse: preserve;"><span style="color: #374151; font-family: helvetica; font-size: medium;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhi-8016Y9vkR1lCZAr0GviSG20KeJfb1kckeRz4pRVY9XC8uko4NpYRJVFzr7zZ25jxQeCPabZ_dvFjL8T8_E9NJEnpdh4_-KvboUZLI3Ga5D06J2Yeue9UrwZjbobOWOOR_8sT1PWpOyAjSS1YYjeYQeRvohhM_jsPtyyAEBiaefHzRKd8ddh95XH75s" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="454" data-original-width="642" height="452" src="https://blogger.googleusercontent.com/img/a/AVvXsEhi-8016Y9vkR1lCZAr0GviSG20KeJfb1kckeRz4pRVY9XC8uko4NpYRJVFzr7zZ25jxQeCPabZ_dvFjL8T8_E9NJEnpdh4_-KvboUZLI3Ga5D06J2Yeue9UrwZjbobOWOOR_8sT1PWpOyAjSS1YYjeYQeRvohhM_jsPtyyAEBiaefHzRKd8ddh95XH75s=w640-h452" width="640" /></a></span></div><div style="text-align: justify;"><span style="color: #374151; font-family: helvetica; font-size: medium;"><span style="white-space-collapse: preserve;"><br /></span></span></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><span style="color: #374151; font-family: helvetica; font-size: medium;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjdWYzwrPnQDnlZ4-tlJWYH0lLakIPT0ItsE4_zrEukcVPlWHLYDppwY-SuvKbsHSg6DQbWLZPt0l0End727lNCEDgtFuhukYHdyJ9yDHmejwaPd6ekgvDqhzXn06uVnoqq7cNUAmYPe8FxzCFUvYYsA8SxR_lYp_GdFR_CBIyRjzczsYmysYLWclmCMIw" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="634" data-original-width="966" height="420" src="https://blogger.googleusercontent.com/img/a/AVvXsEjdWYzwrPnQDnlZ4-tlJWYH0lLakIPT0ItsE4_zrEukcVPlWHLYDppwY-SuvKbsHSg6DQbWLZPt0l0End727lNCEDgtFuhukYHdyJ9yDHmejwaPd6ekgvDqhzXn06uVnoqq7cNUAmYPe8FxzCFUvYYsA8SxR_lYp_GdFR_CBIyRjzczsYmysYLWclmCMIw=w640-h420" width="640" /></a></span></div><span style="color: #374151; font-family: helvetica; font-size: medium;"><br /><br /></span></div></div><div style="text-align: justify;"><span style="color: #374151; font-family: helvetica; font-size: medium;"><br /></span></div><span style="color: #374151; font-family: helvetica; font-size: medium;"><span style="white-space-collapse: preserve;"><div style="text-align: justify;">This is not the Carlo Monty final ladder prediction as that is generated from the game-by-game modelling (discussed in a future post). The end of year ladder prediction I prefer to focus on with 10 games to go in the season as the variability is just too great. I will put the above list into the ladder predictors such as the one at Squiggle.</div></span></span><p></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; box-sizing: border-box; margin: 15pt 0cm;"><span style="color: #374151; font-family: helvetica; font-size: medium;"><span style="white-space-collapse: preserve;">Given the deliberate lopsidedness of the "fixture" a focus during the early rounds will be on the performance of Adelaide and Geelong. More of the season analysis in the next couple of blog post. The "smokey" for the flag is the Bulldogs - a top four finish or a home final in the eight warrants a stand-alone blog post.</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; box-sizing: border-box; margin: 15pt 0cm;"><span style="color: #374151; font-family: helvetica; font-size: medium;"><span style="white-space-collapse: preserve;">The aim this year is to post predictions each week and generate a post on a feature game each week - either a "block buster" game or one that historically the model has done very well or very bad predicting the winner over the previous ten appearances.</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; box-sizing: border-box; margin: 15pt 0cm;"><span style="color: #374151; font-family: "Segoe UI", sans-serif; white-space-collapse: preserve;"><br /></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-78849408665293442382021-03-04T15:52:00.062+11:002021-03-17T11:11:02.652+11:00Rebooting<p>Well after covid quarantines, hubs, short quaters and the bizarre case of seeing a Hawthorn home game against the Bulldogs in Adleaide surely 2021 cannot be any weirder?</p><p>With relocation to Adelaide now fairly settled in and still quite a few red wines to trial cranking up the blog has bubbled to the surface of my to do list again.</p><p>The dusted off model has come up with a couple of difficult to accept long term predictions: Doggies topping the ladder at the end of the home and away. The doggies model relies on some easy early wins followed by some narrow confidence boosting wins over Tigers, GWS and Port. I will watch these early season games with some interest.</p><p>Worrying less about the long term fog filled future predictions - a focus on round 1</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWVbN9ws36GfrHo6Oebi2VI3YOFIlNaSvNilSFegtd7W0llXZ6Mjesg57eGQ1K5zMKKI002nLck0-xIJ7Nd3ZqvYpt-r08gFBvLsM13ttE2Afutn6ixJaH2U3D_ibbO0mETAcI5Uy2mho/" style="margin-left: 1em; margin-right: 1em;"></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWVbN9ws36GfrHo6Oebi2VI3YOFIlNaSvNilSFegtd7W0llXZ6Mjesg57eGQ1K5zMKKI002nLck0-xIJ7Nd3ZqvYpt-r08gFBvLsM13ttE2Afutn6ixJaH2U3D_ibbO0mETAcI5Uy2mho/" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwNxXkv-_ekZtk4-FEGc4Ztf3BykKphedmfXp7rkO36elZhzhh4ShGg90t7DHoIiOoPCZfPy0Ycvasp3wFConaoQKI3seNvZKtZAvZ7b7Srb31JML945tXOPRAp5O26S2QBgQXh2T8jJM/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="313" data-original-width="1359" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwNxXkv-_ekZtk4-FEGc4Ztf3BykKphedmfXp7rkO36elZhzhh4ShGg90t7DHoIiOoPCZfPy0Ycvasp3wFConaoQKI3seNvZKtZAvZ7b7Srb31JML945tXOPRAp5O26S2QBgQXh2T8jJM/w640-h147/image.png" width="640" /></a></div><br /></div><br />The surprise is how close the model thinks North will come to Port - gut feel is this is more to do with the remenants of last seasons infected data.<p></p><p>The three games I hope are competitive are the Dons v Hawks (I do not have high expectations for this being a showcase of football quality but I will be watching the Hawks for signs of good coaching) and the GWS v Saints (I have high hopes for this game for quality, tightness and to give an indication of each teams seasons potential - it is a big swing game for both teams in my modelling). The Pies v Dogs I have tipped Collingwood and allocated 20 points for the flexi tipping on footy tips.com (the other 80 points I will split between Essendon and StKilda).</p><p><br /></p><p>I will also be keeping an eye on Fremantle v Demons: if Freo get within a goal (or win) I will be looking to see if it is beacause Freo have improved or Melbourne have failed to fire. A good showing by Freo, a poor performance by GWS and Freo could be looking at a good start to the year. Lose those two and they are on the back foot early. Melbourne follow up with Saints, Giants and Geelong so they will want to get off with a win.</p><p>Streak tipping it is line ball going with the Essendon tip and not Melbourne. I have stayed with the Essendon tip as it is early in the year. The Melbourne possible tip - I just do not have the confidence in the Melbourne data.</p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-89330304019679137322019-04-27T14:20:00.000+10:002019-04-27T14:20:27.548+10:00Round 6: No time<span style="font-family: Verdana, sans-serif;">Very busy on this "10 day holiday"</span><br />
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<span style="font-family: Verdana, sans-serif;">Just the tips this week (after a disastrous round last round) (model tips Freo by half a point; flexi tips Bulldogs for 50)</span><br />
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<span style="font-family: Verdana, sans-serif;"><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-69968477231297243792019-04-17T17:00:00.002+10:002019-04-17T17:00:19.746+10:00Round Five - a Hawks v Cats cracker<span style="font-family: Verdana, sans-serif;">If in doubt pick the home teams this week - except Brisbane. That is the advice from the model this week; with three anticipated close games, three middling and three worthy of a streak tip (although throwing in GWS and West Coast but not Melbourne who are all on the cusp of the models streak tip criteria)</span><br />
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<span style="font-family: Verdana, sans-serif;">Flexi tips allocating 50pts on the Hawks over the Cats (feature game); 30 points on the Roos over the Bombers (two teams the model consider very similar) and 20 points for the Pies over Brisbane at the Gabba.</span><br />
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<span style="font-family: Verdana, sans-serif;"><b>Feature game: Hawks v Cats</b></span><br />
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<span style="font-family: Verdana, sans-serif;">The model is anticipating a very close game with the Hawks being victorious by a point (with less scoring shots but a higher accuracy): both tams to score in the 90's.</span><br />
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<span style="font-family: Verdana, sans-serif;">The model has had a good run with a ten game MAE of 25pts (including a blowout in early 2017 which saw Geelong win by 86pts). The model has tipped 8 winners out of the last 10 games (all of these games have been at the MCG)</span><br />
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<span style="font-family: Verdana, sans-serif;">Geelong have been trending higher scores in the last 5 games (only 7 of the 20 scores have been over 100). The Hawks defense may prove the defining difference - perform poorly and lose; perform well and win. This is quite evident when comparing the trend graphs for both teams and Geelong shade Hawthorn with accuracy in the short term but not in the long term trends.</span><br />
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<span style="font-family: Verdana, sans-serif;">Game could go either way but I am sticking with the gutsy 1 point prediction for the Hawks (and putting 50 flexi points on the game also!). I have a bottle of Chimay Bleue to enjoy while watching from home in Adelaide.</span><br />
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<span style="font-family: Verdana, sans-serif;"><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-543899540077623612019-04-08T21:23:00.000+10:002019-04-17T16:32:50.332+10:00Round Four - A quick upload<span style="font-family: "verdana" , sans-serif;">Busy with work interstate and helping with a house pack up/ interstate move...so quick run through of the tips and no feature game this week...</span><br />
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<span style="font-family: "verdana" , sans-serif;">Tigers over Port in Adelaide the stand out tip.</span></div>
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<span style="font-family: "verdana" , sans-serif;">West Coast to comfortably win the Derby.</span></div>
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<span style="font-family: "verdana" , sans-serif;">Essendon to topple Lions is one I would not tip based on my gut but model is flagging as a reasonable home win and worth a flexi tip.</span></div>
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<span style="font-family: "verdana" , sans-serif;">Melbourne to topple Swans in Sydney is the other shocker of a model tip - if this one comes off it will be in the minority of tippers: Guttsy call and flexi!</span></div>
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<span style="font-family: "verdana" , sans-serif;">Collingwood for the streak tip over the Bulldogs - I would like to think this one will be closer but this tip sits well with me.</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Results</b></span><br />
<span style="font-family: "verdana" , sans-serif;">Well a good week for the Flexi tips - all three coming in and boosting the model into the top 400 on footytips.com.au !</span><br />
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<span style="font-family: "verdana" , sans-serif;">A impressively low MAE of just under 15pts and an even spread - pushing the model to 4th on the Monash normal tip competition - this will be hard to maintain but here is hoping.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Frustratingly close tips with Cats and Hawks - making for a great feature game in the upcoming round.</span><br />
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<span style="font-family: "verdana" , sans-serif;">And Adelaide - well the model has them finishing 11th at the end of the year so getting close to officially goooone. Perhaps a tad early to call it. But calling Sydney not going to be in finals this year.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-73434556192153665522019-04-01T17:31:00.000+11:002019-04-08T21:16:25.455+10:00Round Three - a lot of close games including the opening feature game<span style="font-family: "verdana" , sans-serif;">The Carlo Monty Model is predicting a 1 point win for the Cats over the Crows (although <b>if I rounded off the model predicts a draw</b> - a rarity in the football tipping community) in Adelaide - a rare away win (I hope) for matches between these two. I was tempted to have the Brisbane v Port game as the feature as I think this will be a close and entertaining game wit ha narrow victory to the home team.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Giants v Tigers was possibly another consideration but I think the fragility of the Tigers could be exposed - currently going for a small victory for Giants but the model would not be surprised with a 6 goal runaway in final quarter drubbing.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Freo Saints game was not considered for feature status despite a close finish predicted - quality of play has not been great - could easily be an away win for the Saints.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Collingwood versus Eagles could also be a good game to watch but not enticing enough for flexi tip and not a runaway win prediction suitable for a streak tip.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Melbourne Essendon game will not be pretty to watch - model is still backing the Dees who have not been good. <b>Note have predicted a streak tip for the Dees </b>(I am nervous about this tip)</span><br />
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<span style="font-family: "verdana" , sans-serif;">Bulldogs predicted to keep their fans happy with a percentage boosting home win.</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Feature game</b></span><br />
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<span style="font-family: "verdana" , sans-serif;">Model has only had a 50 50 success in recent times although a respectable MAE of 23.5. Home teams have been favoured with wins. Cats have averaged more scoring shots but Crows have been more accurate - current prediction is 86 each with a fraction over for Cats:</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>If it is a draw I predicted it.</b></span><br />
<span style="font-family: "verdana" , sans-serif;">If Cats win - I told you so: Finals bound; Oh Dear Crows season over</span><br />
<span style="font-family: "verdana" , sans-serif;">If Crows win - they have bounced back; Cats stumble</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Results</b></span><br />
<span style="font-family: verdana, sans-serif;">How good are the Cats (better than the Crows; but Crows had their chances and enough shots on goal - honorable loss but not far from being gone?)</span><br />
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<span style="font-family: verdana, sans-serif;">Melbourne on the other hand - how bad is bad? One good quarter against a not too highly rated team and then three quarters of stuff all.</span><br />
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<span style="font-family: verdana, sans-serif;">Carlton offering signs of hope for the future; Swans looking at somewhere between 7 and 14th.</span><br />
