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Id you know. there are tiny shrimp living among the spines of the sea egg sea urchin? in the shallow reefs of bonaire, you will sometimes see aggregations of softballsized urchins with short white spines called sea egg urchins tripneustes ventricosus ; . like other urchins, sea eggs have a small mouth on the underside with which they scrape off and eat algae that grow on rocks. living among their short spines squat urchin shrimp : are extremely small `squat urgodfried van moorsel ecosub chin shrimp' gnathophylloides mineri ; that exhibit the exact coloration of the sea egg. even when staring straight at one, you may easily miss it. these shrimp are obligate symbionts, meaning that they must find and live among the spines of a sea egg if they are to survive. the relationship between the shrimp and the urchin is believed to be mutualistic the urchin is constantly cleaned and the shrimp has a safe place to reside where he is well camouflaged. the reef is so diverse and has many examples of symbiosis, some of which we will explore in future did you knows. caren eckrich biologist caren eckrich founded and runs sea and discover, bonaire's marine education center specializing in guided dives and snorkels for adults and adventure programs for kids and free online casino game.
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Are there differences between male and female problem gamblers? males were younger than females: 49% of males and 29% of females were under age 40. on average, females started gambling at an older age 36 years old ; than males 26 years old ; . after a problem developed, females called the helpline two years sooner than males. females earned a lower annual income than males: 49% of females and 24% of males earned less than , 000; 11% of females and 21% of males earned , 000 or more. males had substantially larger lifetime losses than females: 1, 659 vs. , 606. top 5 areas of problems for females: slots 78% ; ; lottery-scratch-off 40% ; ; casino blackjack 16% ; ; lottery-daily 16% ; ; lottery-powerball 8% ; . top 5 areas of problems for males: casino blackjack 37% ; ; slots 29% ; ; lottery-scratch-off 29% ; ; sports betting 18% ; ; casino poker 14 and online casino game. Having prepared our data, we can apply the implementation. we are looking to see transfer taking place, which would be reflected in an adopting a hypothesis from another domain then the dataset under evaluation. if we see transfer take place at all, we have "empirical evidence" by the construction of our domains that the method does detect similarities between domains and induce transfer. that is, if transfer takes place, our concept is of some use, or, it works because it works9. before taking a look at the numerical results, we give a few examples of the elements of me . recall that transfer in our setting involves selecting a single decision tree from a collection of decision trees me . in figures 5.4, 5.5 and 5.6 all the trees of depth 1 obtained during the experiments are shown. as can be seen they tend to be rather similar, frequently choosing capital gain as the most informative feature. the split of the data given in the tree in figure 5.6 might appear to be irrelevant, but further construction with this tree reveals that this split is useful too big to be printed ; . so, how do we go about getting results? as described above, we generate trees of different depths and evaluate the transferability of the domains to the 'exec-man' domain by calculating the two-part codelength using different sizes of this set. in this way we obtain the codelengths of the decision trees, for each domain and depth of tree, as detailed in table 5.6. in order to see how transferability behaves with different sizes of the dataset we also obtained a series of tables giving the codelength of the data w.r.t. each of these trees, as detailed in the tables in appendix a.1. the expected behavior is confirmed: the tendency is to select more detailed knowledge for transfer from the available domains and the probability of selecting the empirical distribution, the distribution constructed form the new task, from the task under consideration increases as the dataset grows, which was one of the things the algorithm was designed to capture. as mentioned, reporting and visualization is a bit tricky, so only a snapshot of the relevant numbers is presented. now for some more detailed results. we'll discuss the unweighted codelength measure first and address the adjusted weighted codelength measure, where hypotheses get weight in the codelength according to their domain-origin and frequency, a little later in this section. first, there is the codelength of the trees of varying depth from different domains. these numbers are given in table 5.6 and plotted in figure 5.7. in figure 5.7 we see that the codelength grows more or less linearly in the depth of the tree10 . constant codelength between depths in this table means the available data in that domain doesn't warrant more complex hypotheses. the variability of the codelength of the hypotheses of the same depth is because more labels for a feature mean larger codelength, since we need to code each and every leaf with a bit indicating that it is a leaf. the codelength of the hypotheses gives an ordering of the complexity of the hypotheses under consideration. figure 5.7 gives an indication of nature of the complexities of the hypotheses of the models from the domains under consideration.
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