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<span style="font-family: verdana, sans-serif;">GWS and Brisbane rolling on - Brisbane impressing lets see how the next four weeks go.</span><br />
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<span style="font-family: verdana, sans-serif;">West Coast, Bulldogs and Hawks up and down a bit.</span><br />
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<span style="font-family: verdana, sans-serif;">Freo and Saints gave us a close game - Saints accuracy hurting again like 2018 despite early 2019 being reasonable.</span><br />
<span style="font-family: verdana, sans-serif;"><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-32577579608696164802019-03-27T17:48:00.003+11:002019-04-01T17:16:35.000+11:00Round Two - mainly home teams & Hawks v Doggies feature<span style="font-family: "verdana" , sans-serif;">This weeks tips have four games with margins under two goals and a maximum of six goals which should make for exciting viewing. Hopefully, North and the Bombers put in better performances than last week - more so as the model is actually tipping both which could be very embarrassing.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Due to the predicted close nature of most games the model is only picking one game to be added to the streak tipping (streak tips are a long game: target for the year is to have a couple of tips each week - I want to get a streak over 20 this year). <b>Port </b> over Carlton is the sole streak tip this week.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Flexi tipping is more interesting this week with the 50% game tipping the Crows over Sydney - in Sydney. A difficult one to convince me that the model will be correct as the Crows forward lien was demolished last week and Sydney have a good defense. however, the Swans did not exactly impress either. Whichever team loses (and particularly if they lose big) will receive a lot of media coverage in their home towns on Sunday/ Monday.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">Richmond over Pies - odds are nicely even and I feel favor Richmond. And North over Brisbane for the other - surely North have to bounce back at Docklands?</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">The all important tips:</span><br />
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<h4>
<span style="font-family: "verdana" , sans-serif;">Feature Game: Hawks v Doggies</span></h4>
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<span style="font-family: "verdana" , sans-serif;">Historically this is one game I go to with a close friend and my daughter (both mad Doggies supporters) and apart from seeing Bob Murphy go down a couple of years ago or when Buddy kicked about 1 goal 15 pts the games have been very enjoyable - with a mix of wins and loses.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Both teams go into this game with good wins the week before. The model has had an excellent recent form on the big grounds (and a not so flash prediction hit rate on the indoor venue). The Hawks have been favorite in 9 of the last 10 encounters and have averaged about 4 more scoring shots - scoring just over 100pts on average to the Doggies just under 80</span></div>
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<span style="font-family: "verdana" , sans-serif;">The Bulldogs shot trend suggests that the Hawks will prevail but the style of play of both teams should be/ will be showcased on the large open spaces of the MCG</span></div>
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<h4>
<span style="font-family: "verdana" , sans-serif;">Results</span></h4>
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<span style="font-family: "verdana" , sans-serif;">Well, another week with a 4, a just over flexi and one more to the active streak (albeit an active cautious streak of 2). A round MAE of 36.7</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Richmond seriously under performing and opened up a bit by the Pies.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Adelaide doing what I had expected from the model - providing the overall slight profit on flexi tips.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Essendon under performing again.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Carlton putting up a decent fight and showing some hope for their supporters.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Geelong annihilating the Dees who have really dropped the bundle this year - based on the first two rounds the end of year projections have them missing the eight.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">West Coast bounced back positively.</span></div>
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<span style="font-family: "verdana" , sans-serif;">North dropped the bundle and things are looking grim for the rest of the year.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Hawks lost to the better team on the day and the Doggies are impressing me and my model moving into the projected finals quite highly at the moment.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Freo/ Gold Coast - lost the flip of the coin on this one : (</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Next weeks feature game: </b> has to be Crows v Cats which I am tipping Cats by 1 with a big flexi tip to boot.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-18222897911408453542019-03-21T17:19:00.001+11:002019-03-24T11:21:45.351+11:00Round One Feature Game: Crows v Hawks<span style="font-family: "verdana" , sans-serif;">The sellout battle of the birds in Adelaide is the chosen game for a number of reasons this week:</span><br />
<span style="font-family: "verdana" , sans-serif;">* Firstly I don't like doing feature games on Thursdays - (similar to the <a href="http://fmitl.blogspot.com/">FMI </a>web site: shout out to the margin tipping competition)</span><br />
<span style="font-family: "verdana" , sans-serif;">* Secondly I have recently relocated to Adelaide and as I follow the Hawks (not a financial supporting member this year) it is a personal choice to focus on this one</span><br />
<span style="font-family: "verdana" , sans-serif;">* Thirdly my models suggest that it will be a close game - favoring the home side by 12 pts)</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
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<h4>
<span style="font-family: "verdana" , sans-serif;">Previous ten encounters</span></h4>
<span style="font-family: "verdana" , sans-serif;">The Carlo Monty model has had an 80% success rate with the games since 2011 - a period when Hawthorn has been a strong favorite in 4 games and a slight favorite in 3. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">Hawthorn has won 8 of these encounters - notably the last one by 45 points.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">The average margin of error with the tips has been 23.7 points - not great but well below the 30pt benchmark.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">During the last 10 games Hawthorn has averaged 28 scoring shots per game and Adelaide have improved from 24 to 25 (last 5 games compared to the last 10). Similarly, Hawthorn has averaged 111pt recently to Adelaide 92.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">The Carlo Monty Model is predicting that these trends will be reversed in the 2019 opening round with a narrow win to Adelaide with a 12 point margin in a reasonably high scoring affair (approximately 110 to 98).</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">A free-flowing game is anticipated with open forward lines - a concern is whether the Hawks forward line can be both fed from the center and whether it can improve on the lowered standards (compared to recent Hawthorn history) forward conversion.</span><br />
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<span style="font-family: "verdana" , sans-serif;">The Adelaide and Hawthorn recent shot model trends have similarity the recent increase in the Crows attack swings the model to favor the Crows. The closeness of the attack and defense of both teams (plus the obvious class of both teams) indicates a close game.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">The class of Hawthorn (and I believe but do not include in the model: the coaching ability of Clarkson) could shine through although I still anticipate/ predict a Crows victory and have them tipped for the win and for 25pts in the footytips.com Flexi competition but I have not included them in the streak competition.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;"><i>Friday night change to flexi tip: moved from placing flexi points on Adelaide to Bulldogs (over Swans)</i></span><br />
<span style="font-family: "verdana" , sans-serif;"><i><br /></i></span>
<span style="font-family: "verdana" , sans-serif;"><i>-------------------</i></span><br />
<h4>
<span style="font-family: "verdana" , sans-serif;"><i>Result</i></span></h4>
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<span style="font-family: "verdana" , sans-serif;">Adelaide: 7 13: <b>55</b></span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Hawthorn</b>: 12 15: <b>87</b></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">WBR tipping results: tip incorrect, Margin Error: 44pts, flexi NA, streak NA</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Well as a Hawks supporter I am happy with the 4 points. AS a modeler not so happy - incorrect tip and a large margin error. The Hawks 27 shots on goal were as anticipated (accuracy a tad low), the coaching was superb and the delight/ surprise was the dominance of the defense in keeping the Crows to a meager 20 scoring shots - both well down on the recent average against Hawthorn but tellingly much lower than the model was predicting for this year. it will be interesting to see the effect on next weeks predictions once all of this rounds games are concluded.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">The free flowing nature of the game did not really kick in until just before half time.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div>
<span style="font-family: "verdana" , sans-serif;">Also very timely to switch the flexi points to the Bulldogs (missed out on the Brisbane win over West Coast - more on that in next weeks blog and the round up of this week - but as a teaser there were a number of player based models that were predicting a (albeit narrow) Brisbane victory)</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;"><b><i>Next weeks feature game will be Hawks v Doggies at the G</i></b></span></div>
<span style="font-family: "verdana" , sans-serif;"><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-58419145891752508412019-01-28T16:31:00.000+11:002019-03-25T17:03:41.551+11:002019 - New town, new job, light weight footy tipping...<span style="font-family: "verdana" , sans-serif;">The WBR blog has moved from the leafy environs of Eltham to the aptly named Happy Valley in South Australia (a seemingly lone Hawks supporter in the bi-modal land of Crows-Port supporters). The work-based move (i.e. not wanting to work for the global company in China) has been a very big shift which is still taking time to settle into a new routine - I am sure that it will. However, in the meantime, the football tipping is progressing but at a lower priority - last years lack of posts indicates that this has been happening for a while.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">I am spending less time on the monte carlo simulations for the end of year predictions and relying more on my forward prediction shot model as the guide for finals appearances. Coupled with this I am focusing on the next round with a feature game plus the forward predictions four rounds into the future ("one month is a lifetime in footy") which will cause less frustration and angst compared to the variability of 20 rounds into the future.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">That said; the end of year shot prediction model ranks the teams as such:</span><br />
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<span style="font-family: "verdana" , sans-serif;">Richmond should lock in a top-four position and Melbourne supporters should see some glory this year. There will be a battle for the other two top four positions and the staying in the eight group. The games between this cluster of 7 should be weekly blockbusters and close entertaining games.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">The outsider that the carlo monty simulations pick to watch is the Bulldogs - either a glorious year or a fans rollercoaster - my outside tip for 7th or 8th but some simulations have them very high up (subject to an early season on fire run of games).</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">Wooden spoon seems to be a battle between the Blues and Gold Coast - their matchups will determine the ownership.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">---------------------------------------------------------------------------------------</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">Early predictions for Round 1:</span><br />
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<h4>
<span style="font-family: "verdana" , sans-serif;">Results</span></h4>
<span style="font-family: "verdana" , sans-serif;">Well the Richmond and Bulldogs tips were excellent but being 101 points off the mark with North/ Freo coupled with underestimating Port, dramatically overestimating Essendon plus being pleasantly surprised by Hawthorn and Brisbane made for an overall disappointing round from a model perspective.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">The Carlton: Richmond game went to the modelling script and offers hope for the blues fans as there were signs of effort.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">The Pies: Cats game was entertaining enough and justifies (in my mind) the models long term season expectation that these teams are similarly placed as final eight contenders.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: verdana, sans-serif;">Melbourne's poor offence showing - lowest score since a 56 point showing against Richmond early last year is a worrying sign that the model is over rating the Demons. I think it is more a case of Melbourne under performing rather than Port over performing - although it was an impressive display from a lot of newcomers/ well coached. Ports score for is slightly above the recent average.</span><br />
<span style="font-family: verdana, sans-serif;"><br /></span>
<span style="font-family: verdana, sans-serif;">Hawthorn shut down Adelaide's offence in magnificent style and their offence performed to model expectations. Adelaide were out played - also of note is they led in most of the traditional stats of kicks, hand passes, marks etc but in reality got clobbered.</span><br />
<span style="font-family: verdana, sans-serif;"><br /></span>
<span style="font-family: verdana, sans-serif;">Bulldogs and Swans performed to the models expectations. Bulldogs versus Hawks next week is the game to watch.</span><br />
<span style="font-family: verdana, sans-serif;"><br /></span>
<span style="font-family: verdana, sans-serif;">The Suns performed above expectations, the Saints a bit below: resulting in an entertaining enough game.</span><br />
<span style="font-family: verdana, sans-serif;"><br /></span>
<span style="font-family: verdana, sans-serif;">Bombers and North - terrible.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;"><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-50485119274969526722018-03-26T19:53:00.000+11:002018-03-26T19:53:18.703+11:00Round Two<span style="font-family: Verdana, sans-serif; font-size: large;"><b>Incorrect Round One tips: waterlogged Suns swim past Roos and Crows cough up a handy lead (oh and lucky correct tip with Geelong over Demons)</b>. Enough said of round One as round Two is upon us already...</span><br />
<span style="font-family: Verdana, sans-serif; font-size: large;"><br /></span>
<b><span style="font-family: Verdana, sans-serif; font-size: large;">Overall tips:</span></b><br />
<b><span style="font-family: Verdana, sans-serif; font-size: large;"><br /></span></b>
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<b><span style="font-family: Verdana, sans-serif; font-size: large;"><br /></span></b>
<span style="font-family: Verdana, sans-serif; font-size: large;"><b>Yes</b> the model has picked Collingwood over the Giants (The Giants were impressive with their running at Manuka Oval on the weekend and I am quietly concerned with this tip). The Crows Tigers game is discussed in detail below. The remainder of the games are also interesting and I predict there will be a much larger spread of tip results in everybody's competitions this week compared to the round one favorites dominating.</span><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;"><b>Feature Game: Crows to ride the wave of the home ground advantage</b></span><br />
<span style="font-family: Verdana, sans-serif; font-size: large;"><b><br /></b></span>
<span style="font-family: Verdana, sans-serif; font-size: large;">Adelaide to win by 10 points (but not said with enough confidence or historical support).</span><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">Similar scoring shots predicted with similar accuracy. The accuracy with the previous head to heads is only 60% but with a sub 30 average error. The Crows have been consistently favorites just pipping the frequency of the Tigers favoritism.</span><br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-42419404795705071812018-02-01T18:15:00.005+11:002018-03-23T21:44:42.456+11:00Round One: Feature game<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-size: large;"><em><b><span style="font-family: "verdana" , sans-serif;">This
is a bit of work in progress - produced early as I am trying to automate the
uploading of text and graphics: doing this as a bit of practice over the
Christmas work enforced holiday period</span></b></em><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></span></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">The
WayBeyondRedemption site is aiming to focus on the first game of each round in
detail in the 2018 season. This is linked to the work and family
tipping competitions using the footytips.com.au site as the arbitrator of
family and social tipping where competitors on equal tipping points are
separated via the margin tipping – which is carried out on the first game of
each round. Hence, extra attention is devoted to the feature game.</span><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif; font-size: large;">Tigers to outclass the Blues</span></b></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">The
first feature game for 2018 is the now “traditional” first round clash and
season opener Richmond v Carlton. The two teams have met in the
first round every year since 2012 (the opening game each year since 2014). Richmond
have won every encounter since 2014 and the model is confident that this will
continue in 2018. This tip must be tempered with the knowledge that
the model has been wrong four times during the last ten encounters – three of
those Carlton upset wins. The 2018 prediction currently sits at a
hefty 63 point thrashing of the Blues at the hands of the reigning premier. This
level of prediction has historically produced a correct tip 95% of the time –
the only recent (since 2000) upsets have been a memorable Bulldogs victory over
the 2000 Bombers in the last round and the Bombers 6 point loss to the Demons
in a low scoring affair in 2012.</span><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></span><br />
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<span style="font-family: "verdana" , sans-serif; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0tPeTiMIglNmrq65Gs-Hzoe68OP7b_aO4OUn35PzrJZEKwjqaPY4YZM_IMICr3BZW8jI5wvWAXR0JF2QuaoyyFhTWkJZ1J4Si2VU-BlfCdutfnRm9U3uqHyI6EX7GaPse0fbMuX0KZ1A/s1600/screen+grab+1.PNG" imageanchor="1" style="font-family: "times new roman"; text-align: center;"><img border="0" data-original-height="237" data-original-width="1267" height="116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0tPeTiMIglNmrq65Gs-Hzoe68OP7b_aO4OUn35PzrJZEKwjqaPY4YZM_IMICr3BZW8jI5wvWAXR0JF2QuaoyyFhTWkJZ1J4Si2VU-BlfCdutfnRm9U3uqHyI6EX7GaPse0fbMuX0KZ1A/s640/screen+grab+1.PNG" width="640" /></a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0tPeTiMIglNmrq65Gs-Hzoe68OP7b_aO4OUn35PzrJZEKwjqaPY4YZM_IMICr3BZW8jI5wvWAXR0JF2QuaoyyFhTWkJZ1J4Si2VU-BlfCdutfnRm9U3uqHyI6EX7GaPse0fbMuX0KZ1A/s1600/screen+grab+1.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><br /></span></a></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">Currently
Richmond are clearly the bookies favorite going into the game – rightly so for
a reigning premier. Richmond have been the clear favorite in the
previous four encounters and are well worth considering in the
footytips.com.au flexi tipping if you take a very conservative approach. The
Carlo Monty model will be spreading the flexi tips across three other games at
this stage (currently spreading the 100 points across three games: Hawks, Roos
and Crows).</span><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></span><br />
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<span style="font-family: "verdana" , sans-serif; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh839U0wGIoG2U1sEFpj7-6kFhdJeqc3H45WQ3kph0ZURYPwALTsmAhWOXYz3iR8Nn38IWfabeHf8wfx_Lp7JRygvKwhHrOC3zUbkcgZ0t6qEi_6QzoN_S9qUIP9VWZlI0rGwSHaM9lURI/s1600/screen+grab+2.PNG" imageanchor="1" style="clear: left; font-family: "Times New Roman"; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="239" data-original-width="1050" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh839U0wGIoG2U1sEFpj7-6kFhdJeqc3H45WQ3kph0ZURYPwALTsmAhWOXYz3iR8Nn38IWfabeHf8wfx_Lp7JRygvKwhHrOC3zUbkcgZ0t6qEi_6QzoN_S9qUIP9VWZlI0rGwSHaM9lURI/s640/screen+grab+2.PNG" width="640" /></a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh839U0wGIoG2U1sEFpj7-6kFhdJeqc3H45WQ3kph0ZURYPwALTsmAhWOXYz3iR8Nn38IWfabeHf8wfx_Lp7JRygvKwhHrOC3zUbkcgZ0t6qEi_6QzoN_S9qUIP9VWZlI0rGwSHaM9lURI/s1600/screen+grab+2.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><br /></span></a></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">The
shot model employed by the WayBeyondRedemption site is anticipating a heavy
scoring of up to 40 scoring shots for Richmond and as low as 16 shots for the
Blues (assuming good ground and weather conditions at the MCG). The
previous five encounters has seen Richmond score an average of 27 scoring shots
to Carltons 21. Richmond have averaged 100 points to Carltons 75
during the same period. The prediction for round one 2018 is for a
63 point victory for the Tigers.</span></span></div>
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<span style="font-family: "verdana" , sans-serif; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl_K1xyMcQfEmVpsWcKcmX5u94b6S1r-Arlz1P4pxA_wImV7Cl4gJe8oyJ_cnGgEQjc7otdAIT0_r_E21oS_T55VXhYfVnCQXaV3jtQ8SdNxQfDf9mKWW03wEFf3I3rHpEOtE3XL0Srjk/s1600/screen+grab+3.PNG" imageanchor="1" style="clear: left; font-family: "Times New Roman"; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="218" data-original-width="1418" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl_K1xyMcQfEmVpsWcKcmX5u94b6S1r-Arlz1P4pxA_wImV7Cl4gJe8oyJ_cnGgEQjc7otdAIT0_r_E21oS_T55VXhYfVnCQXaV3jtQ8SdNxQfDf9mKWW03wEFf3I3rHpEOtE3XL0Srjk/s640/screen+grab+3.PNG" width="640" /></a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl_K1xyMcQfEmVpsWcKcmX5u94b6S1r-Arlz1P4pxA_wImV7Cl4gJe8oyJ_cnGgEQjc7otdAIT0_r_E21oS_T55VXhYfVnCQXaV3jtQ8SdNxQfDf9mKWW03wEFf3I3rHpEOtE3XL0Srjk/s1600/screen+grab+3.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><br /></span></a></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">The
last ten games for Richmond have been very good – a drought breaking
Premiership with other excellent finals games and a recent percentage of over
160%. A narrow loss to Geelong in Geelong the only recent blemish. The
Carlo Monty model correctly tipped seven of the Tigers last ten games – getting
the two Geelong encounters and the GWS tips wrong.</span><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></span><br />
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<span style="font-family: "verdana" , sans-serif; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7yMgzQIJAGJug6X18zahyPouWet_Xer5xSAhNYPxEkFHX6R-1JOqNbdiyE3rreRw8ucpsg6WPSwXTXFhBtL3BwpLdsosX0IlEKRayc63aiT-xo4d5pluS6l8docPwyvrciZjqGlE8BEo/s1600/image+grab+4.PNG" imageanchor="1" style="clear: left; font-family: "Times New Roman"; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="522" data-original-width="1269" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7yMgzQIJAGJug6X18zahyPouWet_Xer5xSAhNYPxEkFHX6R-1JOqNbdiyE3rreRw8ucpsg6WPSwXTXFhBtL3BwpLdsosX0IlEKRayc63aiT-xo4d5pluS6l8docPwyvrciZjqGlE8BEo/s640/image+grab+4.PNG" width="640" /></a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7yMgzQIJAGJug6X18zahyPouWet_Xer5xSAhNYPxEkFHX6R-1JOqNbdiyE3rreRw8ucpsg6WPSwXTXFhBtL3BwpLdsosX0IlEKRayc63aiT-xo4d5pluS6l8docPwyvrciZjqGlE8BEo/s1600/image+grab+4.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><br /></span></a></div>
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<span style="font-family: "verdana" , sans-serif;">Similarly
with Carltons last ten games the model correctly tipped seven but was more
accurate with the margins with an average error of just over 21 points (being
under 30 is the benchmark). During the last five and ten games
Richmond have clearly been (on average) favorite and Carlton very clearly
underdog. Interestingly Richmond have averaged 26 shots for and 20
against while Carlton have averaged 25 for and 23 against. The
healthy shots for for Carlton give a little bit of false hope for the
supporters as the quality of opposition was noticeably different.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">For
home teams with odds of $1.25 to $1.35 since 2000 (some of the earlier odds
were estimated) the model has an 80% success rate of tipping winners: 87 of 108
tips. Only one of the incorrect tips had an error of greater than 63
points – adding some confidence to the Richmond tip of 63 points.</span><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></span></div>
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<span style="font-family: "verdana" , sans-serif; font-size: large;">Closer to the actual game day I
will update the margin predictions from the major newspapers (The Age and The
Herald Sun).<o:p></o:p></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrpHiuZeo45wl7AR-CRSWN21h81gRG__I3G5pXcHlLOTb8gnNcOC5rt8jNfPCZJW3gjUDdch3KUCanUqdleGrx5P7dOWAEJ10-N8DNZXa20WXbUe0khO_1lL-2X7RWZDh9d_EqghPeUhc/s1600/rnd1.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="390" data-original-width="658" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrpHiuZeo45wl7AR-CRSWN21h81gRG__I3G5pXcHlLOTb8gnNcOC5rt8jNfPCZJW3gjUDdch3KUCanUqdleGrx5P7dOWAEJ10-N8DNZXa20WXbUe0khO_1lL-2X7RWZDh9d_EqghPeUhc/s1600/rnd1.PNG" /></a></div>
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<span style="font-family: "verdana" , sans-serif; font-size: large;">Both The Age and Herald Sun tipsters have overwhelmingly backed Richmond (Chris Judd being the loyal exception). The Carlo Monty tip comes in as the second largest. Computer tippers are slow to upload their tips prior to the first Thursday game - shall update later today.</span><br />
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<span style="font-family: "verdana" , sans-serif; font-size: large;">-----------</span><br />
<span style="font-family: "verdana" , sans-serif; font-size: large;">Well: Ric 17 19: 121 d Car 15 5: 95</span><br />
<span style="font-family: "verdana" , sans-serif; font-size: large;">36 scoring shots to 20: Tigers under perform to my model by 4 shots, Blues over perform by 4 plus the added benefit of a high accuracy. I'll take the correct tip (along with the other 90 odd% of tippers) and lament the 37 pts adrift with the margin tip</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-28922083604454226552017-12-14T17:01:00.000+11:002018-02-02T20:07:31.466+11:00Forward prediction model – historical perspective<br />
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<span lang="EN-US"><span style="font-family: "verdana" , sans-serif; font-size: large;">This blog examines the historical
performance of the Carlo Monty forward prediction model since the final eight
system in 1994.<span style="mso-spacerun: yes;"> </span>The model predicts the
team rankings 22 games into the future from round one each season.<span style="mso-spacerun: yes;"><span style="font-size: x-small;"> </span></span>The model is based on a simple regression
model of weighted averages of the previous 20, 10 and 5 games scoring shot
differences.<span style="mso-spacerun: yes;"><span style="font-size: x-small;"> </span></span>A positive number equals
more wins than losses while a negative number indicates more losses.<span style="mso-spacerun: yes;"><span style="font-size: x-small;"> </span></span>Within the model a forward shot difference
prediction greater than 5 is a good indicator of grand final form.<span style="mso-spacerun: yes;"><span style="font-size: x-small;"> </span></span>A value more negative than minus 5 and the
team is in contention for the wooden spoon.<span style="mso-spacerun: yes;"><span style="font-size: x-small;">
</span></span>Zero to five is roughly a final’s appearance and zero to minus five is
the duldrums.</span></span><br />
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<span lang="EN-US"><span style="font-family: "verdana" , sans-serif; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjNJEQREf9mzieX-VuvLZH1yhLwK2casiAEb-HY-Fio0OUex4EkEqfGgE_4b2GsmZbYH_sDHm8rYBIWUz_LY7aCdsfAQYAe3zg0fHpJhIPEl-xBSVeBCygpIERsXoXnMBzwD-7xhNa3DE/s1600/screen+grab+5.PNG" imageanchor="1" style="clear: left; font-family: "Times New Roman"; font-size: medium; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="486" data-original-width="1062" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjNJEQREf9mzieX-VuvLZH1yhLwK2casiAEb-HY-Fio0OUex4EkEqfGgE_4b2GsmZbYH_sDHm8rYBIWUz_LY7aCdsfAQYAe3zg0fHpJhIPEl-xBSVeBCygpIERsXoXnMBzwD-7xhNa3DE/s640/screen+grab+5.PNG" width="640" /></a></span></span><br />
<span lang="EN-US"><br /></span></div>
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<span lang="EN-US"><span style="font-family: "verdana" , sans-serif; font-size: large;">In the 24 seasons from 1994 to 2017 the
team predicted to finish atop the ladder appeared in the finals 23 times
(Brisbane did not appear in the finals in 2005).<span style="mso-spacerun: yes;"> </span>However, on seven occasions the premier was
correctly forecast.<span style="mso-spacerun: yes;"><span style="font-size: xx-small;"> </span></span>The premier came
from the top four predictions 71% of the time – the most recent exceptions
being last years Tigers and the previous years Bulldogs with the Tigers being
more of a surprise, surprisingly.<span style="mso-spacerun: yes;"><span style="font-size: xx-small;">
</span></span>Notably both were correctly tipped on Grand Final day. (This time last year I was predicting a Cats: Crows grand final).</span></span><img 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" style="font-family: verdana, sans-serif; font-size: x-large;" /><br />
<span style="font-family: verdana, sans-serif; font-size: large;"><br /></span>
<span style="font-family: verdana, sans-serif; font-size: large;">Looking at the ladder at the end of the
home and away season the proportions are:</span></div>
<span style="font-family: "verdana" , sans-serif; font-size: large;"><span lang="EN-US"><span style="font-family: "arial"; font-size: medium;">
</span></span>
</span><br />
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<span lang="EN-US"><span style="font-family: "arial"; font-size: x-small;"><span lang="EN-US" style="font-family: "verdana" , sans-serif; font-size: large;"><img 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" /></span></span></span></div>
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<span lang="EN-US" style="font-size: large;"><span style="font-family: "arial"; font-size: x-small;"><span lang="EN-US" style="font-family: "verdana" , sans-serif;"><br /></span></span></span></div>
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<span lang="EN-US" style="font-family: "verdana" , sans-serif; font-size: large;"><span lang="EN-US" style="font-family: "verdana" , sans-serif;">So the predictions for the end of 2018 are shown below:</span></span></div>
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" 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" 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<span lang="EN-US" style="font-family: "verdana" , sans-serif; font-size: large;"><span lang="EN-US" style="font-family: "verdana" , sans-serif;">As noted in previous posts when compared to the simulated seasons the models are looking for possible upward movements of Hawthorn and Essendon at the expense of Geelong and Western Bulldogs; and cause much media attention running into the finals. Richmond and GWS may swap spots higher up the ladder. The battle for the wooden spoon is for Brisbane to get off the bottom and possibly force Gold Coast to take the "prize."</span></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-34762517629632926292017-12-14T15:28:00.000+11:002018-02-02T19:16:37.334+11:002018: top four<div style="border-image: none;">
<span style="font-family: Verdana, sans-serif; font-size: large;">The Giants I have positioned at four with the Tigers breathing down their neck.</span></div>
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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">The sharp downward trend of the Giants offence is the concern and is the source of the anticipated fragility.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Second and Third I have locked in for the Swans and Port with Adelaide my clear favourite for minor premier.</span></div>
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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Port I am predicting have broken out of their similar shots for and shots against trend.</span></div>
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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Sydney have stronger numbers and hence are predicted to finish second on the ladder. The cyclic nature of the offence and defence is a concern but compared to the competition I am confident of a top four finish for the Swans and a good crack at the premiership.</span></div>
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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">The Crows trend is the standout of the competition, despite the alarming uptick in defence and the drift downwards in offence (and their obvious disappointment in the final game of 2017). The Crows are the only team with a long term Carlo Monty rating in the historical Premiership zone. More details of this in the next post.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">So the final predictions for 2018 are:</span></div>
<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 152px;">
<colgroup><col style="mso-width-alt: 5558; mso-width-source: userset; width: 114pt;" width="152"></col>
</colgroup><tbody>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: solid none solid solid; border-width: 0.5pt 0px 0.5pt 0.5pt; height: 12.75pt; width: 114pt;" width="152"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Adelaide</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Sydney</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Port Adelaide</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">GW Sydney</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Western
Bulldogs</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">St Kilda</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Richmond</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Geelong</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Collingwood</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Essendon</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">West Coast</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Melbourne</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Hawthorn</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">North
Melbourne</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Carlton</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Fremantle</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Gold Coast</span></strong></td>
</tr>
<tr height="17" style="height: 12.75pt;">
<td height="17" style="background-color: transparent; border-color: windowtext; border-style: none none solid solid; border-width: 0px 0px 0.5pt 0.5pt; height: 12.75pt;"><strong><span style="font-family: Verdana, sans-serif; font-size: large;">Brisbane</span></strong></td>
</tr>
</tbody></table>
<div style="border-image: none;">
<span style="font-family: Verdana, sans-serif; font-size: large;"><br /></span></div>
<div style="border-image: none;">
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" 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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-25139772503302011052017-12-14T15:19:00.000+11:002018-02-02T19:17:05.909+11:002018: lower half of the final 8<div style="border-image: none;">
<span style="font-family: Verdana, sans-serif; font-size: large;">With Essendon and Hawthorn knocking on the door of the final 8 two teams are particularly under threat: Geelong and the Western Bulldogs.</span></div>
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BAEQRAEQWgRNJowxZqzvJrCM888o8Kw3BeH1bXWriAIgiAIzcuiRYscbbggNAWNJkwPHz5MWFQK2yOPPGIPJVq/fr0Kw++CIAiCwGD1J2xoJwTv0RCj0Pz582nKlCn2PWsQZ3Jysn2vbrBGvRioBGc0elc+btbExET7niAIgiBYIys/NR5sFJo5c6bDAnr//fcri6gzWGzWd/14Z/Fv3LiRFi5cKAYqwZJGWysfN+O0adPU96SkJHVj461txYoVKmzixIm0fPly9d0K/BHhrUpn1KhR9m+CIAhCW2LTpk1KlAreB23vE088QWPGjKnVLc+9mWiPAbfPLAtwbHx8PN12221qn9HbchwLyyc2hMEQBcGJc/X4ub3Xw2fNmkXTp0+v9SJijq+RJIrQkjEueqNj3Kg2Q2ja92owbtSzwlzx1FNP2b8JgiAIbQ15xtfmeO4+27trH1SfDQXtLZp7bPjOGMLQtnDhQvUd7bQZHJuUlGTfO4P5WOxzPHqc+ncdPRx54jRmz56tftPjE849mmRUvpUfiZjwWw6rd2bQjH9voE+/S7OHCIIgCM3JV7vnUEGJD635YY49pGFwV76znsonn3xS+X2i+x246sY3HwuGDx+uPhMSEtSnOyANWFM5jdGjR6tPwPEJ5x6NJkzZ0Robbjp0Iehh8HNBmND8LFh7hHIKSmnhN+47rwuCIAiNx5WDZlF4iI3GXzDLHtK4oLsewhXAjW7JkiU0Y8YMtW/GfGx9gTZglwAA31NPhK3QNmk0YYqblreXX375rLCHH35YhQnNz40j4yko0JduGS0PBEEQhJZAl8j+dPu459VnYzFu3Dg1FkQ3Gq1cuVIZjebNm3eWbyngEfX6sc7g+OGT6oyFCxc64kOaog2ERhv85G0whYg4xguCILRN5BnfckAXO7rpXQ1QFoTGokl8TAVBEARBaB246sYXhMZGhKkgCIIgCA7QnW7VjS8ITYEI03MIjL6f9vRammpsMgJfEARBEISWxjkpTM/V6ZEw+r6wtIJKyiplBL4gCC0OWZJUEIRzUpieq9MjYfS9v58v+fqR5Qj8/cdO04NvHqZXVx+npJMl9lBBEISmQZYkFQThnBSmzqZHauuW1BtGdqdP/m88ffKnK+jWcQm1yltRaaNnPz9Kd1/ambpEBtKLyzPojwuO0Krvc6m0otoegyAIgiAIQuNxTglTFmI2498Hj12uxJnOuWZJ1cu7K7WIEjoF05BeYXT9kGj6z92JdMe4GNqbXky/fP0Q5RVX2s8SBEEQBEFoHM4pYWolPHWr4bk20bxe3k82n6QDaadqWYsHxrWjhybF0bgBEfTptix7qCAIgiAIQuNwzghTCNDCkkryM/lX6mIVXd1WltS2Cpd38ugedPhkGRUWFFpai28c2pG+2ZNPb609IZZTQRAEQRAajXNGmEKAlpZVUlCAXy3hqayGwUHUPqKLGvxzLoJu/M4R/hQYYD0oKrKdPz09vScVl1XTr986TOlZZfZfBEEQBEEQvMc5I0ydddP37R5NUR1i6KYRMTT706P0k//spZnzDrapAT91Der67lAB3Ti8s6W1mM9dv+c4dQoLoPJKG6Vkldp/FQRBEARB8B7njDC16qaHhfTfS9Pp0r7B9ME3+2jyxSH0/m/Ooz5dQmjr4UL7Ua0fV4O6ThVU0K6UIhqeGGYPqQ2f+/7GLPr4u2PUI9qPikqr1G/Ld+XQnvRi9V0QBEFoeyxatIieeeYZ+54gND7n1OAnHfhKwkL622vjaM2uo7WE28g+4cqK2FZwZi2uqrbRv79Ip9tGx1BYiJ899Ay6X65fVREV5WfTkWM5lHqqxmLaLsiPlu3IUd8FQRCElsnVV19NPj4+auvdu7c91D3mz59PU6ZMUeKU4/j222/Vb4grOfncmMVGaDrOWWGKUebDeodR/26htYRbdlEFffVDLu1NP+0Y7PPyygxlWWytOBvU9e76k9QlMoCuujDKHlKbd9emUVlZlfLLnX5ZL1VHVw3uTEkna4Qp6g/1JAOiBEHwBrLyU+OBOrXZbDRz5kyHBfT+++9XFlFnsOjs1asXzZs3T52PbcGCBSrcGXXFKwiuOCeFKYTUyt25tPnHVOV3qQu3N9acoKGJYY7BPr95K4m6RwfRyysy7Ge3DbYmFdL25CL6xVWx9pAaYEXFpPqYXJ8CIygwyF8Jdq6jeyf0VOIdQj04wJemju5EKXYLqiC0VNhX+tklP7j0txaaF1n56QzH0/fTgtd/rT4bA4jTOXPm0LRp05RFVbeqMkuWLKEZM2bY92q69cHLL7+sPgFEqG6JNcerg2M4DV0ccxg2WGOt8iKcO5yTwlTNyVldRrkFp2v5XUKs5Z2upEkXdVCrH90/IZbOiwulyFB/9fvSNtRtDaH92+vilLjUgeDcn3FaCc437x9AH/xx3FmW1ltHdnII9asHd6DBCe3Vd0FoiUCUPv/ZPuWus+7HTKf+1oLQkvh6xVzy8w9Qn94AYh9Cb82aNfTwww+rbdasWbRw4UJavnw5HT582GERZXDs8OHD1Xf8/sQTTzjEIwPhinMmTJighKs5Xh09DVhgwcqVK9V+UlISTZw4kcaMGWOZF+HcodGEqdWbEW5mDjO/STUWViPSV/+QR5MGR53ldxkbFajEmp/vmbc09jd94JpYSuwcbA9t3UB8YgoorPRkBoL8V1d3cyk2IUYBBj+1dXD/THt6LU01NrG2tU4wgK+62ngXtVXT0D4dyd946lXbfOQ6Ci2ayyfeR1WVFerTG3BXvlksMk8++aRqm2HBBHo3PgPBCAGpW7RZuCYk1DZgWKFbRxnWComJiQ7rrDkvwrlFncIUYpJN64BFZl3obzyPPPKICsPNjJua34Ia2wdFt5SwheRodpkSX7df1uMsv8tuHYIoun2Afa8G9qMM9PNV/qj1wUocNydpWaVKhOscy/FsbtL7J8bSB9+dckyrlXSyhIrLakbrtyUgagpLK6ikrFKsba0U+JCHBPnS3Vf0oT/fPoiiwoPVnMZyHYWWTNe4/jT93v+qz6bgtttuc7TNaPP1bnzsc9uvC1VPgNDFxrqAwwCHIQ/AnBfh3KJOYYo3F2wrVqxQbzAQmRCpjz/+uP0I1+DGw5sQPmGm55t6/PjxlJbWuEJNt5SwZTQls9Sl5dMsItHVDXH6zd48tV8fXE3X1Bxk5JYrEc58syePXlt9wr5nDUQnXBngX4pPrJ+PaaPWGudClK7dm09LDKHa0nH1kmD1G0SNv/FS4utHytpmNbuB0LIxD/5zNkuFIJxrjBs3TvmCshUTG7rW0Z2OrnYWithHtz4fg256V3C8es8ot/0cByylCMOmh0GI8j7nRTi3qFOYwuzPpv+srJr10h988EGKiIhQ350BayhuLIhS3FwZGbUHD8XHx9u/NR66pYQbpeTMEuph6sJ+flm6EleAReQ7Xx12iJSrLoiiNT/WCFN0X5/IK1ff3aWlNYSwGnMdQJQu2JBJP7uii9q3AuV94PXDlJpVSuHB/nTtxR3UfK8PTOxG36cV066UYlq1O5e+3Jnb4kfou3pJ0H9jkWq8x9Mn/zeePvnTFfTQ5IF03SUDaH1S5Tm7SlhbAEJ10aOX0ar95WpBjXtePiDXU2jToA23EnhsmdQ39HbCkASRqIM4+BgWrDiWBSd8S80WT7PbgB4HvrM1lMOQZmxsrGMf8QvnHj7GxXfpXQxxGRUVRbm5uTR16lRavHgxzZ07lwYOHOj2mwxuNkxRgTcuvlG5WwA3sxXwhzGb8EeNGmX/Vn8+PhRFl3QrpJjQGgG1PzuY9mSH0E19cgmupduPVtO3R6qUn2l5pQ8F+tvogTH+tGhfBxrbvZBySvzpYG4w3dI3V53fHOw5Xk3rj9hoWLwPDYnz3E14yYEOdFl8AXUMqaT16WE0ILpEfdc5kh9E6YWBRp3YaGiXYiqt9KWIoJquek7/4u6+9ENuDN11fhYF+Npow7H2FGrU1+5TIVRW5UOXG/XVt4P7I/YbWi534Os7Mt6PRiTUTkP/7fsTNio0ss7X/3SFLy3cF009I8uoe1i5UW/tqZ9RtotiTlNoQNtZJexc4WRxAH1r3K/4Oz5eFEBfHomg2/rnyLVsRjZt2qRG5AvND9pnGI9YaDYm0BgMBk3pI/6Fc5M6hSnYvXs3DR48WAnS++67TwnUvLy8s96GnAFzPkbzsY8p3rA4zF1xi7ntGvrQqqi0qeVG583sSwH+Pso/ctarh+jJ2xJqdW2Dz747Su+sOUw/GdNTWVthKT2QcZoemhRHf/0glUb0CXMMAmJgfXx1zXE18fxLP+1DCzacVN3eGGiE/c+2Z1N1tY0mXdxBHVNf7v3vBjqVV0qhwX7K8uMJsGhiCiyuAx1YjRZvPEV/vrUHfbDpFAUH+tIF8e0cg6RgRXzn6yNUVlFJxSWVKv0h5yWqAWJjB9RY0FHHiBfpoH6xPfxujXXyDzd0pw7t/SmnqJIG92h/VvpcrkAjvH1oEN00uruyNnsbLoer+M3XH3Pa5hpluvfyrmoxAliRP9qSpVYIm/PzPmfNbmDGnTSFpuOTrVl0uqyapo+JUfu4vuDuS533HAiNizee8YIgtH7cMksNGjRImdV/8YtfKEsmuunrEqXsI4INQhQCFH4p6NrXw5qSXalF1KtzsEMQQUxgFL5ZlAJ09913TT9auu2Y6s6H8EK3Neb5xMAfABH2zMfJ9JP/7KH5a1KoT9cQ+tediQ7Rh0YOXd68f9nACDpdXqWmWkI8WAoUcTjDyucRNMQ1AFNl9esWSr6mKw+h9eznR9U0UeDWUZ3o+iHRtUbuc1d3mVEGTt+8ShbXLcQ4BpnhfNQBtmGJYarOIfLve+0gFZbUHizF5fL39/O6T65el1bd+ea6Zr/Eq4bEKdGCmRx2Himm7ck1S9XuOZJF63/MpJKyKvp0a7YKc4UrFwKh6cGARkwFx9w4tKPxYpkvi0UIgiA0Mx73l7orJiFkeWPTvO7P4qm5/kjAsAavvgQBNbpfbd9YWASdcUZMpCgRhRH7d760Xw38qaomyiwop+9T86is8BR9sTGZfv/Kd/TQnE1nCUlm16FT9PX2JOobUyNGV+zOVQLN2QT1SD87v4ReXX5IxcniyajBs2YUcCZiddDorvo+T1l+YS3SgRXwL7cmuJx5gIXjtEt7OdLnWQt4dD7Qv5vBS8CfbulB/727N4UG+dLqH/McYoDFIK8y5U2fXF0YcjkGJ3SwFKt4WcCcti8sP0YPvnmYjmSWKSvuHyd3N14uIh3xFRcYgrSyWFnfrOa41a9JQ14mWgInv15DW345i459udQe0nrBAD74lJ/IyndMBbb2hwz14qjmOBYEQRCaDb+/GNi/t2jWbNhOn+8PpMvOi1QTwEM4lJRXK6ucO0BszPvqOP1sfFcKqqPblfEx/u3N9COfgPYUHRZAvr4+NHlYR/rNtXHUt2sIhYf4kz9V0p7UHPL386Oi0gqqqrLRgfR8mjLmbAHy5OIfqaA8gH48Xm2I2kplhcVyoKFBOLeKKo1z0X3OIP0dSTnq7QFxHjhWYAjVUkf8ED6Pz99BH3ybSjuTcyi/qIy2G8e3C/an/nE1AhzH/G3h9wQ3nq/3FdPxvHJ6bHK8EogYBPX2upOqXqaM7EQR9oUEnNHPiPMnY3vSwB414gz4+/nQoeMl5GskwAOqXl9znMqM+o7veLYlmsE1wDmrf8hVMwLgunLZrdJpKKjLPWm5dOslPenmS3qo+N/4Kpnyy/yN62Gjcgoh/+Awsvm3M8RJNuWfrqSLe4XRzCu60vndQ+nKC6IoIeaM9Zjju2lkNzqaV03XXRxNHcNrphqD6EHZ/vXRj47r9fhtg8jHvz2tP1RCeQXF6jdcE75OLZ19/3mOetwyhY689y51n3yzPbRlo9/7ej2/8GWG+tv76NvDlGP8zfDf7O9v6k+vrDpO114UXWsuY6FpwJgC3kCPHj3UpyAI5xb1EqavvPIKlZaWNsnIembnus/oud9OVuKlwmhI4A+JDRbPhRsyVRcxCwMrdhwpUpYSCEFMffTamhOqa9kKxPv0J2n04LUJdOuozkq09YsNVd3dOYWVNLD7GSvr+5vz6IHr+lJsh2DafSSXfAxtNXVsr7NEFfxPt6ZUks1WRVcMDFPi62sjDEujTh7ekbYb+fvXF0epX9dQRzlwTPvgAIegGtgjyvHdzz+Q/rX0OFUbQor8QtVEzL6BoRTYLop+OFpu1Et7Fc8/Fn9vF0cFdKIogH45IZai2gcoqyaswMGBfspv0l2xbgWm5II1+hK7NRovDJsOntl3xRBD/MESvT8th/75/g+NJtbMYhfX+Ov9ZcbLQBVVnM6lQCqmxX8Ypu4nvPTMuKyLclNAveAFpH2wn7pv/vt5Cv1v+TE6r1sQJXTrQp/tLKBAf1/afLiQDp8oof8sTad1ewsMcZtJocHBVOlvxBHSniYM6qCs0gPj2tG73xiC2LgX92b6q7lgIXix4tjqnSdbtGBNfvstir/lVoro3zTzKjaUM/f+mRdF/B3uM679zCu7qpcH/W82p8SHthjX/vPtWcbfh81lb4oZZyJYcB8IUl6OVESpIJy7uDX4yUyHDh3UKP3HHnuM/vGPf9hDGxdXjvEQGf82BMFjN8Urn0Y0EuaBJuiWPc8QBVecH6kG9pwqrFBLjpqB+Hx80RH6w/Xdz+rWhn8h5uuEXyqDtOGbCd9S+FWagRiGRbCgpFKlZ/Znffazo47BQ4jrWG65yiOEo7MBNVze4QmB9MV3yeTjF0BhER2pW5Q/HU47TpddEEfrDpcaIti4wEZDWV1eQGP6d6KCCn+6uGeY6q7kuvIGyCvcG+b+7MygMuw/c0evsxYscMaM/26mglIfQyCW0qJHx6kwlPMfH6Uq62ugnw89cUsPjxc5sLoXuP5+e20cHTya7RjkFBkZoYTig1d3o/MNUQIf4H9/ka7Kg7Icyymnl5clUVFhPoUEkmPgGdJ46+ujZAsMpxfu6UO/e3UzZRdWGy8JHegPN8Y7XoBq8pJCPTu3pz0ZZdS+XXt6+MaaMiFPf37/CFUbF82vPNuI+1J1jlB/zAPYwL1zD9DffnL2YEfwA6Y+Sy0iX6rxB7c6xhkNGZAo1CCDnwRBAPUyk+Xk5Kg5Teuay7SpQMMOocVCTvcXBBhotCO5iIYbAgFd+st25tDNwzuq33RgQcRoeWe+lvEdg89aIQnHjTNEJeI0A+vMHxccUYMsnDWG+uAhxAVRCpEy85WDSrRCKAOIGvgrvrbyiENU/WxCgppj8+kZQyg6LJD+NrU3PTVjGG1LqzDeOKoNYWpslcb3gHDadaxS+deGh/ipvHhLlALUe2LnEDp4omYuSOxDvMOS6i7XDeuq3AL829VcFwh6lNOvsoBK849TZUmOegHAQCRPBqiY7wVdlMJSaZ58vaSsmv7xcZoSKbgeGHGPgVuor0v6hdPUUR3VFFK6ryjSyCsoovLSYiX6IYAD/Crp1qHtalnl3157jIopnPZk+tFlg7rRvVd0c5RJrUY2KtxQ+aeMuHuouTUxxyZ8V1FevBS5GijXVLQmX1PztYXrCl6UnAlOWEhH9g5Xlm/9GPhB475xBv42C40XTz8/arU+xIIgCC0Fty2mGEmvHwqrKQRqU+Hu2/TfP0ylrmE2WrHtiMNSAh/I+Ubj/4/beqoBVBCMGHWuw4IFlk90uToDFpd/Tu9FnTS3AXTxYgqk7tE1jVldVlIdWON+bsRZXVliCMdI2pZSoayO/5zWi75PK1Jd3c9/mU7fpxaRrbqSfHwhLHs5hPOHmzHwJlv5p/5taoLKCwRM2olceuebVAoKjaZy4zeUCQOOXJWtIWAAENI112tdWFk0Ec8DbxykouJiOq+rP+1KzlbX0s/fn5YY5fX1C6I7xnVWK1jhWqIOIQAxHRXie235IaoKjCIfP39DmJ+mytJCmjauJ12QGKOu8UU92tMm42UALiETB9UsnnDFBZFqFgW8nLhbR5z3PrFhKo83jEigNQfKlbUNo7zZgo7ywBK3ZNMJOnKqjAKMa9jNuFdghf1oY7oqU7VPEE27pBPhLwxl0e8ZCFNY/DFIDvewu37VjcHWB39J8TfdQklvvUmj579jD20drN+XT3vTi+kXV53pKcGzobyqWrlYALzEznrtkBqgx3/Pe4xzYDl/6V7racHEWuodxGIqCAJwy8cUc45i/tHvvvuO3n33XXr++edVVz6vgd8UwP8Ivkd10TkikJZszaVnZ1xII/pFq7D1+/Mpql2AsojAIqr7iAI0Rn9dkkq/nmQ9dZROkL8vfbIlW43OhjCBX1lQgA8N71uTFkTEH95NVl3z8GOzGlAEoQKfVwiqmPBA+nzTYTpdGUBpuUQTzg+lpLQTRiPnS1df3Fn5OIYG+tHGAwXG24EvxUYGGIK1hF5dfZyOZJYogXyqoJIemtSNencJUfFBuCifyjHxdPOITkosQig1xI+0LjBYBAKPR60Drh9nfnf4/fnP9ql16HU/QAiIb/fnURUZZcsrpJ9dlUgfbjpKPxzJouKiYvKlMiqqDKLM/Ap62BCjPzfqmf1Z4VeoBrSUG4K07LQhTgMpIMCfpl7aS4nSaaM70e60Ygox6vSVmX3Vi8odYzvTmP4153tSR+zDmGuk9/4fL6dBvaKUBRzTir3x9Ql1L331Qy79d9kxNQfqZed3MF5UutG0MTHkW1Wi6ub7I9mqTFig4IeMKmWp3WBc60vtg8HeWXeyZv7U8V1pRO9wJZrh09qUwEq697lniIxrHNanT6vzNWWwrDCuCf5OAF5G/2UIznH9I9XgRgC/0zBDYL699qS6BrDi42/qYEbtAX46+sA69mGu694XzsbdZ7wgCG0btyymWAUCInT27Nn2EKLRo0c36TyknrxNo/sbDfhHm2umfoGlCXNyDk5or/YB5tJ8Z/1J6hZVY7nyBJ5g/4Nv9p1lKUG3LKaBggUTwAqHJTwBROsv3zikurjRvX/nuM6qi5h94bp1jaXcvALKzS84K87ismpLn9jmgq2FbOlkSxMsemxNhiUpu9iHggID1MAiM/j9ZC6myqp2LBsL0Y4ptC7rZ9TLpmQa3Kc77U7nJWBtZCvNop9c0oMi2weoeqnyDVFTd52FcVvHR1VTWlYp+Qa2o+AAP3r0xu6UdLJULa0KV46GWh51H8YOYYGqPgbGhxsipYDGnB9LW1Iq1D1nlRZb2SB8kFd/QzzffnlPah/kT298c4ISu4bR327ro4Qz5r2FFR3XH1ZYLBIBVwQrd5PGoDVbSXX+7/0U4++xs3I74fvMypccvLyyZgll/pvDgLi0rDK6ZcTZLkBWiBXVc8RiKrRUsHqlLI/aMDypQ7dML1g2FBPrT5kyRQnSe++9t8knx3cXCKZH39hKX+08pkbgZxVVqOml4E+IqWAefOOwapRgOUG3vaeiFGCCfQySuXZ491pzU8ICs25fPv37rkTHpPIsSgFExXu/GkALHxpAo3sF0F/e2a7muGRfuFtGdqGOURG14kRXNeK08ol1BuqA589sLHTfTaR37383Uu8YPyWiGOVr6VNBAcHtLH308HtIkK9DlAJ0eUOs33l5D1Unj9/am+4YFUa2shyKCfOjD/54qTp20boUKsjPI1tJpqOu9e1vU3tSQUUQDevfhQJ8famsopqqDAGI6wGx4Y3ucN2Hketj3Y+Z6vOrHalqYQVnaaHsuM6YEzYqPJhKyypVXSKeooJ8456tWccdq2Zh0QN072MaKgBRCuuveYGCxiL2mkl0+I3XqLshTgEsqFt/9UsVdmrDt1R5uuWvM4+/+aOGsIyPrrF4ovv+5uGdnIr7n17ehZJOlKi/P4D6d1eUAr6++DvG38cd/95Kd/xvn/Idbuh8zILgKVgUhxe84eXAYaHmMPSKNjZIA2mZQbh5Xf6GgHX+kQ5PO9ZQEM+ECRPUp15PqFM930jXVT0iTzjGCsTj7DdPuP/++1W+XOGNtPje8eS6YVn6uvLGuN0nmJ6erlZtQldLx44d3U6gMbESYLpggiAor7DRbaNjlC/Zuv15dP/Vscr6hG79+ooTWAT7x4ZSJ0NEsjBhH1VYYNyJV88nQFle/3IPnSyoousuGUAX9+tMsz89Sqt+yFWDlTzJqznuxkBveDm9HfuPqt9gjQY1wu1SuuaC9vTn95Pp/fWpKpwxD04BGAgGVwv4yjLquEfH0Is/66/Cb39hHxXaoigoNIyuHdZD7esDhbAP6xjcFyDiXv5ZH/UywH6EjQHXx9A+HWu9WDhDL7tel/geGEBq4BQE9iM3dlf3Ffwd4W8MIKbwUoUFClZ9n6vK7A71fWHpds21dMk7C6j7jZPVftrHH1LXqyZQWXYWVZWXUcqiBVRd0TLElrMymld9g0uP/tJoPg++pL827h30qtTnBYCv7/iLu9Hra09RaXUAVZRkqZcM/eVNEJqC+fPnqzEi2NgFj5cI507TpmjTJ06cWCsdCBysAulNlixZonp3FyxYYA9pGBs3bqRx48YpY5xu8Vu3bp2qPxZ5W7ZsofHjx6vvVqCePS2rO0KzMXGWPuoEK3l6YkWGYRP3oTu4LUyRQayVD8spPrHOfXNjJcD0Rh7WDgxAmnRRB0rJLFV+iBCUnmLV2Omj6WGNwehqT7pX9XyCmrKUUKXReKHbHu4Crkbzu8Icd2PgTFixNRn+s8yaXUeptOAUfbThiD3kbCCu0DWPtee/3JnjVAxAUMDqDNH2wcPD6c4rejr2ITTYKs378H1trAFfOlwff7590Fliuy70uuTvcA3APXfgaJbDQspWZ7iqYIAdygbr2+/eSXK6epiOt15YYEHN3bWTQuOMl7DLr6DQ2G5UdKTxXoI8wVkZrVZ908F5+iprgF8G4JvKYFYOfmkyPxdwfX7zVpJ6HuBexsvSL187RBd0b0++tgqyBUbT4o2nlE/yHf/eRs8u+cFSRAuCtzEvIQ4xBZHIQgmCKi2t9n0IaxhbOXVLJ4QKh0EXAP1YV8yYMaOWdoB4nD59un2vthWX40J6nA6oy+K3Zs0a1cu7cuVKte/sfITpaSFtKxDf8OHD1Xe2nALEDwEMQQoguiC+rOoH1JUuh+M4AMv2nDlzaNq0aapuncWrh3OZdayuoTktYK57c/oMu3YiHPFYXTOAuPV7AveaV7vyAQY7Ya18vDXgE28KzY2VAOOGffLoHsraga5UHpjjSXe4jt7YcWOUmZunXATQGHH3syc+f7oYAY6yjOqu8vz2A/2VX2x9VqAxx93Y6GLqD69toYhgHyUwGZQNVkC+Tmi40YBDjKL+0L0J/9RDJ0rV0p+/uy6u3tbstoJ+z+G+0sUpRD9mn4B4nz4mRo0gh4UPXf2urKfeemHpfOnlFBIXp/xOQXvjgVPkoqFoSqzKiPuNp4sDmJ/W/OKD84wnqHog6qL2qgtqZm1gvjtUSEuMFy+gXyOe3uwXV3ZVVlkMVMNLEqae++MtifT+H4apl6U37+9H+fk5VEbB9O2+vJrz1x5VS98u3pip4j2XgZ8pNhhABO8DEQMxlZFR22rvbLEciEhY+nAOuwBAkLD1FUKLhRVEJ1tfnRFnPDcgWHRxp7sF6lZcpAnhg6XMIZAAzsP5ziyP+J2tltx17Ox8pI10kB5EujP3RF1MwXIKMY1yIx64NsJyCnAc4nVWP4yzdLn+IH6Rb4jrWbNmKcskXiycxauHI09mkC/+nTGnBcx1n5KSUit9Rs8Xlpa3umaMO/eEFW4LU1Qg1C9uTnwOHTrU/kvzoQsws/WCxSJbG/93T+96ix29sePG6IN1NZPwozHCVEmurDHu0NRisjHgusnIzHFYkyGU1h4sV+4JVw2JU9fp5//bSGFB1fTmNydU/aG7Gl3tU0Z0pCdv6+mRwG+rmAUWi1NY5iND/ZXlH6sUAdznuLcxoh8CH6Kf0f8uPL3HnM1ZmrtzB7Xv2ZP8gmv8Ndv37EWnM45RVWndVtvGxqqM3I0Pyznux+eXGXmtrv2wxHk/v7qvqvMbR9YMwoPQxwsArKQfbqkRo5hn+Js9+erloFdcFwqO6EK942PV/Kh4xuA64eUB97Xeg6JfhysHd4UGppCwDhTcPpL8QqLUQMiO4Wc/n8zPtbYOBj9hQ2PX1oC/OKzomJ/ak330ngF8erJvBkIGVj0ICzNmaykTG1sz+A8CDEIFggiwdWzFihXKzQ+wVbEuIFYg7qAlIB4ZxK1bcZEmAyEEAYXzcL4z8DusecgbPrnr2Op8iDgcBxdFV3HqoIwQltxtD1EJ0Yu6hchzVT+Ms3S5/hISzn4+O4uX64yxEuxPPvmkOkcXjOa0XNW9K+o6z917wozbwhTKODIyUpm18fnaa6/Zf2kainzO+IOZwcMb0w6x9QKYu+7Yt6w+oNG675p+tHTbMerVJYwwW0+1zcfRzYpR9myN8YS21uiwmLpxeBc17+rt/9lB//zkiBJNcE+AaHrlmzw67RNF+49X0HcHC+iawR0cjTdGsJ/rllLGSmChnrCYAybxx72NOTl1Jg/rqAT+f+5OVPtYfeuVb3Ipv9S3lhUQuHPvpX38IfWYciulLj7jY4SBTvn79lL0xWdeTH0DApRQPbb08xYz+b5ePv1ZUFN3NdZMM6jzv989gr7aX0bLd+eo0ftYYAEDodKzypRgwIwI1baaJZEvu6CTIUb70JPT+6rzYbW2EqVAt67eflkPNRdxn66halo3zOCxOylLiV4z+nlC6wYDbWE1x3zLnuz/+daa5Vnx6cm+DkQZBApbviCoIG5Y8KBdtxIjbFmFTyFEDAQIBBWsYLzBIukJbMGcN29eLZGMuJEnhtME6O6HZRKi0FV6bI3kDdZClNF8PpfbnTLoVkjkEfvcbQ8gelG3sKbWVT9cn+6kq+MsXnOdcbl0cByOB2brLeOq7l1R3/Pqwm1higw88MADyrSPz8LCM121TUFK0HD10LcCD2+Iw2pbtbIw4Th013VsH6Amx/YG3ED8kJJTaxQ1Gp+np/eslx9jW2h0dAHAAn7FjmNUWZJNWG88ObNMWYPgngDRhBH2JfnH1WpOPmWZdFM93SvONbieg3zKlMVuYFwo/fyKrvZfra2bmBD+liHGi5RPBY29sLsaAMi4c++ZR+MDZS01HpABplXfIs87n04fTVdCNu2jD5UPanNaUPXy6d34e46eVi4yOvAZ/eOCGv/nzYcLVE8IHwOfZsxJjLlpMc8xGv4Xf9pHDaTDSmDmFylnvuZWFvC/T+1JGScyldBduadY+aWyKwa+4zlmPk/H2cuFOy8dwrkFunshINjiBqGKrliIHeyjfbfqyoZFD7/rIpItcLxZiSGIN+4itgJdvrAwmkGeOF49TeQNolI/x5wGvpvjhEUWg6HM56O82DgtFp9W+cZx7EcKYCnlbnsAQYq6ZZHpqn5ggbZK1xmIG9cOvdTO4kVdcpgZCFH+DeW3usaMVd3r6TvD2TUzg7zUVV7G7ZWfkDFdGQM3T/UKj//zFSqNvZL+dVeNNQjw8qDbD2Y65pPk1X1uMQTPh1uyVCPTp2vNhNoNQZ+zMijQ76w1uOuD1VrerQ3zfI36/Jx+xmZVtrZQ7qZGr+drRtVMbI85cgGE1YbH/kSDrrvScq5RCBWs5V/tH67Of8kQVl9uS6/XNTg0by4lTJ12ljAFh1+bRwUHDxjCtTeF9+1LncddRj5Yp7OJQDl5bl3jManKd+VFPSgt30fNr+uMDzadolOFFerlyRn6HKjOwJKnL3x5zOUUdBCesNpiPl0MbFR/C9+kUnC7aBpiiOfvDhYqP+sbYvJoaZo//bRnPo295Qp1rl4+CFbcE9mF1RTYLpze/+0gJWb9beW0eO0h4+FMrW4OVZnHtGUBEQExwwKsLQGRhG599AQD6Bt8tyqr+diG4Em6bQ24bsCX2R0rsdsWU4jSpUuXKqd0bLt27bL/0jS0t+XUEqUA69M/93k6vbupkIaf31v5MGKKpWsv6kDvf3dKWS68IUqB3rVq1c1aH7wVT3NitujwPubndFa2tlDupgSCRF+LHdNgwWoKP0hYSjc88jgtiPsJvbEylSKvn3qWxQzWQ6zlX3n6pPqbePi9ZFqyrZh8QjrTqn3lLgdM6VQUFlJAWLilKAXRw0cYgrQ/db9hshqtz6IUXf8lx4+r742JbiXle6xzx3Bl3TSDMsPVAZ8dwgLo1pGul9JN7Bxcy+JsBWb+wHHOwMwJv3rjEK3YcYL6xtSEqXw+OobuCdtL3ec/Rj0yNlNVRQV9khZEl/ul0BvJ4Y7r897aVCqqCqX3NhaqCf/HXdjNEKUd6PL+NdZgDLj6bGch+Qa0I5uPL11xkfWAFkE414HlEO4EbOmDMHQmDtna6g08SbetAWuqu64LbltMEeFdd91FkyZNsoc0Le68TcNiAF9GzBWIrn1egUgQWjNmqzTE6L83ltGk/oFUtXwxbYi6mAae+oFOTHtczYbgW55V63i2UI8f3IN2plcqYQurHXx6MQgo/3SlWjoXU6BhInlnFKemGCJzH8VefY3ary4ro/Sln1Pm2nXU9eqJ1HX8lXRkwbsUHNOFji37grpdd52aAxWi9PjK5dRhyFCKPP8CdW5jYGWJf+rjNDVdHMqKAUu81j2Wei0srXJqJTVbJ83r7OP3ed/k0FUD29HPJtRYY/H8wZLIVw+29ofHNF9/nL+DsvOKz7JmfjhtBqUHd6Hzs36k7HYxVDpiEq2qTKCqgGCqtPkq63hhUSF9uCWH/PyDVG/EZOM6YrlhHa6DCUN60HdHKuiy8yKVK01rQCymgiCAOi2mrOwXL15M1157rWMfmyvgp8HH8TQTMFtzmLu+BmYwb+P25EL6fHu2WjYQvmF3vbhfjUaEFQlTQmGErIhSoa2gW6UhSve/8Dz1bldGW747RGuC+tFFh76ifWE9lcjCYB0czwP02Pf31YfGqiVSYTHF/K7P3N5L/a3cObYzHT5RqoQXBvfg7+jOF/bTf5amqzAIV/ydQXTln8ymwMiaAToQpcnvvaO67rvfeKMaIOUbFGSI1klUlHyYuk26zjFoKqRrV+p+8xQqSkqivB9/UGGNgdkSDx9NjKyHPyd6UuB3zkCAT7/Ebra0wOyDi5Xj0P3O4PeyolzlG8q+7/gdPTSwjH64OUuNjn519RlLMfxRbxrZzdJnNHTslYYo/YEORvej6Mo86r55CUWWZFLvLkHKrxXX7LZxPei+KzpTcHUuXXNBiLL0mnHUwZh46mKI5PLKamVZf2H5MeWyoC9cIQiC0BKp02IKnwhnuHKkhQjlEYAQokgGYRg85eo8K2CdwGhugOmfYqMC1WcPNR2U8T0qqNaoezTeqUs+UBYb/+AQx3dYbwShNYN16zH46Puth2nVwNvphBpgVK2Wdb2uTxCd/OZr6nzZ5fTA4uRaVlPuTYgIrFTdvT4+vnT72BjHIJ87/7ONikoqKMgXK4/1obV788nX+Lu9aXi0GkCYmV9Owwp209hx51Hngf0p9/vdlLfnB8ow/sarSkqo5+13aitDfUSnj6YagrQb9bj1JyqsqYFY5NHxsFTyCmrojscCEJj71RVW1le8AGNKKIzo163QWSV+aiT1rFcPqWVoX11zXE3pBZGKRTIwgModMHAtZcF7FD/lJ/SXI50oy6jzmLAwuiQggwb7naBD1dH0Y1VHOmSLVlZUxg9fqyvI1zeQ/jSlhxLiuN4pmWV0NKeMqo2Xi0t6B9OaH7MpsWsYPXJTLzU369j+EZazEzQXYjEVBAHUaTGFiMSGaQDwibmzMDrMPDeXGfNKEw0B1gmM4vYty1RT4aARwMTiGBWLORzNU0Hp09xYTXkjCK0VjJTP2baNRkyZQGUhYTS4JJ3u6pClRCm6yyMGDjTE4jKafFFnCg7vTEP6xqm5OL+29yas2JVJZUU5RKUna41Ov3VUZ/KnUrpldBzdMbYzvfqLvvTgpFg6kHGa9h0roS6RQRTnX0JVoTX+pWG9Eil782bqPeOn5B8aSgfjhzv8WuNvutkQpLdR1eniJvEtNQMrrz46/q21NQttVFTZlOW0Ln9SYLa+gisuiFQuEIB/nzWplxK5sC5jmWM8i5AWnk+wyrorSoG+9Cus3qGBNvqd/7d0accCKt+7gyZcMYAmR5+khwO+pWmD/JQlFVuwLZ/KyyuM8lXT34xr/bNXDqjeowu6+VF5cS5VVFbTyh+LqLwK01nV+MnmFNWsGAbRLgiC0JKoU5gyvL4uJmmFs64+Wasr0KWP6QwYTJwMCyqsp+6ChzTZKs7q/nKGPs2N1ZQ3DcVqah6hZdLWrhWLl4TJk+nOo4so6vzz6ZOq8+nAx5/TK5lxdN/SPDreriuFn0gif38/2pZarkac/3N6T9WVPGVkZwrwq1R/S/ogKSshduJUPu3cn0ojewZQ6rE8ivI5TadsNda4Ip9g6nDRxZS/fx/FjBmrXh5jy07Rjg271WT7GCAVM+4yJZYhTo9+8hEdnPOSIZq/VIOokt95y7EPMEAKc6R6inmgF0g+WarKylM2PXdXL9XD4mc8d7BkLod7Cg86sxosBgvkeIt5SOsDyvTRxjT6+cWG0A0Pp4xly6jrVVdT6YkTVLHpa4qIbEdjgmom/Ac3jYyj8hJDnBbnUGVVFV3cM0xNYbd0S6oa9FZxOoeCAnzJx9eHYsKD1PRZ8FnFTAWY5g5uURhMhS5/QRCE5sbtwU8dOnRQA6AwOg1zeHH3vCvgBgDrqpX1tK5ufYz8N7sRjBo1yv6tebG9/Sb5DB1OtvVryecX7gl0oRnYu4dshjCi/gOIUlPOvlb43biGmFrHuLnIZ9BFNeGtBNvunUQbN1DgyNFUFhBFc8qHUWVpEUWFBNFvQ7ZQSnxfah/q3Bf81e+qqLCUKNDfRg+MObtLV//91wk5dLLAlyK6htK+/PaUXexLYwdU0XdH/emHY+XUJayaepdl0aXt86iwRzz5VZRTpCFQjUcM2fx8KTe2G/lUV1OIIUr9y8rU71kJPakysGZltogTxymkIJ+2hMbTsrQgGhbvQ0PifGnP8Wpaf8Tm2DdjVYYdJ0OVdXBkbI1PaVmVD32fGUoRQVXUt8MZP9H6sOFYe/V5Sbcz/qqZp/1pxZEIunNgtj2kYXCZ7ojMoISE9nQ6MkqF83PHZ/Mm6nzJGMqJi6fy0BqRvf1oNX17pIpGxvvRiISaerIKO5gTTEl5Rv12LabPDkfSbf1zVP6/PxVqPM996MY+ueq45mDTpk32bzU9dW1x9SdBEOrGbWEKyydWO3jwwQfVyHzdh9QKPt7ZMRj8hN+dCVMzLcn/SPcFY786oX7o/sDe9gFmf8yTq1dT4r0/d1wrTrOyuIh8fH2VjyTA4B1btY0Spk1r0b7JsKjpI8Zzdu6gA0dO0TP72hn5DqfxA9rTlIiaFUY6GQLGGVZ+lDr8+/SRsXRB8lraFTqABlQfo6DyInq/YiDdfN0g+scH+6jUFkw+VeX0/u8vUssoYvAPurFhncSa9BEl2cq9IKhjJwoz/u7z9+yhkLhuVJKRQd0n36yuASjLyqLH3/uecgtK6bTNj26bMEDlQfeVNWNVhr8uSaWjWaX0ysy+5OfrQ/e8fICG9Q5TXfieDoo01zWspVjyFYPMeIQ/BjghXqy85SlW9z/K9NnX++i30SnU7667HEu/6s+djsNHKGt01wlXq8FloLqiQq3C5QrMTIBpsv45vRct21kjpHk+3OZGfEwFQQBnmyCcAGspRCZPF1WXD6nVShP8HRtWZHBXlNaXxurG1X3BhIbRmD7A7I+pi1LAaVaVllBFURFVV1WSb2CgEkj+ISFUmJSkuqgjzz9ffUfXc0vCPGK8JOMYXTh0AM0dXU5/SJ5DN/jso6iLLlYj5tGNjk9Mfg+XFt3nU+++t/pb4d975KfQrtIw6liRTSeqQ6nL5eOVKMXgokvPizYykEl3tjukzn8oeh/94rJIKv12KX350KP0yFsH6e5FuZQz7idUOXIC/dx4bHx9PJB2Ha9QQtVmiCnujl9++DSNG9GHegaW0MPRR2jj+h+VGHS28hEYUXKIZiUtoEOffqa68zHo6dDx0zSweztaviuXsosq6M37+ym/z/rM1GGuawwWwoAmTMsFIFQ3HihQ0zLVB6v7H/X+10EV1HX4MIcoBXjuDP7HP6ksO0u5RhQVl1HKF58rQVp6KlO5R5jdIcyuDhDTEOgvr8hw6ZogCILQXLgtTD0Fhlh9g7DV950tW+VNzA99NMopCxc0y4AMwRorH2BvvVA4e4HgNBOm3UHj3v/Q2D6i+Ft/QiFdulLEwPMopHMXapeQQKc2bqCgqA507LNP6+X/6E24TlbPW1Brsn3kq+TkSWU10+/37M3fUf7efZT++aeG+KukHrdOVfWR9d0my7p19oIAYe53/Agty42kDsXH6fPTCZQe2EX5aWJwUUBQsBKvXfatpaJhV9LO196m11Yeor4pG2ld2IUUWJKvpjrq0yVEDVQM88mllNM2yko7RmndDPFc6afEX3Z+Cb26/BAZTwe68NLh9F5xd5rQN4yuH96NFv9utBLPmOoI1lj4Qy7dkaN8XZ/fcJre6vdzSoq+mBasP6EGPfn6+tCulGJKzSp1WDXri5UwxnyvWH8fYDAUrLH1Hd1udf8X7N+vXpoiLxxkDzkDLKKwMs8uG0xPZPahgyUhVHQkmYI7xVBEv/5qyVgds7AGPM8qyoBZBFrSyHxBEAS/vxjYv7do4G9aH5+j5LffovhbbqXAiAjV9YWHfeb6tRRuPMTr6vYSGp/wPn0p/uZbKKJ/zTKbYN9/nqMet0yhI++9qxphbwBht/e5Z4yW3UcJtE6jRqspjyDUsrdtpcqiImqPFTiqqlQj380QDMgXrKZ5u3dRzq4dRh7Pa7Z7huskbdF7tDn6IgoJ8qM/3z6YsrdspoDwMApLrJkXOGXhQqNsoyj3xx8o9qoJdHLt1yq8XXwPJV4PznlRxZP0xut0yih7dXkZhfftp47hvxW+Ftlbtyg3gaO9RlBozjHqGVxOw64YRv9emamEJsQpJq5nji18h7Z0HkYZoV2pOCiScmPOo6icZNpVGEpLd+ZTRl45xUaHUurJArq6QxHtD+yhrK6dItsbwrRAvSUfSM+nx28bRPEJcTRnaxVt3nSAYr5fRf/aWEHL9pfR4eOllFNUScknSyjX+Cz2CaB+yeupT8YWyux2EU0a2pnuGNeZrrggiq40tkBM6NoA+sVF0E/G9qSBPc5YRDtHBtLb607Se+szKSOnnH51dTdqH+z+6Hsd8/2PFw28NHSbdC35h5w9SCsgLExZ9X2Mf3vScmlU344UUXCCwnr3oaCOHdX1jjxvIPn414hNPu7WS2qXARbl/315jC4fGEnBhvBuCdT3GS8IjQ1cD+HGKNQfT+rQ7ScSuuIxAArd8MCTUfXNBVvM4q67XlmO8n7cQ6ePpauG2GxZEFoOuhVJt566Y0m1OgYW8ry9e5TILE5JUaPBVeNv3B99Z/1Sbej6RsPe4ye3OVY2Aujej7vJEMfVNsrdtdMe2vRwnfiOu8ZhwYOIwWj26IuHqmNQnt73/ozCDLHTccRIdXy7hJ7qvk//7BPV5euIJzBQTflUdOQIYd5R/luBdRnHHVu2VK301GHIMLpybH+aMqYH9Zk6lfr37qQspbBMwl+Rwfmrb3iK9vW5loYPiKfsXqPodHU5HYuKo6L8bKouOUXnxbWjnNO+lB0cT36lxZR69BRVVVdTWV4+/bRTNgVHdKXqoBg1yf/TH6ep+JOqO9C75RfSnR1S6W9TE+jO+Bya1t9GncP9cEkoNDKSBvueoLIrb6Oi6gAqKquiHh2DqXt0zaAqb8Dd4c8u+YGmPb2W7n5uPd0wOERN1QQ3AcwA4C3wXGrfsycF2gc8AcxNW5aTY9+rgd0sxl8z3Li/M5S7Cabt6nXn3crSz38DVrMtALg1jBsQ4Zj+Smj7YCYdfWEbvAiwa11TtOdIg/WDDsLru+COFcnJySod8+Dp+oJ4JkyYoD71eoIm0vONdF3VI/KEY6xAPM5+8wRcY+TLFd5Ii+8dT64b3DfryhvjtjBFgeGczsB/tCViJUyK01KpoqCAuk2apLoqIULyD+xvcPesO0LpXMJZfXgaroskdDHDAnRo7lxKeutNR3ezs3Ot3DdgKQ+J7UYF+/epMICVi3TrZ/SQoRTQPoxSP1isBuGgexQCFhuODeoQTbk/7KZTG74lG9a7bWK4Tq55cIZDaCgRk5hYa+16lBdClY+HuGyfkGCEn1B+iRze47ZplLHiS7JVVtHpo2nqOFCRn09pH7xPpZmZ6nve97vVJwbbcDqwlPaPPeNnyfxrRl+6d3xX2pleTpedF6XWgL87OpPu2vsW3RaSprrV4zsG0bu/6k+FnRKoS+YB4ywfyrS1o1CqoHHBx9Uk+BB8fzVEKIyd/oa4vXL3W7Shuoda5e27A3lUuG0jjS3cSWP7h9Gd3XMpcdxwGrTqeXo28XCjDOTh7vB1P2ZSYWkFlZRV1uoa9xZ4IdBfNAC69eE/yitume973MPRw4bTyTWrHfv8N4DruP13vznrb4SFdpBPmfIxxapQMl1U2wbt97hx4+x7NcA6nZSUpFzrgLuioSFMnDixVjoQON5eK37JkiVqisoFCxbYQxoG5nBH3WFMDGYkYtatW6fqj0Xeli1baPz48eq7FahnT8vqjtBsTJyljzpZuHBhrfqoiylTpqgB7+7gtjDNzc1VEYPsbO9Mi+IJt0SGqwEcJ1Z/pUSDrcp6aT0rX7ki48Zp1yPeYYWDZcHKH8tTnPnltQS4Adv/339bCriGYiUMndWHp+HgxMoVtPfZZ5TFL8MQljHGg8FWXUUnjAYY3fBZm7+j2IlXq8a3orBQCStYNKOHD1dd0FGDBlPKogWUYeQPI5cx6fvQ519UDX9E/wGUs2M7Hf3sEyU80aVfUVhA1eXlyhcTltP2PXs5rKnYj7zwQgqNjSMfPz91XHMDcWwWMSDeqE9dqMJCivoLiIygwkOHVBheyCqNF7UeP5lKxSnJajYCWEhRF1jrHt3+obGx1MEQPJ0vvYwCO5y99rvuZ8lgoNGHW7Lor7cm0D2X1wjEjj98Q5VTfkmLqgbTmh9zqVdMiBopv/BYCF0ckEl+Bal065BQGn/XDXRNcAr1thsK4Y8aWJVDN27+N22IvIAGff2y8oecftfllGCU8bxbrqerBkVTdEAFnvjU95e/osDw8Ea519nPdGifjuTv50u+dv/e+uDshQoUHjxg1H284/rhGXdq0wbqcvkVjpkL+G/myNtvOeKJPP8C9Rsv98pW8YB27Sm8b18j3kM1cRkvVbjGXb77lIoKT9MnG4+olaxgyV6+K4ee+vjMXLBC2+Lll19W4zwYiCmIRBZKEFRpabWvP6xhbOXULZ0QKhwG4QL0Y10xY8YMNU0kA/E4ffp0+15tKy7HhfQ4HVCXxW/NmjVqDAumtgTOzkeYnhbStgLxDTfaFcCWU4D4IYAhSAFEFzSSVf2AutLlcBwHsJT7nDlz1EBy1K2zePVwLrOO1TU0pwXMdW9On0E45rVHOOKxumYAcev3BO41d4Ws28J01qxZNGLECPUdn1OnTlXfm4oP8wqo5x13UYjRYOb9+KOynlmJVL0bGMB3EBbTLldOpJix49SIVliVvGE1RVoH575spF/t9cawoXADduKbNU7FX0OwaiD1+tAFsfmaMHq4ucHO3rWLQuJiVZczutbxMhEzegx1Nh6g3W++hYI6dVJuGbAWpSx8zxBp+6iqtJQ6jRxt3NV+ajRzeU4uhXbvQYFRUUrIYTL3iAHnUfb2bRR77fXUc/odNd34Fw5SXaeYWkkXdToQqrBcwUe5LCebkl5/TTX0SNNTXIkTdyk7dUoJRmf5ZWAh7XPfLCXaA6OjVZ6zNm8i/7Bw8vH3o3BDpMcawh0+jVjKNPGee6nTmDGGmJ+o6gV+qSyKdDDg54e0Irrr35sdI75fW31CrSalT2CPa9z98xprJlZIGjugJr9XjuhFO8si6FcDbMr6C9/JrldNqGXFhiDc1/UiuvTYurPuHQaW3Pibp9RMn7TmK/XSAiujNwc4cnf4n28fRJ/833j65E9XnNU17i6uXsZwD4f3P8++V/Py0XHkKPVixPDfDP4uuCcBf2snvvlaXVs8z9gqHnP55cry7RccROW5ufR9aC96qmQwfRJ1CVX7+NK97Y/Q8flzqeOerykpNZ2use22pyK0dTIyaqaTY+KNFyIrICJh6YMAgyABECQ8iBlCi4UVRCdbX50RFxenBIsu7vTZeXQrLtKE8IGghkACOA/nO7M84ne2WnLXsbPzkTbSQXoQ6c5mCdLFFCynENMoN+IZPXq0spwCHId4ndUP4yxdrj+IX+Qb4hq6C5ZJzILkLF49HHkyg3zx74w5LWCu+5SUlFrpM3q+8MJjdc0Yd+4JK9wWpn//+9/pD3/4g0oYny+99JL9l8YHDfmFO7fTia9XK2ERd/0NSlSwSE1+e76jIeKHMhoqjMA/ufYbtUJNkCFO+sy8T/2OORUhZmE1xeARWNjqI1ARV3DnztT7p/dS2kcfqobh0Ly5yrKLKXrqwhsCxRncgHU0hJqVKGwIyHd5fj4dmPOSaiC5odXrQxfEfE3Mo+P1cDTY3NCmvr/YaIyjKePLL5WVEgIJVr2E2+8kv8AgOvrxR8Y5Nzl8QXEto4cOU2kfX7WS/NuFUu7uXYYQ60CFhw8qKyCsnDgeQvS83z9M8ZNvqjUVT11AMLGV3dfPHz3QVF1ZSaUnT9iPcB9X4sRdsLpSaGw39R3iuNhk7dBBPY+Y+6oaCAPrcOHBg8rK1i4uXv0dwaexXY8E9bflbp2gW963ooBKqB0tXHuUvtmTRwUllTTpotrWVfO153u+73cf0MCUjdQxN9Xxtxca172WMIUg/Mvzv6ErFi8+696xAn/nFfm55BcS4lhxqqXh7GUMLz0YiQ+LKaPuOeOa6HB9KlcMe08C/ta633CjmjaMe4FwP3SbdB1d8Kc/qwFtiItdEn5IyaGo8GB6ISue/i9/IP3veIwK/3dyuDpXaBwwxy/8p7E9+9lRe2gN+m9//SDVHloD9uvzmyeYraVMrNHGAggwCBUIIsDWMbj08fLkbFWsC4gViDsIXYhHBnHrVlykyUAIQUDhPJzvDPwOax7yhk/uOrY6HyIOxyUmJrqMUwdlhLDkbnuISoheiESIPFf1wzhLl+svIeHsl15n8XKdMVaCHYsc4RxdMJrTclX3rqjrPHfvCTNuT7CPgtVH+XoDTJS+2z+QzsvJotHz37GHngENkD7ZNIRm/t49FN5vgNGAp9eaxBtAyKBLFgM/8HAPM26QIij+6mrqetVE8gsNUeIDQqcu0KikffABdRg2jCrycily4AXKiof8hBuNCgSyM1CueKOBgvXXqlwtFT3fPabeRsnz3zQEqiEcp083GtcyZcn0xXxGwKj32AkT1WTqEOvw1YSo6zh6DAXbLUHqOhgvC0y1cX163XGn8n9M+/ADCuvbt6bL2ogLPo8QVXVZChsDCCi4ByTcNt0hAGBlxQtJ+16JjonO6wL3TEMXaDi29HOKvGCQEjJIH/6JsHiaQZ6LjySre3H7739D3a+/sV73G080PzA+nHYcyiF42V7YM4p2pRRQUGg0Bfj70pO3JailP13B986+5/9NAx76LZ00RBX+bl0tBOAO+NtNNsoVe/UkdR3gvnNizVfU5YqrlPBuSUCQ8gIPiXffo65H4k9/pqzGENfuwvdRxMDz1f3o3y6MokcMp5CYGCqDu5XxzMYLGV7qIGhXpVY6FiMICvRzfG9/YCsVr/qcgsZcSdc/eJc99qZHH8OABl9G6HsfiCK2AKJNh6ULogJdruaVGHEsL4LD1lJYy/Q4GIRBsFkJI0ZPA2lDmHE8HKeuM/Q0IfwgKpGGOW0dc944X7AQ6+dDUEGo1TUfO0C+YRnksnG3NochHsQHkQnrrFX9AISjPq1Ww+R8Ij6UGxZsxIW4YaV1Fa9eZ8gb58MM4oLbBH63Ssuq7vEywunr6Plyds30MjHOymDGo658ZAY3CG9NBawM8SnJtax+8KeCdQyDVQoPH1KNG8QNLHmopK4Tr6G8vT9Sl/Fn/LPQIOz4w++UbyFcAE6sXkXtunc3BFInCgiPoNC4eNr3n38pK2q60fAnvfm6smjguzPwwMdI6Ir8PNWNnPbREtUwdr95ihIE6D6GaLBCt560JvR8o/xsJc1YtpQqC/Kpxy23Ovwzu98wmTLXraXKktPGdamm0uwsKjT+iI8agpMtWpnrvqF2PXo45g5t1z1eda2jCzNxxk/VoKSTRhxouF11tzc2um8yXEG4Gx+iFC8iGDTlCraQgd6GEDm+ckW9rOW4n3juUtQhXFKsBA3yAyFdeuqU+htAV3l97zerAUCwvGGA07sPDlCj0+sSpcBsyY8cVLMQQIW2iAF3SesWxbqAawPuC345CDX+rkO6xtLxFV8aArBYhbUU2GIOCylfDzzDMIUdA5/punpx2Hp6/qOPqb/Bnkajk7NlCxWmHFEv37CY4m8Qx+H+vKqHP701oy9d3y+k1mh9+AGPnTWDonesssfcfGDlJ2wiSr0L2m4ICAhRfMJ6iK5YiEPsQzzoopSBiMHv8+bNU2IDsAWON4gyMxAg3EVsBXpeYWE0gzxxvHqayBtEjn6OOQ18N8cJiywGQ5nPR3mxcVqIC1jlG8exHymApRTiigUXBBosmCzeXNUPLNBW6ToDcaOrHoLTWbyoSw4zA53Gv6H8VteYsap7PX1nOLtmZpCXusrLeGQxNePmqV7hJUOJ/9JeYFhHYDnzCw5R3bUQMae+XU+ZsFz17Ek9b79TNW5V5WVq4ADz/d/+rCZRz/v+exr24ssqrNRo4DGgJmHa9FqWwJGvvEY7H3+Uul09ifL271MWQHQFY7ohXkIwZsw4SjUafnTpBrRvrwaQRA8dTu2MGw+DbSAgIJ5hGUHj4G8c0xaBcEhdtJA6jb6E4gwhyuKALUOoq1jjRQHWmx0P/07VMQQ8xJ0aHR8UpMSsleBUqxcZb7sQXs0lSHXYagpLF6zuDEQguktd5VG/vwLCwx3f67Je6vWI+yh/z4/KKo2XMdznwcY9Das/c+KrVXRs6RfU+fLxynrP16Mh8NKf5/foQDuTYI2z0e2XJtbb1xJwuWIuvZT8g4Ipzm49RplAyuKFbtcR5lvFvQSfTB1ME4f7DC+fnrhuNCZmizmmgsJLMgbeAZQD7if4HS9jdYHjU5e8r6ykeC7i+WeuM+5VwvMpe9sWR+8SMOenuZAlSVsWEBFmi1dbASIJFlRYPYHZKqpjPrYheJJuW0O3ztaF28K0udn4wv9o9K+cT86KRj/u+huV9Qgi0ix2YEE4+ulHym+x23U3qBG83NhjhHKnseOUXyI/oLtcdrlqGHN37aKuE692PLB//Mff1aATdDcHGo1GqFHR7eMT6MTar2tEVmCgstBAuEDEILwiN1ediylfEqbdrr4zaDDgOxt37fUtQnjVF1ig4e8L/19GF2LcSLrTCKLeYJX0Cw31qGuzqcC0S7DcYiJ+M7CyY57cDkOGniWE9LL7Bga4LQbM9Zhm3LfRw0fU8kdkUHfIQ0iXLoYo+6xOQdec6OXCJ6a+gpsGi//gmBjlh+tOHemuDTpKsJaWqhccXYy1JPjli10x4IpUUVRY66XaFfBPxcCpDoMGU+bGb53eVyxOMTdtzvat1M145ugDq5obEaYti7YsTIFubEOPsCvhibpwpwvaHTxJty3hSR26LUx3795Nt9xiNCJJSTR06FB67bXXaNCgs5fMayz+aTy0HnXx0HIleGCB8QkIqOXvqTeKGAyDhza6OnX4QQ6/NfY35XS6XXc9+Ye2U0IMA1Hgk5q9Y1utPMCKVmAIZbgXhHaNpeztW4yGM4E6jRlLfoZwPvLu28qqCkssBn7Uhdly1pLADAkYjKYP1sDE7bk7tlOHocNqXZO6ygHhB5EO6447FqPGBHnFPWKrthkvFdNUfnE/IX8QUejOhwUf3fwAc35CDMEyH66tZtUQ9Hu70+jRdHz5l2ogmNVoeXQJYyotuJC4I+iaE71ccLlJW/I+9Zg6TdUlpsKCaLIS/zr8EoMXUjW5/LfrHfeWj4+vsiwHhkeovzm4+mDWgZaGfj8BvFB0HnepyxdVvJxAkGK2CB4EaIX+t+YfHELHli2jsD691TMNq+FxGngO4X7SewGaGhGmgiAAt4Up1C4E6cUXX0w7duxQAnXr1q32Xxsfq4cWP3TD+/ShgkOHLIUOuuqPLftCTSmjP+j1RjGgXTvVsMHPMe66MxY/gPOrqyodI6AZKyFWF+mffmo0lGmGSA6iPj+fqcQDLI1ogNGNx/tsWc3asll9R+ODbmKz5cyZwDOHQ2CjvAD73rYasYULI7zZSsii3spKZWVJhbUZfsMYHd6SrDjIK6YcqyopUVZ45Fe3cGEt+cJDBy3FAQRHXYOi+Fp1ufIqZdmDrzPuV6t7GRwz7pESQ2yhu9ZskYUoRhjy2RrhLnxnA6HwEoBrgfuDBWnenh/VtFdkPMXQK4JFFNBzwvfW6WPHVHc+Zm3A3Lb6qP+WgisLPIOXH/idFqUcMcpxEQVZzC1rhf63xu4jWFgBz62sLVsc9xmW5sWzjt0pmgMRpoIgALcHP0GIwikYjq343LZtm/2X5oMHEVjN1QmhA9GARkyJT02UQgwc++ILSph+u7IoYTBUcHRHytm6Rf2GARc8D2fW1s3GsZ/XrAL0yhwlHNGAFhqfGJTjCcdXrzSEVy9D5BhCbsG7al1riGH2LYO4wXf4YkLYBRl5wuhiLEmofrcPHIm84EKVNzQ2VtMOcb0gXInSLz6jgn37KTCqgxKLCPMmEAjw7dWFEoSws65Tq0Ffye+9Q+UF+S3ODxd5rTDEEF5OOL9BHTspaxVA1zGWhLSqU3cGReFaYZBKydE0ihg40Ljeh9W+1VRSFVhIwBAmXcZfeZYoRfoQODwgqzUCX1DzQCiAvzn8/WGgI/zBscoR/n7gQ46pkLpPvkVZQjEdXBfTAK/Qbt0oyvh7UW42hiiFH/jxr1ZSaTMsEmIFBDZ8TNVsFS6AaER3PSzxsHS6i/635hh4NuoSKjuVRV2vvNJxn8E3tzlFqSAIAuP3FwP7d5e8++67VIpuS5tNCdMjR464vSC/N4DTsNVIzeS336IOFw9RAgCNVIS9+xTdqRAE7Xv1Ut3mOvv+8xz1uGUKHXnvXTWVFED3WfiAAWp0L3zbyMeHIgecpywy1UYDiPkzszZvNhq4Uio5eYJ8/f2V/6NZINQFJoNHI5D34/dqFG5ZZqaa8B3WUogdNMwhnbsot4CgyEiKGXdpzXRWRuOcY7wMYMT66aNHVdcnLCAoIwY9VBn5ylz7DeX+8L2yDB15523VYCMdZU02GqXUxQuV+M3atEGl7an1CKJ973PPGK8zPhTep68KQ8N68uvVRiM3oVZdYB12Z5ZPnBt/8y2OawVwPFZkQr22JJBXvCxg4/z6h4QYdbhRvSCgDiEWsrdtNeq0n/qdgRsCz81ZlnVKXSdcM70LHtNrYfWlkK7d1DU9nZGhxGf0sJEUYdyPOjnGfVJZVKxWYzKDl5eYsZe2KGuzp6CesMH9Q3eDwAIJmBIJ4lJ1zXfooO433C/o9sf1YL8tvrdKjZcFvlcxAwBeAnHPt+sWp6aSw8pfsBp6+jfgbTADSEB4mLr/rcALB64tlsxF2YI7dbJ04XCG/remf8fsGMWpqZb3WXPh7BkvCMK5hdvCFF34v/zlL5Wj7vbt2+lf//oXnX/++fZfGx+rhxY/aGPGjK0ldNDtdXLdN9R53GVOhSMELQtZxAPLKbr7Sg0BgWmP0PhBgGIQSVjPRMKoVyx3iQZt8D+eVmLYU1HqaBiMhgCWrfRPP1EiNXfXDmXZqcjNU40wrIblOTnkY4g0+HxBzOTt3m00UN+oPMA6CZHZccQo1bBBXMOyqpbLrKgwGupQNddmVVGByiNWSUIXYIeLhihrS+nxE1RRUGAIXvembmCsBL1qWCPClUjQcaduIDTwAlGYdPgsUdfSwYo6mI8VVm0IUGf5h3BCXaC+c7//Xg1sgS8hXoDgQ5NrvIBgsYCOI0aq43Fv2CorjXshhw7OebnWSwAmxkc6ECcMXkxsxjXHIgTN7Y/rDYJjOiu/7OrKCvUdsKsIBBwL0rruL/1exUtFlRFH6YnjFGbUZcR5A5XbRL7x0nbCeNnCy5wSqU38UmR+qYObwtFPP6ZIQ4QDuGZgUBdeOLx9bTHtGe4zvxCjHo3nJZ5r+fv2qIF7zYUIU0EQgNvCFCtDYLUnHH7JJZcQliUNtQ/4aArceWjBunB8xXL1YEf3nbPGS7ccmHGI3UvGUOdLL6foIcOUpQVrjZ9YtbKWVbYh6HmAb1zqokUU2j1eDd4Y8JvfqcaTbDa1vCLEDKycmBMUDe3APzxSK/+njLrxD2uv/F6xznlFcZGaQ7U8L0+JP0x5hYYIYqrLFVdS3r59qpHG7/o0Q+6gC3rkG9NhccPKIglpwoJ1/KtV6neIYlwTWIX1/cyNG5SlN7oelufmBi8/eBkI693HHuIa+I5CVMKaDYtXYXKS8QK0zBCevmqgiw6snpjPtb1xLfFyhKnI8gzxVJSaoo5lAYX7HQN68ILBg69aI2ZLPJYQztm2VfUgQCixVRGj1D25T/R7FXUKqykEPOof+/l79ihLd9RFFxnHDFCDrzBwDP7k3nYpseptML/UZRjPrnZx3dVLKsDfEO4vb1jBrdJHvLD8VxQUKpeiDhcPbdYeCxGmgiCAeq38hK58rGDgzqoJ3mLOM8/QFWHt1Hd0RweEhSufM30fPnaYAsWTwT14YFsNIGpqeDBW1OCLlODR85P+xWeqC7Mk/ZjRiA4xRGmNtRLCMPmt+UrcnTZ+C4oxGt/Vqynx3p8ryxt8YXklHDNogCFUsUY63AswwMpqiiNXwL2Ap4hSVi0jHl5pxtm8pG0FWKaT33lLjQTXu4NRJ6hLd+C5N6OHDVfL6vK1QtzwBawqKSa/oBDlDhDWu7eKV78+7gyuag1ggE5EvwGUsXIF9bnvPsr4chnFjB5D+YcOUNfxV6qBid64n3iQUb5xz+JvXl95iQfh8WBHuO7g+YJeCFi0MStHQ54V5gF/eLFJMq4xrLkoF15Ac3/YrYS0GrBpPA+wCIO3sBpw2NKQwU+CIACPhGlWVhZFR0dTdnY2dTTett081Ss01kOrpT2wrfIDAVNVXExVFeVqgn+e8kZZiFfWzEuYuWG9GoQUazSYcEvAABJcM2eWHzSMGPiAhhrd+6nvL1LzQHYcWdOl7AqIqeKjacpHDVNloQsSU/IEx3Z1e+7FtgAswPBh5u5PFqtwo3DHgslzbxYlHVbT+LTvmaD8gbtOmKAsq+aZIHTQzdtWhD9E2KG5c5Q/NSzDWOYWy/ziXgzr00ctR+uNskLII55D8+aqv7GDr7xsvFQEqkE/Xa+8Si3UYUZZ//39la+5mjXA+JuCT/h5v/29Ot7dlwJ+8eQpvCA+8TeL2UKA/veKlxL01njam+EKPX19DufmfBk3g2c8gxVqxHoqCOcmbgtTLGkGSykW5cfyXPh0ZTHFsVjKCmDJLIzm17tqsPC/JxbXxhKm5gajubFqQLpedZXRaPmqBhRiFMegwYRlEg1LfS1mp9OPqqU+E6ZOU9ZTiFws4wifTwgrDLRCd3uQ8TKC/Z533KWmlcG0TvDVw/Q1mNYKVjxYoyBK24pYsgIWM7ww8Jym6EKHdVufKkqJFwNnUx4xsHYjLlhct//u10oo7X/xeer/wEOE9eP73PdLy+uK8+APiGvAdd8WaIq/Q57mC8vj6mnpln9X6HnEnMj4e9HnOPYEtpabV6oCjf3S0VKtp2IxFQQBuC1MYSXFmrP5xkMzwnhoTpkyRVlPnYGltlh4shsAPjHtFFaSwO9Yh9ed5alAa35o1bcL0NGAvD1frUSF7vKGilEz8PnEnIjoxofoLUpOcogqpI+ZByqKi1VXqp4mpt0JjY1VrgfnCqgPfU7Tka++cVZ3Pg/UqasbVhdDEDzHPv9czQoBv8O4G2DxLlCD8eBjiIUYIEhxXdr3SFCiFAOo2vJLQGOAaZnSP/2Ysrdtq/W3yC8Jzv6unP39cre/K8u2M8wrVUGk5n6/2xDNJWf5HHubpngJqA8iTAVBAHXOO4L1TQFEKATpP//5T3r22WcpPT1dhTvDbA1NTk5WVlJe3mz8+PFqQNW5gD6vqCc45iCcfDP1uvse6jvrl0rweEuUgk6jRlPO7l1qlgDEq1v6kD7mjcT0VbAO8RyZ8IerKi2hyAubbuWvloB5TlOIUYgSiEwGlmUIVQBBg/lmIQTM1Ayc6q1EEdZx7zhihHGP/IQueWcB9bj1J+o6Y6AO4sP8nLj2auS98TeIa9RWRamrOvMUc1x4AYNfqXmeWPiRQnBiIJQVzv5+YSnF9ceSwhigCHFphTkfcPkoMUQt/t7wMggr+ykMQioqVMuKNjYoK+6zliRKBaElgIWEhIbhjTqs02LK1k5YTPv06UOJiYlqc3flJ3TpQ4COHj2annzySYdg5XB08Vuxfv161fWvM2rU2d1erQHb7p1EGzcQDR9JPkOG2kNbDpHHj1FlYBAVRVuM/t27h2xbNpNvt25UnZFBPoMvoi4hwZSV0JOCioupIiiIykNrBqWdi4Tk51FIYSHlWCwpa3v7TfIZOpxs69eSzy/ut4eqPzrqfOgAZSb2IV9D5LbLzaXiKEM0BQbajzh3cVZn9cER15qviLAYxkUXUaCPL0Xbqim72kZVF1xIYdlZFGQIwoKYzhR09CgFlZVSrp8/Vfj7q/ueunQhSjlCVFFONHoshfTrR+GGqMzrGmvc9zV+xL6VlSoekG+8xJkxl6ldbg4FnS6m0xFRFHXsKBV0jKFiF71P5wqbNm0Si2kjgR7KFStWqO9ov7217rszOD2zvEA40vZG+jB2oSzQCvBJbijQGwsWLFBTYuK7Wa888cQTjnwjbbg3Wrkj6j3DVkC4rVy50unv7oC0x40b57LH2RvpAHbBdPe+gTEzPj7e7d5wSyBMXYFDsrKybLNnz1bfjQp3hNeFccPYJk6ceNZ3gPiwuctTTz1l/yZ4m5ITJ2xHFrxn36vNll/dbzuxZrXt6xuvVZ9bf/0rW9onH9uytmy2HX7jNVt5Xp79yHOTqvLymnooKLCHnCF92Re2b++YpuoLdbf5/vtUWGFyku3oZ5/ajxJ09DprKBzXhrtuV/W/4e47VPjpjAzboddftR2c+7Lt+JqvbAWHDtqS5r9h++HpJ21HjXT3Pf8f277//tt24OUXbftfeN6W+v4idW5FcbHtyHvv2va/9IL6DdcQYTpWfw96mVQcC961FR45Yjs45yVb+hefnxXHuYo84xsPtL1og5sKpIdt4cKF9pAaDTBr1iybIXDsIQ2DNQTi9AaIS8+vnk+koesfHOeJftFBvBwPg/j1tOvCneOt0nGFszjN9VIXSFPXevWhzq78qVOnqhH4jzzyCD322GNKfUNBQz27Am8Y+hsH3mjwBoU3DbBmzRplRRWaH3RJYpnUHQ///qwuVMcyhiNHq88Ogy4i/5Bg1e2IEcXnup8juvOjhw1Xy2TqoIsWUw5xl6neHczd+MLZeLObmePqcdu0GpeYm2qWKUUXOlwl+vxiFvkY//b9599UnpurlvzE0riYTzgktiuV5+fXzDmbdFj9HcB3uCgthcITe1OBcSzW6EcYrjWAW0bqhx+o5VPTP/uUtv/uN3TolZfVfTD85VfUgKkjC99Vk/23T0igPvfdT92uvc6tGRwEoTGBdQ3WTFj7sAG04bwPCx2jH+sKjCGBlZGBNXL69On2vRpLHMePDemZ02G9YAU0BHpcYRUEzs5HmJ4O0rUC8WFQNzNhwgTHsUjDEGhq4DfAdJkYZ2NVR3q+naXN4TgWFsY5c+aoweKoV2AVrx7GZdYxXz+gp8OY6x1Y5QEgHNoP4YjL6lyA+Dl9aMQGW8TtAtUpsJbOnTtXbQy+79q1y75nDaLWNyhubLzv6VvOufo2rVvaGgpbjb698/az4tv15ydsye++7bAqmYFVJ/Pb9crSVFlSYg8VAOp1z7OzbUcWn3mrhCUVdYU6Q305rGYff1wTvnGD7dTm7+xHC82FuUfAfP/DAgqrKqzisLTq1k+AMPyW+v5i28HX5ql9wPFu+tk9try9e1Q86GVI+/gjW/aO7eoYoTZt/Rn/l/dTbLf+e0+TbEhLBxYsbnutrFmwrrFFFRYybDiWwTn8O46ty4LGx5vP0z8RP1v0kB5bJQGf6wz8jnMAPjk/VudzenVZ8nCcbmFEnMgTn4c4WbfoZWD4GD0eq7QRxvllKyV/MlbxmsP04wGnxVilAxAP54/rHZjzwLhzrp4WMOfFU86UtIVzrgpTbuCcCUZPQFwb77nLtv62W1V8iJdFb/oXn9n2odvyww/tR5+Buz7RQJ/rXfc6XH+oywMvvmjb959/2VI/OlN/qKsTX6+x5e/bZw+x2XIMUXLA3oVs1f0vNA76va7DQvOHp/9RS3C6A8d59NNP1PU8+Oor6u8ELyP6iwjcBND1D+F6yNik694a6cpvGljo6EBIsOBgUQcRom8sPPRjncFp4ByIF4gYFpJ8Po5hcCyOYxGkiyEr8LueN47L6ny9LK7iNJcL3xGGczjviIPzit85Xj1+PR6rtPXfES/C9fxaxYvj9PrSj2ewj2PxG7BKB/tW9Q6s4gQc7upcc91hvyHU2ZUvNC+Okfn2bsiGYB5VrncvY8UsLA0a0jlGTauDOR8xWhjzk2LZS3SLtvV5Sj2F6w8zFGSs/NJ4ySMqOZpGx1euUKOwMzd+S50vu5zCtSVsi4+lUwcMIENdtoG17VsLzkbWc3f/+Y8+5pELAUba73/heQrv04fSPlqirieWE40ZM1bNmuBwSZg82TGjRmT/AWpBBum6F5oTZ92sGRkZ6nPjxo1q1hxDXMBw5djqM5gF56CLeN68ebUGOqO7lwdjAaSZkJCguvrXrVunuqpdpYff9byhTOg+N5/PXerulEHv7gbII8K42x4YQky5KGLgEX53VUeepK1jFS/qTq8vjlsH8eNY4MxdwVm9u0NDzvUUEaYtHG/73I17/0Nj+0jFZxa9UYYwxRruJ1avUhOR89REve6a4dUpqtoKXH8J0+6gPvfNopwd2yiwYyfK+/77WiIIvoeYUurE6q/UQgZY1UloWrz5ggcgdGMuvVRNp4Y4IVRPrl+r1p7X0a89llbFKlaCczCXKbb169fbQwRvoPsFzpw503IUO3xC8TuLSAgw/TwrMQThBt9HV8yePVv5a5pZuHChI25OE/mCqNSPN6eB7+b4UCbMs24+H2IKG6fD4tMq3ziOfUgZCHSIXvwGIEghzlhkuqojZ2lbgXh1/06reFGPvG9G9/1E+V3NUmBV78CcByucnauDvLgqqzu4PcF+cyOTLzceaFRb4hKFrZWkN1+n/H17qePIS5QFGt+DO3exXO9eaJ1gkKC+Qhusp5gYH4OlfOyLLQDsh8R2k2vvBvKMbz4gJCBoWIC1FSCSeAooANGF71blNB/bUDxJuy3hjemiRJgKLXaJwtZKRWEhpX6wmGwVFRTWt6/X1noXWib4+2mfmEgnV6+mxHt/7pXejXMRecY3H21VmAJY9xh0xbsSnqiHBo8o1/Ak7baCN+pQuvIFr3dznguYV/PRge8oT0ckfrltH/z95GzbJqJUaLXo3dVtDdjeeKtLGHpTlAJP0m4reKMORZgKXvVjPVdwNphGOPeQvx9BEATvIcJUEOqBWJkFQRAEwfuIMBWEeuDMSuaqi18QBEEQBNeIMBUELyJd/IIgCIJQf0SYCoIXkS5+QRAEQag/IkwFwYvIQBhBEARBqD8iTAVBEARBEIQWgQhTQRAEoUWASfaxyZKkgnDuIsJUEARBaBFg5SdsY8eOtYcIQvPT0LXfhRrcrUcRpoIgCILQhlm0aJFaHhMb1jIHWMudw7COe2ODNPQlOhmEe1P4JScnq3RQPm+AeCZMmKA+9XpCner5Rrqu6hF5wjFWIB5nv3nC/fffr/LlCm+lVR9mzpxZZ/6ACFNBEARBaMPMnz/fsTTmI488osJglU5KSlJhwB3B0FAmTpxYKx2IPW8vhbpkyRKaPXs2LViwwB7SMDZu3Ejjxo2jMWPG1Fpuc926dar+WORt2bKFxo8fr75bgXr2tKzuCM3GxNvpT5kyRd2LdSHCVBAEQRDaMMuXL7d/qwFiCiKRhRIEVVpamvrOwLLGVk7d0gmhwmEQLkA/1hUzZsygJ554wr5HSjxOnz7dvlfbistxIT1OB9Rl8VuzZg09/PDDtHLlSrXv7HyE6Wk5s7AivuHDh6vvbDkFiB8CGIIUQHBBeFnVD6grXQ7HcQCW7Tlz5tC0adNU3TqLVw/nMutYXUNzWsBc9+b0dXCefhywKpc5bdxv7qyl36jCFBnVC65nUg8XBEEQBKFxgYiBmMrIyLCH1BAfH2//VhuISFj6cA4LEAgVtr5CaLGwguhk66sz4uLiVNuviztYIhndios0oSFuu+02JZAAzsP5ziyP+J2tltxt7Ox8pI10kB5Eup4PHV1IwXIKMY1yI57Ro0cryynAcYjXWf0wztLl+oP4Rb4hrmfNmkULFy5ULxbO4tXDrXQV8sW/M+a0gLnuU1JSaqWvo8c5b948FWZVLqu03aHRhCluKFxEMxhtiUzqF1sQBEEQ2jLpn35CB+e8pD6bYt8MhAysehA8ZszWUiY2NlZ9QoBBqEAQATYwrVixgtLT01UYWxXrAqII4g5CF+KRQdy6FRdpMhBIEFA4D+c7A7/DVQF5wyd3G1udDxGH4xITE13GqYMyQoBxtz3EF0Qv6hYiz1X9MM7S5fpLSEhQnzrO4uU6Y6wE+5NPPqnOgSZjzGm5qnsrdOsoY1Uuq7TdwhCJjYqRSfs3m80ouM0QpvY9z3jqqafs3wRBEIS2hjzjG4+FCxeq9lcHzX9SUpL6btU2o+3msNmzZ6sN6G06gzCOyxl6Gkhbj4e/65JETxPnGeLSMm0d8++cL/P5CDPXhzNwnF427OthiBf7qGPgLI8IRz6s0uV8ApSZ40LcdcWr15meDzOIC+k7S8uq7vX0GXPdcXxW5WI4beCsHDo++M/IUKMBFc3WUXTlQ+kDoxBnmYd1jEKcZQIfNWqU/ZsgCILQlti0aZOaKkrwPrplCxhiQ32iGxgYwoFefvll9Z3hbmFDdCgrGLfjsDzyeQC/w1oISyJb3HAurGXoRmfQ/sM1AFZGWEthgeU0WSfocetpAhyDdPRz9DRwLrrV9XKw+wGsxObzYcXjLn5Oyyrf3PvLYYgT3dfm+mApZVU/qBfEjTp67rnnLNPl+kP8cK1AehwX9BKskFbx4nge0MbHcV6hoXjqNXfT0o/V09f1mpWWM9cnrNXmtJEf1K8r7aeAMG1MjAzZv9XGKIxDQbuDvE0LgiC0XeQZ37JA2w1LWFsE2gNWPAZ6xFlZzcc2BE/SbU24Wy7dQuuKZhuVz28bgiAIggBk5SehKWDfUPaThPUQmxU4FhZGb+BJuq0Jd8sFS7NujXZGo3Xl62ZdgK4D3QxtKGdLJ2xn4GEl3TyCIAhtE3nGC4IAGs1iCj8OaF7eoJL1fU9EqSAIgiAIgtD2kQn2BUEQBEEQhBaBCFNBEARBEAShRSDCVBAEQRAEQWgRiDAVBEEQBEEQWgQiTAVBEIRWByYK5+lpeMlGQRBaPyJMBUEQhFYFpiPEOus8y0tbmAtSEIQaRJgKgiAIrQrMkS1TDgpC20SEqSAIgtDq4G58bILQmMBtRGg47tajCFNBEAShReDukqSJiYmObnysIvjMM8/YfxGcAfcHXRh8++23DmF/9dVX20MbD6Rh9RKBcG8KP/gbIx2UzxsgngkTJqhPvZ4WLVpUK99I11U9Ik/OfKERjzf8pHGNkS9XeCut+gD3m7ryB0SYCoIgCC0CLEmKbezYsfYQ53DjmpKSQvHx8eq7YA0Ey7hx4+x7NaCOk5KSlLgH7giGhjJx4sRa6UDseds/eMmSJeplZcGCBfaQhrFx40ZVd1gP/vDhw/ZQonXr1qn64/twy5YtNH78ePXdivr4QrsjNBsTb6c/ZcoUmj9/vn3POSJMBUEQhFbFk08+qaymbIXCkteCc7BEuF5HqDOIRBZKEFRpaWnqOwPLGls5dUsnhAqHQbgA/VhXzJgxg5544gn7HinxOH36dPtebSsux4X0OB1Ql8VvzZo1yv945cqVat/Z+QjT03JmYUV8w4cPV9/ZcgoQPwQwBCmA4ILwsqofUFe6HI7jAHoB4Es9bdo0VbfO4tXDucw6VtfQnBYw1705fR2cpx8HrMplThv3my7unSHCVBAEQWhVQGRxV/7y5cvtoYK7ZGRk2L/V4MziDBFpdpeAUOG6h9BiYQXRiTBXxMXFKVGjiztYIhndios0IXZwrSGQAM7D+c4sj/idrZbcbezsfKSNdJAeRLqeDx1dSMFyCjGNciOe0aNHK8spwHGI11n9MM7S5fqD+EW+Ia5nzZpFCxcuVPe4s3j1cOTJDPLFvzPmtIC57tEToaevo8c5b948FWZVLqu03UGEqSAIgiA0MumffkIH57ykNnzXaYzfPMFsLWViY2PVJwQYhAoEEWAr2IoVKyg9PV2FsVWxLiCKIO4gdCEeGcStW3GRJgOBBAGF83C+M/D7I488ovKGT+42tjofIg7HwfLuKk4dlBECjLvtIb4geiESIfJc1Q/jLF2uv4SEBPWp4yxerjPGSrCjdwHn6FZWc1qu6t4K3TrKWJXLKm13EGEqCIIgCI1M3I2Tqe+sX6oN33Ua4zdXQFBB3LDgQXe1lRhhyyr8LCFiIFz0gWfYPHWjYAsmLG36lF+IG3liOE2A7n5YJiEKXaXHVjveYLFDGc3nc7ndKYNuhUQesc/d9gCiFwIM1tS66ofr0510dZzFa64zLpcOjsPxwGy9ZVzVvRmkgY3zwWFAzxtwJ20rRJgKgiAIQhuGLVzoZsUnrIfoooXYwT6EiVVXNixf+F0XkWwF481KDEG8cRexFegqhoXRDPLE8eppIm8Qlfo55jTw3RwnLLIYDGU+H+XFxmmx+LTKN45jP1IASyl32wMIUog6FmOu6gcWaKt0nYG42cfTWbyoSw4zAzHIv6H8VteYsap7PX2Gy83HogwIM5fLKm2E1VVmhaFmWwVPPfWU/ZsgCIL3yDi6z/beaw+pT6H58OQZP3HiRJhh1GaIK3uo4E1Qr4aQte+1LdavX2+bNWuWfa/mfnJWVvOxDcGTdFsT7pbLENE2QwDb95wjFlNBEM5pvl4xl/z8A9Sn0HrAXKdGG6asV4LgCbDewZ2ALXps8bOCra3ewJN0WxPulguWWLYsu6JRhSm6D3SzrW7aNU8/IAiC0BxcPvE+qqqsUJ+CINSgd1e3RfBSwxum03KFN19+PEm3NeFOudytx0YTphCl8E/QaY4JfRuDE3n76b11D6lPQRCsOZ6+nxa8/mv6cecK9Yn9lkjXuP40/d7/kk97kr/rVgTaEzFyCELbo9GEaX0m9G0trP5+DhWU+KjP1oKI6frDAqulCquWCneRf7tmfovtKtevbVP9XcvfonPcXZIU8yqydQZ4MuJXEISWTZP5mLo7oW9r4IoLZ1F4iE19tha40V2x4XkRWR7SXD6IrV0Qcxf5mPEzWmxXuX5tm+rvujW+2DYVnixJytSnmxWGEr3HDvvLli2z7wmC0Jz4GG+cNa+cjQR8TPHgwBstpjvgFQR4FQl9HjMdvDGb34JHjRpl/yZ4SontOGVUfEPVByrI1zeIbNVV1PuCM0vBtUROFxp5TvmaYhMup9CwrvZQ92jIuWa8GZcnHP5hAfn4+rWKawX4HosNuIxCfOpfT01Z381xbb1VT22NTZs2KVHqDujCZzBdjrN2xIrs7Gw1hdBrr71G//nPf1QY5m3EXJ6yipQgND9NJkwBHibwMUV3PvyCsNwZRnO5A7p33H1o6cDaBGsIrDXwJWtrmMtXV3lbU33AWghrFqxt8AH0hIac6wmNWZ+t7d5F93RhqfHiQ4V0w/DHqUtk/fLcGNeuuesS3fawkMIaW996aevU9xnvKTB4WFlk586dS7/4xS/se4IgNBeNOviJhSg+0W3izoS+3gaNUWN2wzaXvxinu2rZ/2qVr67yolFGY99YjTMEgLe6nyEi6tsFrJ9bV54acg25vnEdvH0fNNa1akh5XQHRBVFaZYumlbufr3canl53d8rj6u8C98Uni/5Chfmn7CHOqW/dSfd9ywHtzq5du+ixxx5z+KliE1EqCC2DRh38pP/RYyAUL0+FrammSXDWyNW3gTHTXA0Op2vrZqtVvroadW+V2xl1CWMrnAlHjJK29bGpT0/RRV1deWrINeT6xnVwJ47Grn93aEh5XQFLICyl8NMkm0+908A1G3/LfbQmeQ7t2V/3iH53yuPs76KoMJuWf/YvioruRqu/fMke6hxnaVldV/2+dtd/1dnfQmPQlGm1NAYNGkQXXHABdejQQRlK0Dahi18QhObH7y8G9u8tGmfdL3URFt6RLrj4avWp8+mWv6sGJiNnK13Y4xp7qOfERPRUcaDBaR9cO436gobi8w+epI4xCWflm+F0rxr2AI0afYfjOGflZbxVbmcgz8mHtigB4CwPZlBWCEech7wz3sqrb6gPHdi3joZfdivFdDx7OTT9GqambKePFv6JQiLCLI/VgQhZs38OXXH5LIoK7EppWzfQiAtr0nB2DRu7/t2hvvcsyov843xn5yEc5eocmVivNBiuJ9RpaEjUWfeGjjvl0f8ucG0+XvB/tHv7UjqaspsGXDCeRo6dTvt//IYqykupc9ea6251DfW0CrOyHL/jPjBfV/2+xt9oJ7+e9PXnc13+XfM5B/d/Sz8Wr3RZ18Cda2KFOm/xXykgMIRSD+9wWrdNSX2e8RCVmZmZdO2119pD3AODnTCd4W9/+1u67rrrVNqI54orrrAfIQhCc9GmhKk7D2lubAYPmES55Yfq3XAyONedBscT9AbNWYOBdNEA4pPLBAG2au8LLsuvN6yells16Iv+j3ad+IICqgPoq09fVGUurs5y1HvXmP4OAeAuiMMsZnEtD5/YSIF+1XTVoAccea1PQ4w6KYtor6436swcBzauS4jSKqOxO5q0i4aOmGKPoTZ8/uHjm6io1F/V58ldh5WAOp56QJXf2TVsSP17C728noAyuyuqETfKumLHC3QgaRstWvF3Wrn5Nfpqy5u0+cdPaXDilbR1wwe0ZeMH1O+8ceTr62c/swauJwh91KmrFx13y8N/J4cPbKTTp/OovPy08ZlP1970iCFwfKlb94H01ZcvUpeufVVaVtdQT0v/HS8n5utqvq/xt1NUnk1Hk3fToCHWQorPqYqtpKLqmnvLXNe6YLYSxGb047kOcS3L/AOpIjuHrr7u907rtinxVJjy+uGpqakeC9M9e/aomWLefPNNuuSSS+i8886jxYsX0x133GE/QhCE5qLJpotqCtzp0oMvYEFpJm1f9yndPu55rwxE+OLL5+hA2R5674snqPB0jj20Nmgc3O02Q0PmrDseosjcZchd1etXzXdZfuRt2w+raN+eH+mVD35DG7//0JEvV5Ogc5qou9MVeVSclKfSQppI21W9W+XXjJUvJeIqLg0iP98AdY04n5juqq5rrIN0q2zl1C6onAbHTFJxLFv1L8r7/hSt3nV2HGOvmkF+Npv6dAaXl3xs1C64jKqqK2jQJddQaUUJ5bQropTj3zu9higL7jvQ3F36ngLR5cl0Sp999ywdOLCHUjJ30G+mv0X/fGC92rp26E3vv/UHKisrVsedOH5QfepwPQ3sP9Frfrb8d4IV1kNCwpVL0Xjj+rAoDovoRFff8Dta+tE/6aVnb6XcnGOUfSqNLrzYWvDp15jzqz9PzPc13D2qq2zq0wrcC3BfgBvDxEseclrXumuKO9dEP55R53UMoMl3/lnlz52/05YExixgLuy4uDh7iGfExsbSli1bVDwQxC+++GKbXuVIcA99pUqhYTSkLtuMMNUFiKuHdF2NgyusHt6HDm2i1LIk6ugbQzGxifTfBXdRZVW5/dczcOOw6ov/1SlQ9QbNnKaVCIQoyipII7/YKDqRspdKvs9XDevrL95D7379IO1NX0FvrfklPffubVRSXqhEwv1T5tKug6votc9+S1W+1bR+9ZvK3271l2f7/nKaqLPQgEhqlxiphBs3yq4aR6v8ssh0VQcqziAb+ST7qEEpEMW5pSfoRGoGHU/dQ9FB/exHugbpssDdveFLqq6uptLUAvK1VVN54ela1xJACN33q4Xq0xlc3gmDHiI/n0AqLgukXZnLKDihE+WWZNA7S/9IBeU5FNouktqHRdvPql1uc73o19md+uHjcW2bQlAgfuQVZdfFF8LfWjqL3p53f638QpyfTD9BCT0T6e5Jsyk64oyAaFcdQqWVp+m8C66gXr2H0bG0PY7yeLMc5jhZSF513YOU2G8k9Rs4jvqed7aFDtft5ml/p1t+/ndqN6ADbd6wqFbZOF74PnsimiE2IwbHqE/Uz19fvYYefXEs/f2169RLo35PWAldpi5BDPR7SD+eMZ9nvh9bOvPnz/doiigzEKGYBWDatGnKSrtt27Y2PfgJ1mW4PWBrCvHF6ZlBuLfShzsG0sCLhTdAPBMmTHB8R14ZvMDo+Uba+u86yBN+dwbicfW7O2BwuT4PrxXeSKchzJw5s848OqPNCFM8UHULmxVoUNCYtL8wSjUODAZYzH1hmvo0N2YMHvCfvPNXKsiqqPXw/mDVP6hjYAwFVFTThHH3ULeY/pR2Yo/91zNw40DG36rZeuEKc4PBooitf8jXzpNLKcM/k3LKjtGlA35CxRWF1GPkOKoMqqCCzFL6du+7dMwQdAHlPjSm381KJHSK6kH33fwSXXTeREoq2EsVxr+i6gKK7tRdpaPDaQ4bNJn8+geoutMtWc4aR8Dn4pNhqzU+dfTrgLhGdbudThfk0dJPZ9OByr101HaMqttV013XPE3JR7+neR8/SLkFJ+xnW6PSNwRu6fcFygJWkH9CdaNWVlXSyeTj9O7yx5UowPbF+hfoiTlX0P+9MoEWr/o77Uleb/mSYSsyLuMhQ6gbn1y+Eb1voz0H11JUYYTxkhJJSz9/lvKMtPQBNbrlylwv+nXWj7NCvxdxbT0VFLpocRfzfchgHxZ0WNI5vxBd7335J7rz2qdp5tWvn3Vf5B49QiV+Zer4bt3Po4yje53G3xAQF6av+mzLP9TfM7/wgQN719HQkbeo7zp63eP80/5B5N8zWA2Qqq6uUsfUN6+ohxuG/ln1Wrz1xSPUtXss/fqOV+mifhNp7fb3zronnMHlcCWI9XK4czyeJz4HT6rP5sSdlZ/Q2K1YsUIJAIjKOXPmqIbaUyBEeTAupjTEgKi2DOqUy9oUYKVHXZhA7HnTKo25aDGH7YIFC+whDQNz2fIy6pi5Qa+ndevWqRmGWOjB2g6LvRWoY0/L6Y7QbGy8nYcpU6aoF8j60GaEqTsPdTQkVuJ11VevUJpPBr3z1ZP033d/Tnv3fE9f7a5tOcQDvn27juRzLJfGnfdT1bBAyLSLjKbgMl+ydYuq6WY+nk7f71tlP4uUGIXP2LatHxpCJYMKC0657B40ozcYaFxRBpQR1j80PBB3eQXZFBwSrCxT1YUlNGr0NMopSqfMkkw6fewEJR9MoaLiHIoN6aHKAZCvlKTtFFzsS9394umK62ZSWbSNUlN20o7NnzgaYcBCbOvuT+hUbjG9/P6v6JPVz9HHC/+Pkg5vUfXw7DvTlCDRQX6Xf/tfKtiWSVlHUu2hzq3WcA+oMoT72pWvq3OTD26mfhddTiezU+iSxOvoggsvpntufJZ6dx+qRHX/hFH0v8X3qPSduVCwwO0U04t++YcP6P7fv097D6+jXN98alcZTBGBXeipNybT0/NvcliTH7n7A+rV7SLa9MNH9PSbN6tyQcS9+9qv1PKasCpzo4/4Ico37PiE+kRcQIHtAqh79EAKtYVSpP3h9MOOmkm7dcsV6rRqbwWtXPw/Fbd+/1pZuHSQbkhgBNmSs+iCTle5JWZQn/zChfPVvfPF/5SlExZPhLtCz58O9mFBhyUd+YWQf2fpY3T7NX+nhK4X2o8683fw1dIXyNfmS0W+RTRk7K3UqUsiZWUa17fPnQ63CD0vqJvX/jdDbYvf+gN9+cmz6hrs2vY5bd66hJavfYle/+S36mUCFkj9HkTeePoqFpGIDyJz0uSHKSKqiwrTUWWoLKf4C0dSRWEgHU3aSfuO/Eh5Jafoby9fre61kX1vd9SFXq91gbz9+73b1X0W3zPeuNfD1DMj+8AB2rr3c/XsSTmcQh3a9VD5rOvlwdULdV33kBk8T6LC49Rnc+LOyk/67C4QW7NmzarXLC+6FRGbMwvYuQCsa3p9AIgU3teFv36sK2bMmKHmKmcgIKdPP7NQCIQqx48N6ZnTcWXxw4IIsJqvXLlS7Ts7H2F6Os4srIhv+PDh9j1S1lM+FmlABEOQAgguCC+rOtLz7SxtDsexWGwIL1ew3vM9aBWvHsZl1jFfP6Cnw5jrHVjlgcG5fCwvjGRVLnP6EOf1fQlq9An2vcW/n/8thfoeV13IzrpZ8eD/4KunaUDCaLp0yO0UFtrB/ksNeGh/tf0lsh2xUXTnBNqft5OGX3gjrd78BoWXBVNwt1hqZ4iztCNpdPWomTS03432M2saNDToeNCnGfFs3buUyipK6K5J/zAamBLV8FXtr6BKfxtllKTRDWMeokP7v6VTGYfJzxCNOdWn6LRfOSUk9qKr+z+kGkf4s8GCy2LTbFkCaJwgItDIYOokWGrQKPaPvJI+Xf8/ah/WnqpKqyi8MJio2mYI1DC6/d7nafGah6n4cJ6hCKropp/8jUpLi2j5p8+qrmyAmycmthedd/5V1KvPcPpw6xN0PDOXKovyaFDkWMrNPkZjr/wpde9xocpDtZ9RB6dTKd8nj64a/VM6tHkt5RafoKCqIIro15MG97/GaLT/pwRJUFWgqqvS8GIqSTHyYNynvj6+NHnqX5XVBtfBqsxoYNcuf9345kuB0SFUfvI0ZYcV0pUj76Kdqz8mW1VN3mthxB0YGUHHKtNp6MBrHdcd9fXx4r9QWFg0pSbvpAsuuppGXXq7ukfe+eKP1MX451tareoFcbQP60gTpz5UK1+45vAfzqrMpE5V0XTplT8z7o1dlHTgOwoODlNdwijP9n1f0ubtH1JATgWFGOGDh11P27d/TinVSXTvtf+i5R8+4/CnDApqR9fe/Kiqn4L8TBUWHhFD10/7P1q44i80YeTPagk6M6eL82j96jfo8IFN6hqGR3ShO35eY3l2Vq8AooXvnfG9Zqn0y8qLKa/KeFGy5VP7DuF0/ajfU78eI8jfL9B+lufAygxB/7Mba1bUUfld9wYl7fuOYrqcud92HFpJPyatpZk3/U8JTZDqv9ORR4h9vPSs+uJ5Oh1WRZOvfoQqSk7T4dStlJFxgPLyMijUP4xC/ELJVlml7g1bkC+d8DlBd173tKMOcU/hhWfQmGsoOX87nf4hj6676Y9OrYfq/jCEdddOfWhQnyvovF5j6dP3/qwGSfn4GXnr15t2HlhJQQEh9ODUN2nZrqdVnv1shUQl7WjaROOesz93+JmBey+u92B6eckvHIKdrxWeGbgncL/CqvnOssfo/MTLaM+6z6nESDMoqD3ddZ+16IIoxUA9+ESHDYpR+QgNqKDg6hjam7KB7rruSUrscqahdXV/6M83V5bVxqQ+E+yjQYTg8VSY4rwbbriBHn30UXsI0fnnn0+TJjWexTj1g8VUlpVl32tcQmO7UdyNk+17NaIFVmYAS6Z5hSuID4gtWApZfDzyyCNK/AOczwvi4FgMOsMLgjP4eBynnwehwp94fvGCO0gzJSVFiSOkieujrxRpBr/DwglhinOxxDnygzjN53N6LFKdxYnjIPjY2gkhCEvp73//e3UeysH3ml4Gcx1BkHM8VmkjjOsPYbDSIh18cp1axYuXNT0M6ejXgNNirNLhOjLXO8qkH+MMTsNZufT0gVWYO7QaYQqfSQgIVGq/8y6lDh27U1SHbhTdMZ4owE91he08sIJuuPQ3dDBts2o82OoX6BNAXUpjKNFoEP0DglQXa1rmHgqpDqHTHX3o5iseNgRdoHpowzK5au2bhoC8mCZfae3D9OL7P1cCom/8CHtIDXi4r/j8P1RYnEU2I0/tOsZQ1+79qVvXAeTrX02rd7xO/tXt6YFbX1PHQpz69vBX3YXcGAO9AYFlDZYtlH3IpTcqX8YBXa+kL9e/RhOG/Yx2bf2USnNy6ZIJd9LFF052nFu+7zSVlhknl9soMCiEYrr2Vr5zV1zzy1oiRU9z1a6XKOVwMnWKSqDowM5UcDSVQtqFUVbOUfKtNN6EjH+oPz+/AGrXPoqqelVSQXIhBRpi/NrLH1Ui7gQdNyRfVwoPjKKcrKNkg03eEA2DR11Hu7Yspe4JF9JAQ5xQiD99+PWzZ71EwIJXXJpL1WWV5GeI7ixbJvUc2Pus/AIIZlRMcXGOutaBUeGUWpKsBGrPqIG0b/dqQ2CnU0VFKR0POqXcFQINQfHTG55zCBdYC4v351Bg11AKiQuvlY4S5IaQzzful4L2pfS7exer83Htln3yjBpNfuHQa+mlBfdSTGVHCvAPpqCQdpSblU5RHePoZOkxCo7pqMQXg3MxuAZC1ccQ4EEh7amjcQ+nHfuRfLqGU35p1lnWRibl+DZatvBZik8cRP37XkbffPWq8eJwAU284bfqd1zXU7l5lH3iqCFuLqVJo3+l6hXXFhPeY27RIV1uVFax4ZdNp482PG2ULYeiq6IoNr4/5WUep4qiYvILCqSwyBjqHNuHeva4iPr0Hq3yvXL5i1Ro1MOo826kPRu/VPfkwFHX0PakVQ5BBhcIWJuHnXeduiZvzb2PKkPLqNIQvuGRfrWuH1wxkM/BiVeour7y1gdow6F31N/ghuXvUnlliXFdOlBFWCllnTyl3E8Qd69ug1X94Fowrz5/F1VUl5FvaDCd8sumX09/W+WHX+xyC9KpunM4+ecW08xfvGs/qzawusMPu1t8d7ph5B8c4g1l//JT457pdTGNv6bGeoGBgxDWlwy4VvW45AeeppjInlScc4puNwQhwN/36MvupB92LqeT2Ueo14CRdGzfTnXtIUYhRPNzTzgEIfho2VPGS1kERZdFULbx9wMGnH85XTxisvr71WHRjZf1MuOl98Ov/qUarojISCqvMP7Egvzp97d9aD+69suJfh1aCk218hNAgzp16lTaunWrPeTcQReZDAQEiykWdSxkGSyQA9GiH+sMTiM9PV2JroSEBBUOIcnns6ABSJO75K2EmhmcCxHLsNhmcaWfj7xwWbgMVpjLhXsEVlPURVpamso79Aes9MgrBCsWDNJB/Cg3x2OVtp4Oi2o9v0jXHC+stfqSuVYiEkIaFk/uQbBKBxZhq3p3JUz1uka+IDStymVOHyAP9RGmraYrvyywO/kF+tOAYVeSX/tQOpSymb5aM5fefvNX9NbLM6kg5wTdf+tcZeWAH2Uf41+Pqm7Ur0d/iiwLpwqfckpL2U2pyTtoX94OuunWv1BM5150x5V/VY0cd1dvX/sphVI72rlvBc176+f0n39NplXrXlKNOx7su5OWG8Ip7yxRCmD9PF2SR0GB7ahj+1i69/YXadK4B1SeLuh5Ff36lkWGiAtVjRqsErCYliefpjD/KiVCGQhLNCD4xHH+AYEUEBhMm1YtosLtmbTpk7cpMjuQtq18j3p1vYjuuvclJUr1c33j/MnHaJzCIjtRgNGAw3LFPnVIC42TniYa4asG/5J69kmkUYOvp249BlJk3z50NOcw2aptVBVoU13hIcHhVFlhCI3Kcrpy0P0UHt+eqnOqaOXS/1JV+WnqVN1RidOC8lwaO/4e8vfxp9GX3klHqrYT9Y2ho0V7afXqubR00VN02eDpqlsT3ZvlFSVKAJSeLiRbeRUNHno95dtyaOSFN1nmF9Q05ja67uY/0m13P0fxMQOpa2lHOpW8j5av/C/tO7WVknyTKT3oBE0e9xs1Ivxvv1hZS/TBXzakZzhFB3Q/K53O8b0N4XacLjJEdVz8+coaCHBNptz+lBIY7857gCKKQ1TXMCyosHyNGV8zMOzWa/9PHY/rzeDcnz04X9XlTdP+ajzoDMF54geqNERzcF61EqWw2EEkoT7gPoDub3SDr1z6vFFaG2X7H6XeA0bT9J/+h46mfE9HDm+jt157gCpzA+hURgpFGC9tGAmPekU8uCf0AWC+/n701vJHqEunvtTVFkPBVUFUkHaMBg2YQJERXejCiycZ4qYLpaf9SCu+eJ5efG4Kvb/kCcqszKDcnAz6ZP2/Kaf0JOWUnFTfYWFdvmkuLf7yr/T9wdUUHVzTRX7qRBKFwRo8+TElSs3X79YrHqNV371GHy/6s3phObB1nXJv+M64z6sCfSjfEMHVOYXkF9yeuvboSDdf+Wu6etQv1N+eLkpBQEII2SqrKSDKEPuBAfTSWzNUflJ9j9bci4Z4CygupQsG1Xahwd/122tn0dvf3E/LNr5Aoe1DVBc76ozBNRt/9SzHPfr5kn/QsP410xMt/eYVyvbJo1ifOAot8KO8qixa+MkThpB9Vv194+UlqHsXCukQTdmph5W1HNe+//mXKZcZxM3+nxCoHQI70an0w8ZLyI/q3k2lNNq4awm9MedntPDdP9COXR/Te9/UdNnzQL12EV3Vi+roXsZ9erozXdz1corvHkfFhaeVBRgvNHNenE5heR0oMLeACredUlZ/3KNwj+D7C/ttnd27d6tGFY0trEZoOLGP7fHHH7cf1bZxJhQwfRaAJRL+kxAheNHhzSxY3AHnQNTMmzev1mA1iCVd+CJNiFd09UOkQVC5Sg+/63lDmSDozOcjDLhTBtwLOsgjwrjbHkB0QahCwOF3V3XkSdo6VvGi7vT64rh1ED+OBRCcVjird2cgHWycDw4DHMblcid9d2k1wjTTbyul+KbTjqPr6GjhIQqPi6dhl91G4268l8L6d6SSoxlUXmioSwM84NENVl1RTaVHCijYFkg5AfkU3qeXcWwi9etziRInMZ0T6WTGIcc5sKxgKpnqotMUYJxTdiqH/Hz8aNe2L2nxwscpb9dJ+mr9qzRi4I0OoYpPAOH3xef/NC4MetSd+3ahMf5629sOcTpg4OWU4DOkVteaLpDQsOT456uu9S5d+1CX8y+imIsvUo3brN8tUhZQ3VeOz4XgunHqn8nXyD8E09S7n3UcxyIcnzpojAtLfenHY1/S6AtvoVuufJSuu+ZXRkMfRFdOnKmOQVzoer7ymgdUnu+44gU1urrM/7TyGw3sEEjx1fGUVXGCvvjmeSqrKKXF3z1LP3y/Q01mTqHtaPC4mymx/zDavetDGjvkZmUF+27rB8rCdP2Ux+nO++dSrlHmUv9yGjXkVpUOLDz4hDCAFQyfeqOOsqEuWKCG+oVSx779lV/qUw+spSEXXq/yb0aV4boXKOdkuqoPpNPer5Oyah46vIl8+nZWohrdqz8mfWM/ixzpRQ86n4Zdc6fKA+enY88ejhWr+HrjOpqBletoYAZF9UqksJAoio7qriz3Ie2D6NOVs1V9jLl8BsV2P09N51WZV05+AX7kc8xQswZVPtUUFBVJH332NyrIPUFFB1MpoTKBunSIUP7GQ/pPcgyqQVdzespx6jfsCsotyzZEaR+665rZ1CdhlPHiEqzq/dCBDVRcnkPJezbSDdc/Sj+9Zw498OvFdP1PnqCQ0DAKKfQ1Xl7upsljf0un/LMo0/8UjR9yO1163k8oc+dOyvrxR+pW0pm+XfmGyt+xo3vV4Cb9+ulEhXch/0pfKvUppVMnUyjp4GYqLsomXz9/ygvNpTDjHwSl2U/Uiqsv/Q21P68jlWWcptCcQDWQLyV1J00acz9l0DF6f8UzVJpdTCGRMcpP9J9v3ULzlt9LK3f9j06XFlHBaV/afXAN3Tj2d2e9BOFvfG3SPOOBvIW++OgpNYvAji2fqGtrC/Gn+MBext/J72nomOupS2UnCir3M9I8TtuPrKKte7+g/amb6I6pz9IdP3tB3SMAFlBM6A83BghHPEswu0ZVRQV1tHWke+55Sb1IPfng1/Twb7+gm27/G+VWZNH6b96hvG3H6cPX/6TO3bD+Pfri3b+pF9WU7zeTzc+HDm7fQIMjJlF8VTx9tOQv9OXSf5PNeKk/mZNEZenFFGi85H617EVKPbJT9YBQcIB6WZw396cqb22ZsLAwJbqwoRsfI4d5/4ILLrAf1faApY83lFm3ljLoGsbvLCIhwPTzrMQQhBssZa6AtY9Hu+vA0sZxc5rIF0Slfrw5DXw3x4cyYTCU+XwIMWycDotPq3zjOPYhZXBfQPTiNwBBCmHHYsxVHTlL2wrEq/t3WsWLeuR9MxCC/BvKb3V9Gat6B+Y8AC43H48yWJXLKn2EuSqzK1pNV76zbh7ungqtLKPq1EplpcgpSqV1K95Uv0dFdaN+Ay6l+L4X0xpDIBxM3Uz33fKSGpm+Zdsi2r3nS7r+xj+qwTnrv56vpq/pGNOTtmxYRL3PG0WHDm4kuGVWBlZSYVURRZSH0aixd9DBsm8c3WLw2YOQ6dKjL+WGHKOrhv/qrEZY51RuKn2w+mllabp+1AO09P0a6xu6RsdefTddeP516jiImcWf/ZnCTgdRpCFe/AID6fvkr+nOK/9G/fvVjB6sD9y9CQsJ5kxEg88NMX93lX+AxpqPDQ/oQu+98RD5dQ4gW2YVDR01RVmD4nsOVlZaq0Em767+FeXvzqSgTiGU0H00Hdy5hjr3vYB2pq0xhH0VXdRvAo0feletaYaAnneIQCvQxblu1ZsUnBBG1xhCg8ui59lcPgjdZR/PVnNaogv64pE3UefE3vT1j6+o4zEg5en5NyuxB9cDANG3ff8y+v2di6hdcIQKA+YuU1xHjFLnLnpYMflcjMxGt3F0aIJyYygtKVRxGO+i1PW8i2jC5bMc3fEYKANRetWkB6l9hxhlEe3ffSRlH9pnqFSidn2iKKbCeGj0HaEsdUgHx5SUFVFIUHu6Yvg9Kt2o8K6q+7w6t1iJo1vv/Ke6RsqtISlPDWa6+9qzRSDqiN0QdNhvFsDtBL6r6H7OPJmkrj/uAysQ38LP/kQ2Q2BPHDmTvv1uAR2tTjVEaBX5+fpT3wHn0d2X1/RWuLovEQ93h+Nvf+2y16lduw404dpfKyGI3yHyB18ymZZtn0d9e4ygzOL9lJF+lCINYR8d05GyM7Ooc2RfJdbN4HoWluRQ9YFKPDApNDiKykuL6ecPvW0/ogbUX9HBHGrftwNdN+Zxx/Pmnhueo9iOfexHnQHd+Nu++5AO7FmrrndAVIhxnJHf3P3KymwuK+7LL797kb7d+SEF2oKoZ/t+VJR1gsqM+6xdKV5oIqi4MEe5zaTs30HDLrmV9u79WvlF+yeEUoeIREo/foA6l3dU9ZuVk0YFAUXUuccAhz+tfh83NU3ZlY/lR9HNjJH4y5Ytox+Nl6p7772XoqPPTO92LgEBAUHBQqStAHGk+yBDdOG7VTnNxzYUT9JuTbhbLt3311NavTDVGy2Iy3Wr3yD/qCCq6hJJwaWlFFbaiW6e9rezVpYB76y4nwoP5FKgcbxPvi+Nu/Je9RBPSdquumbRqOnxr/lwrvI5LCw4SeOu/any94Q/3JY1S5QgNh9v1Yjy75ef/ws6nLqbVn73mmNKok7lUYZYDaCHHvrQIUqjKyLp8qtn0ZKNzxKdrqCuQd3Jv9rPqShzB70hx4TeuohyFyW+sirULAU33vRnFYY4YfVBvTgrP4N6WLXlBYoq6UYnjx6i/JAS1Z1rJUZ19Lw7GzimDwpBVydjFoxm3p57v1oRKDQ08qwBJ0h3xfL/km9MBO1P36zC+seNoOrMfJp4dY0AYvR7AFZY5BeWyuXbXlOidvWWN5UIKLKlUmlViBqNjvlQcXz2CeMFadV8GjzmBjqac6SWrzTAG+klF96qXCAArHacnroXv/6QIiO7qCU2IcZKKwpp3MR7qEP7mhkZkI9Nuz6ioNxqQ8AOr/XiYHXv6vXtrIzm68yCC70REL1wQ9Hhc+EHXVCRQ3m+RdTON4zyqrKpR2AiXX/r72vF7SwPjPllhQdTwaUC56Ie+O8TIH343JaXlVNgVUfaf2SzGsz0wE9etbz3+Hj20d317TLjBaKgZuCcBsoZ1Lu96q1wde+bwQvJ6bJc8q32p0pbOfn06qRcH3iQmlW5s/PTlfDdn7yBuvt0p6FDbqLvd3ypjgV8Hv5GsNAB5pTt3/MSNb0a/H93711B5cey6K57X1QDJlsCnghTCCl0xQNYkvRuYndA4wqrFBpUdJtig5WNG9tzjbYqTAGemUxdMzigHurjE+kMT9JuTbhTrobUZasXpjpooIwiUVFRlvKDRDcVGkYMkrICDQ7mg4yLv4DGjvuppWVPhxtITPW0ddMS1R0Hy6De6NUlfpz9DivfVyvmUWV1BZ0KyKVwvwiKqepE105+xBE30ueBUFddWzMiXMdZA+6qYXclMFzBdYcptHxtZ4RyXeU34076zvLvqi55UIg+g0NdabmqJytLrTvWW/2Y0ZN+SotXPkkdysNV1y8La0yRhEn6UQ64WPDxVtbsIT1voR8OflvL8s8gLV9ff8rJPkoBxr0Pn0jcLH5BfhQe2lnFW1ZSrNLT71lX1FVGV3XmDL5uvsWnqCq9mk4EnaLeXYdYinzgaR7gVoNz1AAzH+OF84qf0vkXnbkPPL1H3aGuenD2O+5J3RKuv2ytfL9mpTVMxXXXTPcbNL2+KrqUOazgWBACg6tyfLKV2wimXLN6YW8u6msxRSPpaTMGYfqb3/xGiVEI3AceeEAJVR4UIghC89Gm1srHWtApSdto4vW/VYMVhoy8WS09aIVqKD6fq9aJHjL8JgoOMVqEOsB60lgzGyPcsZ72lg3vnyUQ61oL3dnvMR2Nt4uSDVR1vIwiyttRhE8kXXvTo7XiRvp7dq9SlhkMVtDXYAdWa3sDZ+FAX/sbdWJeU9sZOL5bt/Mp9fAO1djy8XWV38yHq/9EhfuyKa1oNw3uW+PCYMZZ/l3VJda5x6eOXlYr+Ppald031IcO7FtHwy+71REvr2uul5+B4MB65IMHTHKs9R7Qzo9Stq6jdkERqt5Gjb5D5adzZKKjHAnxQ+ng/m/VWunJOVsca/H3bDeMUrZsp/69L6URg2+icRdNo9Dg8FrXrGfvoXTk8BZDiN1Lyce3UHVpjaUVfp5DR06h5INbqKy8SE0Y37v3SLeuj17GooIslRbqYtXeF1T942/I2b3lDL5uI86fQrlBGTT1ij/TJYOm0eCLr7Ose1f1DMzXDX8feGk8vH8jtQvrQCeOHXDrvmkIrv7GgP47ysPXDGvdY038kK6+NPqCO2vdo7tOfEHl2aXkY2Rxy5rFFBIRpu49vrdQDqv86/WVvGMLVdrKKLA4hNKSdxoitz2dLM1Q8wG3D42yn9EycOcZbwa+d0uXLqUHH3zQHuIe6GJ89dVX1fr4c+fWzO2MQTOyVr4gND9txmLqymLBljJ0dWJUMo7BsWgonFlhGFfxepu6LHrAVX6c/eZuGeqyTDUGqhuzDqtQY18Dd+JnK1twRTGVHSlyOZ8usLLKqTDN/aGutPQufriR8LXRLal6uH7N+F4a0WMqpe7dSQf3rlfHoavZPD2Zu/D9gamXbH07qzjQ3YxFHrBYArqw2XUBvQrctdwY18wdzNfVnb+v+mJ1D+npcb3gd3xaXUtznvj8gt0nqdrHV7mm4L759OO/qgU9sNZ9XddQzxdoqvqoD55YTHlqGsBzMgqC0DZoM8LUlajihh4rKGF1ExzDDYTekDD6A9tZw98YYqkx4vQEb6Vv1eCZ4+b95hIwen7w6ezeASgP+xgW/5DjEAm6/6oZqzpwVwjUVX+6X7ArP0Qr3M0Dox/P4srsR6yLcHZF4LlcndUp42l+GoLVy0Jj4iw9T//OdNcUvFhX+1RRUXEWTb7zz07rzJ16ber6qAs84xmM6nXXegpfNp4cXhCE1k+rF6buCBx+SOsWU1cNgv7Adtbwe8O6iLzrPqNIp6FxtgSsGjxzfen7rqxGjYWePq6tK6Gglwf3kJX/alPiqZjzVAjpuCNerMSruy8cTSmOGiKC61OHDUnPGe7mo656Vc8ezdLdVH93rvDEYqqDUcHmCeMFQWi9NKkw1btfAFZQcPdh4uyh5Q2BaKauBsUsKD1t7Bl0Y8Nvz8fXjyIiOqvGpr4CoiVhVX/mBlXfr+/MAA3B3QYeNERguHuuJ/lxhVU8DfkbaQxxpePt+FH+xhBc3n7OeOt6O8NZvXK4eSnUloAnwrSho515VL4MdhKElkeTC1M4mNdnyoS6LKaN9YC3wluNlJo38lCu8ZAlmnzLX5zmv7HFQXPTlsvnrkXQW/eUVTzN8TfSXKD8BaWZarGHiMExXnvRsarDhty33ha67sL3I+Z9DjgR1KLuifpaTOsD5jGFpfVnP/sZDRw4UIVh8n3MayoIQvPSalZ+cgYeqniw1+fhisYGDQQ+PQEPczQo+GwIsOhEXNyZbrrbuSgFaPzQmOCzLYJGHQKiLYpuiBaIUny6wlv3lFU8DfkbaW2g3BhIh+mR6qpzT7Cqw4b8XXrrensK34949pwr94QV+/bto23bttF9992nfFmxPfLII/ZfBUFoTpq1K9+T0ZSN8TbdXFYLT2nrFlNBaAm4a1nm49xdTEJwj6a0mAqC0HJptsFPdXXrw/8UfkA6o0aNsn/zDqcLj1NGytcUm3A5hYZ1tYcKgnAucviHBcrf21ZdRb0vmG4PPRt3jxM8Y9OmTU0qTLEU6f/+9z8aMmSIWo4U66TXZ/lEoe3grZWfoG/S0tI8XpHMm3h7FasmBcK0OZg9e7Zt1qxZ9r26eeqpp+zfBEEQvE/G0X229157SH26wt3jBM/w5Bm/cOFCGFTUhrbEU5KSktS5U6dOtU2cONG2fv169dlWQdm4vhITE+2hjQenZwbh3kqfryGunTdAPLomaUid4VzkzxWIs65jGOTN03zg7wJ/J62RJvUxvf/++9VoSmzz5s1rM+vGCoLQ+rHyI7XC3eOExgPzlhrtl9rq4xuakZFBhnhQS5GeK6AXEvXVVFY01C8shwx6QL25EMKSJUvIEF+0YMECe0jD2LhxI40bN86+VwPX2cyZM+mZZ55RGkYvkxVYjQzUp6zO4kfeDJHp0bWbMmWK+jtpjTSpMIUQ5YdJqzUxC4IgCM1KQ6d5GjBggOq6f/HFF1VbhHXz0aV/roJuX8xSwIYjAIHE+xBMjH6sK2bMmKHml2UgIKdPP+P6AqHK8WNDeuZ0WORZsWbNGtVVvnLlSrXv7HyE6emYXQQZxDd8+HD73tngBWjOnDlqnAzKD8x1BiCYUXYdq+MA5w15hfA1xw8QjrQRjuPN9caYrwuEcWvVWa1+gn2h+XF30IggCIIz8Ixn3F35CWKkvr587GMK0Ij//e9/p+joaLXfGPxv0U8pI+uQfa9x6dXtIpp5U03ZAATLihUr1HdYMs3CHqKGV8+CEAIQQywPcD4vYoBjMQesK39cPh7H6edBKPEnBBQPgEaaKSkpSpghTYgvV/PM4ndYEXHdcW58fLzKD+I0n8/psUh1FieOg8hlS6dVneF8WFW57By3Ds6DEU63mFodhzCuR44X4270+Bk9Xat6Q3p6fIxVuq0CCNPWgPiYtlzgb7do/u/VpyAIQn3w9BkPvzv48tUX+PfNnTtX+eIhrnMF1Jm5vLq/I9cr5IG+sb+iO76RnAbOgd8m6ph9gfl8/drhWByHjc9x5R+J3/W8cVxW5+tlcRWnuVxcBh1zvvAd8SIcmMvFmI8DenrsD2qOn+FwZ/UGrK4LwlojrX4eU6H5aa45GQVBODeBpdSVRa0uMMH+0KFD1TymsAzCOsuWwraOMwsa/G4BLJHjx48nQ9Qo6yNvZiueO+AcWEExpkS3asPax9ZIgDQTEhJUVz+shrBcukoPv+t5Y4uo+Xx2BXCnDLAuegriQ7wAVlqrbnxgPq6+OKu3toYIU6HByGAQQRCaEvjboYFGtyY2CFVPwAT7HTp0oKysLCUY5s6dq3wM2ypcT9gwkMdqKXAIKvzOIhLCXz/Pyt8TYq6uuscApQkTJtj3zrBw4UJH3Jwm8gVRqR9vTgPfzfGhTBCF5vMh5LBxOiw+rfKN4+B37Ap0p7MPKAQmx4s0kTbKYRa/Vsc5Q4/fGVb1ZgXSrY/YbgmIj6kgCILQ7DTlMx4W0xEjRtCHH36oliGFDx8sT84a+bYOBAxEE8RZWwLiDIOueAYgK/9Pxnysp9Tlw9rU6L63rQ2xmAqCIAjnFOnp6epz8ODByvKE7mZ06eO7K2uV0LqAdRLXli2MbEG1gq2t9cVZN35zYWW9bS2IxVQQBEFodpraYorufCvCwsKUFVUQhOZBLKaCIAhCqwPdpvX1ocO0ULCQWW0iSgWheRFhKgiCILQqeF5HQRDaHiJMBUEQhFYFBqg0xH8OXfm7d+9W3zHRPgaKIEwQhOZHhKkgCIJwTgH/Ugx2wkjqa6+9Vg0U+dOf/mT/VRCE5kSEqSAIgtAiwAAobOvXr7eHNB6wkL7++us0depUtRyn1TydgiA0PSJMBUEQhBYBRuVjc2ed/IaAQU7gqaeeogceeEB9FwShZSDCVBAEQWhVYPAT5qVMSkpSn56u/ARr6WuvvaZWfYJIHTBgQL0nVhcEwbuIMBUEQRBaFRCREJW8eToQin1Mmc2bNyuxKwhC8yPCVBAEQThnwNKTcBXQ19rHAKi2thyn4DneWlseFnzM9NCctNZ18oEIU0EQBOGcAd32c+fOpaFDh6pBVry15a58LLPKIrwpBAunZwbh3kofg9WQBl40vAHimTBhgn2vYXWGwXRTpkxR4pTj4HwirqYYaDdz5kyPXVxaCiJMBUEQhHMGrPr0i1/8gpYvX24PqYHnNW2rQHzD7eHw4cP2kMZl4sSJtYQRhJk3rdJYm3727Nm0YMECe0jD2Lhx41mLNnCdQeRBZMLdoy6xx6ITZcU0ZOxu4iqf7sTrKRDGEMitkSYXpnhb4DcImZ5DEARB8BSIHG5HYNnyFAx+6tOnj+rS5033OT3XQLusWwgBhBLv6/63+rGumDFjBj3xxBP2PVLCbPr06fa92tcQG9Izp+NKI6xZs4YefvhhWrlypdp3dj7C9HTYcmkG8Q0fPty+dza4P+bMmUPTpk1z3HPmOgMQzCg7w4JTt8hznpBHCF5zvAx+5/h11wCrMpnzAmHcVC8h3qZJhSkqE28eeHtYuHBhrZtIEARBENwBQhIj8tGWAE+tTRj81KFDh3OmKx+gziBazOKHgYhEfcIKCREEocTWPgg8XdBBeHHdOyMuLk4JKz4PApKn6QL6NUSa69atUwIN4Byc68zCit/Hjx+vvnOXNQbAWZ2PdJEG0oIVV8+DjpWI4zqDaEUcs2bNUtqFre04B+F6XegCF7+jXlk8Mlx/cB2Ij48/K15Gjx/WV8aqTFZ5aa00qTDFzQ3zMsCFs7oRBEEQBMEZaEfQGLNogUBJS0tT390FfqYgNjZWNerYnIkgb7H4rT/QS8/e2iTbJ4v+Yk+1BggeXbToIolBXYDRo0crcQXYAoeBYunp6SoMuLIs6kCAwVIKoQsByZivIdIEEGgQmThHtzqawe+wYCJv+OQua6vz2eqYmJjoMk4ruCvfLBiZJ598UsXNRjaUC+j3EnQOBCRELsP1l5CQoD6doVtGdazKZM5La8bHqPQmk9eoTCh9vmjYdyZOcUPofzxBQUFUVlZm3xMEQRDaEvozHkJRb8h10C6gEWaxACECYYpuXXeBP+ktt9yiBAMDoeRMgLQl0O5CyOmWQz2Mu4xhobNqn83tuBWwysJSiPhYQHFc3O4jnOUHpwmBClGJ+J1pA2DWDpynjIyMWudDKEKouXNdkWdYzblcehkYxAU/VPP0ZAiHmwL8VGEBxe+4T7HP9yWXV68/lBvHw1psjtecdy5zXWXivCDf5npqNUCYNhXGzWkzHgTqOz6x7y5PPfWU/VvLoSXmCUi+PEPuLfeRfHmG3Fvu426+1q9fbzNEpH3PZps9e7baPCErK0vFo2+7du2y/9r2QFPPm1VdoS3Ght+5XV64cGGt87jt1ttxfMdxZnB9UKcA6c2aNUt9B1bxcxjAd/Pxehr4rv8O9HvAfD6+m9MxxwlwnB6ml4HhPPNvVvHq4Dg+huPGMVx/yDPC9Xh19PP138xlssoLwszxtRaaVJiiMvnmwYXQb566kAe8+0i+PEPuLfeRfHmG3Fvu40m+0ABz447G1ywgnIFz0Pbgk8UMbywczkV0sdSWwH2h6wzcK87KaT7WUxBvUwhBd8vUmu/pJvUxhZmc/ULgWN3Wnc0FQRAE72M0uKp7GG0JukT17lZXFBYW0ieffKI+4Uepbz/88IP9KKGtgPsCA6Jwn/C94swFAceii72+mEfjNxbulgmuGJ6uiNZSaFIf04ZgvCU49TlqLlpinoDkyzPk3nIfyZdnyL3lPs2RL/iaQqS6K2wFQWh8Wo0wFQRBEARvgUEiPL1QVFQUff311zRo0CC1LwhC8yHCVBAEQTingKX08ssvp3fffZfCw8PVSG4g7mWC0PzIkqSCIAjCOQW67zGX5KRJk1Q3PqbX4TkoBUFoXkSYCoIgCOcUmGB/y5Ytqjsfc0li0MqQIUPsvwqC0JxIV74gCIJwzsET9QOMav773/9O0dHRal8QhOaj2S2meFvlaQ/09Y45DBuD3zkMb7rOwrwBVn3geLmLBw8yDtPXGzYfi433sfGqFt6A48SKDoxeh5yWXi/YeBUtnMdh3uq60utFvwZ6vXD6vM8bjsemh3kL872l51MPB815b+n51MOtjm3Ke0tPWw9v7nuL990Jx6aHeQs9Xi6/HsZ5AlZ/n1Zh3kC/Bowexvc7MB9r/vvQj20I+j2Le8ocho3vF71e9HA9rKFkZ2fTK6+8olblmT17tlpBB76lIkoFoYUAi2lzwhPSYoJYXrEAYeaJYfG7nl0ci2PMYevdnGjZFYgDk9MCpMGT2SIt80S2VsfqZfEmSIfLh3SQHvat0tLzzWBfz6u3JgPW40FeUH6kY07fDJeBP72N1b2lw3nF1tz3FqPntbnvLR09r1b5xn5T3Vs6VnkFHO7s94aAPHD5UWfII8L0vPK9g9/164Vw5MccZi5XfUC8XFZcC2zY5+vCeQVWx+q/exPUFZcP8SMdhOETcPrm7wzO0fPKdV9fhg4dquqcN86HIAgtg2a3mJrXe8UbMtZ2NU8MizVwjQeSfY9owoQJan1Zc1h6erp9r/7AGd687jKsB0jLPJGt1bGNBdIxz7eH0aTcHVUXqNspU6ao73D899YaulZr9mJy39///vf2vbNBXjCZcWNOAOxsLWGA64n7Bdezue8tneeee85xPZv73tLBmtF1Xc+murcYZ/dQY99buGfMo7cRtmLFCpU2LI+GmFLhuGdmzpypvgOE494yh+EebCgor7nMcXFx6m8RwEI4fvx49d3q2MYCdWV+biYkJDhGwmNye6yR7gy9PcBxqOP6gmuTm5ur1sg32j967LHH6MUXX7T/KghCS6DFDH7CqgncIOOhwd023H1oFgV4sJkfUAjzNvPnz3c0yPpqC3pXHaMfq5fBW11iOnrDi1W0rNLS84u60sWCuaHwBnjos9gDifaVWTh9HVxvvXHmMvD19ib6vcXgWmEkLmgJ9xaDa2YlGJrr3gK4rrgu+j3T3PcWMN9DTFPeWxBXEO0A1wX3PCaJZ0GdlpamPhnk33xvNUZ9QYzyywbufZQfAtDqRYePBRDXfF1R596Ey62/cCEdiGX9pYhXB8QGUK9MbGys/Vv9wZyleBFA+eLj41X8+I4ppARBaH5ahDBF45qSkuJoDGFBwNssNjRGVo0vjjdjFdYQID4xWpMbjtmzZzvyhcZbb2D0Y7HxcXjoccPlLdDAIn1m/fr1Z6WFuuQ8LFy4UFnidMyNY0NBfCi/bklylT4aH26ccA4f6+x61xfzvQW4wXVmIWyOewvAvw73mJnmvLcAhI2eTku4t4B+D+k01b2F64UXFtxHLJw5LYgqq3pwN6whwI8TLzIAeYSFFnnCNTSLc/1YlIPzj2eK+WWuoUC0s2BHuuPGjVNpAX7Rx3XjPOBvwex/6w3L8rZt29TLA7b77rvPsY/7RhCE5qdFDH7Cg5MbHTS8eGtn8NBGdxS6B3mVDoDGEw9acxiO8wb84GRBgzzA4sBAFLCoMB+r440HqQ4aPJST00bDiC46gLSsrEJstUHDCWsSwFQp2PcG3CjrVjPkgwUg0tctjrjmeje5jjcbafO9xaDBhdBhmvveYtAwcnc405z3FsA1xHV1JuKb494Czu6hprq3dCEFYHXXywwRhuuDrmfuSgd4tuHeMoc5q19Pwd8d4uf48EKF+wfA2ojnFmM+VscbbisM6h33FotQgOvJf0+wWlpdG34ZhKGCXyh0d4T6gLJCdFttVi+FgiA0A8bDotkwHpK1nNCxGQ8I5eDO+0YjYz+6xvGdw/HdWVhDgaM9x8kbMB6Qjn12xrc61hyGcnoD1IUeL/ID9DBOSz/WPNCCN2+B+PV4cR1wHXlfTx8gTK8T/Xz9ejcEZ/cWNnN+QHPfW4jfXPaWcG/hE2nqNPe9BfDdquzm8Ma4t/R7mzek6Swtvb64Lq3CGop+v2JDfsx/B5yW1bHmMG+hPzexoezO7mP9WL4H9TIgn4IgtG1kHlNBEARBEAShRdBiBj8JgiAIgiAI5zYiTAVBEARBEIQWgQhTQRAEQRAEoUUgwlQQBEEQBEFoEYgwFQRBEARBEFoEIkwFQRAEQRCEFoEIU0EQBEEQBKFFIMJUEARBEARBaBGIMBUEQRAEQRBaBCJMBaGRwZrkWCucN17329tg/XasrS8IgiAIrRURpoLQBMyaNQuLj6vPJ554wh4qCIIgCIKOCFNBaCZgOdUtqcnJyY4wfMeG799++63DGsrHPvPMM2fFsXLlShUmCIIgCK0VEaaC0ATMmTPHIR4PHz6sROe0adNo4cKFypI6ceJEJT5dsWLFCnXs7Nmz6ZFHHlFhsL5iH+GCIAiC0NoRYSoITQC68JOSktQGK2dGRoYKHz58uPocP368EqyuSExMVJ/x8fHqEyA+3p8wYYL6FARBEITWighTQWgievXq5fAxjY2NVWFbtmxRn2vWrFGDpOLi4tQ+4N/qIi0tTX1KV74gCILQ2hFhKghNyPTp05WVExZTdMGjOx9d/OimX758OY0ZM0ZZRrHNnz/ffpZz4AqAbn3EIRZTQRAEobXjYxPnNEEQBOH/27FjGgAAAAZh8696NjhaFQSAAMcUAIAEYQoAQIIwBQAgQZgCAJAgTAEASBCmAAAkCFMAABKEKQAACcIUAIAEYQoAQIIwBQAgYDuN/i3BmfsQZQAAAABJRU5ErkJggg==" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Geelong are dancing around the danger zone of similar number of shots for and shots against; with the offence trend dipping. This trend typically sees a team finish with a similar number of wins to losses. The Cats will be placing a lot of hope on their dream mid field combination to deliver a lot of the ball into the forward line and generate a few more shots on goal to lock in a final position. I currently have them finishing eighth.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">The Bulldogs I have finishing somewhere between 5th and 9th at the moment. Currently edging out Saint Kilda and Richmond but with Geelong the model could throw a blanket over the four teams. The Bulldogs more free flowing game style (higher shots for and against) tips them over the line for 5th - but they are fragile with the biggest variations of the four teams in the simulations; they are definitely under threat from the Hawks and Bombers and the games against these teams are crucial for all three and influence the Cats and Saints seasons.</span></div>
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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Saint Kilda I am predicting will have a good season - the media will probably have them as the third in the fairy tale trilogy (Dogs 2016, Tigers 2017, Saints 2018?) I however, am more inclined to think they will make the finals and maybe proceed to the second week of finals. I think 2018 is more a launching pad for 2019.</span></div>
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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">The final spot in the 5 to 8 region of the ladder I am assigning to Richmond (battling it out with GWS) </span></div>
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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Despite the solid trends for the Tigers (and a truly impressive 2017 finals campaign) there are a large number of games that the simulations are predicting are very close. The round two Grand Final replay (in Adelaide) will be a test of fire where I am expecting the Tigers to be the underdog. The following week against Hawthorn will be a test for both teams. The mid season run starting with Essendon then Port (in Adelaide), Geelong in Geelong, Sydney and Adelaide at home, GWS away then the Saints and Pies could be glorious or very ugly. I am predicting bit more of Luna Park rickety Railway ride with the Tigers doing OK but finishing about 5th or 6th. I am confident of a finals appearance for the Tiger army in 2018</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-7425211888463717322017-12-14T14:57:00.001+11:002018-02-02T19:17:33.571+11:002018: 9th to 13th; three locked four going up or down<div style="border-image: none;">
<span style="font-family: Verdana, sans-serif; font-size: large;">The five positions just outside the top eight have three teams locked in according to the model: Collingwood, West Coast and Melbourne.</span></div>
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" 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<span style="font-family: Verdana, sans-serif; font-size: large;">Collingwood in particular are not showing any signs of breaking out of the trend of same number of shots for versus shots against: a long period of mediocrity that surely if it does not end this season with an uptrend then a major coaching change must occur? Many have been saying this for sometime, so we will wait and see. Of course an uptrend and a shot at the finals will also fill a lot of newspaper inches.</span></div>
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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">The West Coast trend is more alarming and clearly predicts missing out on finals.</span></div>
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" 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<span style="font-family: Verdana, sans-serif; font-size: large;">Melbourne will feature in a number of close games this year. Winning more than 50% against their model peers will position them close to 8th but the models are not predicting a finals appearance this year.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">The two teams the Carlo Monte model has finishing just outside the 8 are Essendon and Hawthorn.</span></div>
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<a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: Verdana, sans-serif; font-size: large;">Essendon are a little harder to predict than the three locked in for somewhere in the 9-13 ladder spots. The long range model has the Bombers positioned at 9th but with potential to finish 7th or 8th. Games against Saint Kilda, Western Bulldogs, Geelong, Hawthorn and Collingwood will determine the final position.</span></div>
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" 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" /></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Hawthorn are a bit of an enigma going into the 2018 season. The long term model has them finishing 2018 13th on the ladder. Yet in the Monte Carlo Simulations they can make the 8 and cause much damage - the Hawks in my opinion have a very sympathetic fixture with no travel to Adelaide Oval in 2018 which as you will see when I predict the seasons for Adelaide and Port Adelaide is a big advantage. The Hawks also have a very regular Saturday/ Sunday fixture. The quality of the Hawks defence in the first six rounds will give a better indication. The round one game against Collingwood is a must win - the model is currently predicting a 9pt win for the Hawks.</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-471284464293268202017-11-11T01:15:00.002+11:002018-02-02T19:18:00.384+11:002018: Bottom five predictions<span style="font-family: Verdana, sans-serif; font-size: large;">Both the Carlo Monty long term model and the short term (week to week) model has come up with the same five teams to finish up in the bottom five spots of the 2018 AFL ladder. The wooden spoon will really come down to which of Brisbane, Gold Coast, Fremantle and Carlton does the best against the other three. North Melbourne are in the mix but would need a horror year to get the spoon; they will be more pushing for 9th to 13th but both my models have them sitting at 14.</span><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">Gold Coast give up a home ground game to Fremantle (and play two weeks in a row in Perth). Brisbane play Fremantle and Carlton once each potentially at a bit of a disadvantage.</span><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">Looking at the shots for and shots against trends for the four teams: All have similar trends with shots for averaging about 20 and shots against averaging 25. Brisbane are performing better with both the trends and the shots for. Brisbane is the model favorite for the wooden spoon but Gold Coast is a possibility with our analysis of the draw. All five teams will be hoping/ aiming for a breakout from these trends either with a focus on tighter defence or a more aggressive attack: both I think is beyond their reach at the moment.</span><br />
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" 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" 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" 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" /><img 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" 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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1987336731366702052.post-77726947332453874772017-02-15T20:35:00.001+11:002017-02-15T20:36:37.216+11:00All home teams this week<img alt="" src="data:image/png;base64,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" /><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span> <span style="font-family: "verdana" , sans-serif;">Last week was a flip of the coin with two correct tips but at least the longest odds choice of the four picks got up. The streak came to a halt and has started again (currently on 1); the flexi tip managed a 3 cent profit ($3.47 cumulative to date) and the MAE for the round was 24 (average now 18.5).</span><br />
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<table border="0" cellpadding="0" cellspacing="0" style="width: 510px;"><colgroup><col span="2" style="mso-width-alt: 5558; mso-width-source: userset; width: 114pt;" width="152"></col>
<col span="2" style="mso-width-alt: 3766; mso-width-source: userset; width: 77pt;" width="103"></col>
</colgroup><tbody>
<tr height="15" style="height: 11.25pt;">
<td class="xl78" height="15" style="height: 11.25pt; width: 114pt;" width="152">Home</td>
<td class="xl79" style="border-left: none; width: 114pt;" width="152">Away</td>
<td class="xl80" style="border-left: none; width: 77pt;" width="103">Streak</td>
<td class="xl80" style="border-left: none; width: 77pt;" width="103">Flexi</td>
</tr>
<tr height="15" style="height: 11.25pt;">
<td class="xl74" height="15" style="border-top: none; border: .5pt solid windowtext; color: windowtext; font-family: Calibri; font-size: 8.0pt; font-weight: 700; height: 11.25pt; text-decoration: none; text-line-through: none; text-underline-style: none;">GW
Sydney</td>
<td class="xl74" style="border-left: none; border-top: none;">Fremantle</td>
<td class="xl75" style="border-left: none; border-top: none; border: .5pt solid windowtext; color: white; font-family: Calibri; font-size: 8.0pt; font-weight: 400; text-decoration: none; text-line-through: none; text-underline-style: none;">0</td>
<td class="xl77" style="background: #C6EFCE; border-left: none; border-top: none; border: .5pt solid windowtext; color: #006100; font-family: Calibri; font-size: 8.0pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;">50</td>
</tr>
<tr height="15" style="height: 11.25pt;">
<td class="xl74" height="15" style="border-top: none; border: .5pt solid windowtext; color: windowtext; font-family: Calibri; font-size: 8.0pt; font-weight: 700; height: 11.25pt; text-decoration: none; text-line-through: none; text-underline-style: none;">Brisbane</td>
<td class="xl74" style="border-left: none; border-top: none;">Collingwood</td>
<td class="xl75" style="background: #92D050; border-left: none; border-top: none; border: .5pt solid windowtext; color: #92d050; font-family: Calibri; font-size: 8.0pt; font-weight: 400; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;">1</td>
<td class="xl77" style="border-left: none; border-top: none; border: .5pt solid windowtext; color: white; font-family: Calibri; font-size: 8.0pt; font-weight: 700; text-decoration: none; text-line-through: none; text-underline-style: none;">0</td>
</tr>
<tr height="15" style="height: 11.25pt;">
<td class="xl74" height="15" style="border-top: none; border: .5pt solid windowtext; color: windowtext; font-family: Calibri; font-size: 8.0pt; font-weight: 700; height: 11.25pt; text-decoration: none; text-line-through: none; text-underline-style: none;">Western
Bulldogs</td>
<td class="xl74" style="border-left: none; border-top: none;">Melbourne</td>
<td class="xl75" style="background: #92D050; border-left: none; border-top: none; border: .5pt solid windowtext; color: #92d050; font-family: Calibri; font-size: 8.0pt; font-weight: 400; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;">1</td>
<td class="xl77" style="background: #FFEB9C; border-left: none; border-top: none; border: .5pt solid windowtext; color: #9c6500; font-family: Calibri; font-size: 8.0pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;">30</td>
</tr>
<tr height="15" style="height: 11.25pt;">
<td class="xl74" height="15" style="border-top: none; border: .5pt solid windowtext; color: windowtext; font-family: Calibri; font-size: 8.0pt; font-weight: 700; height: 11.25pt; text-decoration: none; text-line-through: none; text-underline-style: none;">Adelaide</td>
<td class="xl74" style="border-left: none; border-top: none;">Carlton</td>
<td class="xl75" style="background: #92D050; border-left: none; border-top: none; border: .5pt solid windowtext; color: #92d050; font-family: Calibri; font-size: 8.0pt; font-weight: 400; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;">1</td>
<td class="xl77" style="background: #FFC7CE; border-left: none; border-top: none; border: .5pt solid windowtext; color: #9c0006; font-family: Calibri; font-size: 8.0pt; font-weight: 700; mso-pattern: black none; text-decoration: none; text-line-through: none; text-underline-style: none;">20</td>
</tr>
</tbody></table>
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