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The E770 from TA Sport comes with biomechanically correct, changeable stride. This Elliptical Trainer targets almost every major muscle groups in the body including; arms, shoulders, back, thighs, calves, abs and glutes. It is easy to step, walk, jog or run on the same elliptical cross training machine! The 5 Section motorised Auto stride length adjustment depending on personal demand, instantly change the stride with the press of one key. LED next to buttons light up selected stride. The multigrip handles allow you to work different muscle groups, while maintaining a comfortable biomechanically correct body position (Biceps, Triceps, Chest, Shoulders and Weights). For an enhanced experience, the cushioning effect of the pedals also promotes circulation in feet, helping to prevent pins and needles. Safely lock your machine to prevent injuries to children. Also serves as a tool to easily mount and dismount your machine safely.
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text: Yes, and maybe. I do nothing other than needling (1.75mm-2mm) every 7-10 days. It definitely does cause something to happen as I can see some intermediate hair growing where there was none before. The only problem is that cosmetically theres not much of a difference. Hair volume is slightly increased, but not really enough to be noticeable to others who arent obsessed with hair haha. I'm just theorising here, but I think on its own microneedling probably isn't that effective, or if it is the results might take years to show themselves all the while the balding is taking its natural path, reducing the effectiveness. I have taken pictures and will show my 6 month results in June/early July. Next year I will add minoxidil. I really wanted to avoid it but I think it might do wonders for me if other people are anything to go by. I'm 36 and a diffuse thinner with NW1.5 hairline but weak density, so this should be effective (in theory).

subset: commoncrawl


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Disney Cruise Line - Stateroom 6662 Report
|Ship: Disney Dream
|Stateroom: 6662
|Condition: 5
|Deck: 6
|Category: 5C
|Location: Mid
|Sail Date: 05/01/13
Notes: we were right by the elevators, but had no noise from them. verandah was great. we had a great view of castaway cay. We were also able to see the fireworks from our deck(don't know if that changes from one sailing to the next due to wind, etc)
|Ship: Disney Dream
|Stateroom: 6662
|Condition: 5
|Deck: 6
|Location: Aft
|Sail Date: 07/05/11
Notes: WONDERFUL room!
It is right by the elevators, but was remarkably quiet. Would book here again because it was easy to get to elevators and practically NO noise! Super convenient to kids club, down one level and just a bit over.
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We traveled with family in connecting room 6664 as well as in room 6660. Both of these rooms were wonderful as well!
|Ship: Disney Dream
|Stateroom: 6662
|Condition: 5
|Deck: 6
|Category: 5D
|Location: Aft
|Sail Date: 02/08/11
Notes: We heard no noise during our travels. This was a wonderful stateroom for Cabanas as well as the clubs at night. No noise from either place. Also elevators right outside the door and we were surprised NO NOISE. Very nice. Would book again!
- 07/04 - Walt Disney World Confirms Opening Dates for Monorail, Ferry and Skyliner
- 07/04 - Saturday Snacks: Let's Make California Grill's Chocolate Lava Cake!
- 07/03 - Walt Disney World Annual Passholders Caught Off Guard with 4 Months of Charges Today
- 07/03 - Would You Rather - DCL Edition: Enchanted Garden or Royal Court?
- 07/03 - Ranking Ten of the Most Popular Walt Disney World Snacks
- 07/02 - Disney College Program Has Been Suspended Until Further Notice
- 07/02 - Making a List: Disney Table Service Restaurants I've Yet to Experience
- 07/02 - A Look at NBA Practice Courts Being Constructed at Walt Disney World
- 07/02 - Walt Disney Imagineering Designs Disney Paper Parks Activity to Bring the Magic Home
- 07/02 - Would You Rather: Flame Tree Barbecue or Satu'li Canteen?


text:
up one level
Final report for Project for weeks 41 & 42 (2019) - Learn About Databases (III)
By author Morgan Jassen
In this two week sprint I did:
- Learned about, and practiced SQL joins.
In this two week sprint I learned:
- Still (as in the previous sprint(s)) I find I need to hustle to fit late night project-work hours into my schedule, and that hasn't gotten easier, but, is still sustainable thus far. However did sign off early some nights in order to maintain.
- I learned how to use a new tool to manage databases -- MySQL Workbench. For example it has line numbering, command completion, a query "Result Grid" display to show query results, and the ability to keep multiple query tabs open.
In conclusion, in weeks 41 & 42 (2019), I learned about databases.
This blog post first published at https://investorworker.com/2020/2020-01-05-project-report-databases-III.html
The project plan for this project is here: https://investorworker.com/2019/2019-10-05-project-plan-databases-III.html


text:
DOI: 10.1055/s-00029202
Indian Journal of Neurotrauma
LinksClose Window
Latifi R, Parsikia A, Boci A, Doarn CR, Merrell RC.
Increases access to care through telemedicine in Albania: an analysis of 2,724 patients.
Telemed J E Health 2019;
DOI: 10.1089/tmj.2018.0338. [Epub ahead of print]
We do not assume any responsibility for the contents of the web pages of other providers.


text:
1 Introduction
Image segmentation is a challenging task for which often times the use of suitable prior knowledge about the shape of the sought objects plays an important role. One interesting shape prior is convexity [9, 10, 7, 6]. In natural images, it often occurs that there are multiple convex structures of the same or different classes present in one image, such as wheels or various fruit, as well as composite structures constructed from convex parts, such as bricks and floor tiles. Biology similarly gives numerous examples of multiple convex structures. For example, many cell types are convex, such as bacteria, yeast, and more complicated cells densely packed into tissue. Numerous subcellular structures, including nuclei and various types of vesicles, are also convex. Despite the clear relevance of this situation to the task of image segmentation, respective priors have, to the best of our knowledge, not yet been addressed in the literature.
Existing methods for segmenting multiple convex structures are specifically designed for certain shapes like ellipsoids or rods, as e.g. [5]. Such methods do not enforce generic convexity, but instead employ priors of specific shapes that happen to be convex. Furthermore, such methods commonly segment multiple structures sequentially, and neither the reconstruction of individual structures nor the resulting segmentation of multiple structures is globally optimal w.r.t. the underlying objective.
Beyond specific shape priors, there has been recent interest in generic convexity priors for binary image segmentation. Star convexity priors were introduced in [10], where convexity is defined with respect to all rays emanating from a central, user-defined seed point. This approach was generalized to the case of Geodesic Star Convexity by [7], which defines convexity with regards to Geodesic paths. Truly convex objects were first handled by [9]. However, this approach is limited to a single foreground class, which must be explicitly modeled. The task of segmenting convex foreground objects without the requirement of user input or explicit modeling is studied in [6]. They propose a graphical model with triple-cliques that encode convexity constraints as 1-0-1 label sequences along straight lines in the image. This formulation captures the global nature of convexity. However, it implies that only one connected component of the foreground class can be present. Furthermore, the complexity of the problem requires the use of approximate solvers which may lead to local minima. None of the above methods is able to segment many generic convex objects of multiple foreground classes, fully automatically, without the need for user-defined seed points.
Contributions. In this work we propose the first model and solver for pixel-level segmentation of many generic convex objects of multiple foreground classes. We introduce new models that include convexity constraints into multicut problems, which are ILP formulations of image decomposition problems. We consider two multicut problems, one equivalent to the correlation clustering problem [2], another one equivalent to the Potts model. For efficiency, following the idea in [8, 1], we iteratively incorporate only the constraints that are violated per instance, and when no more violations occur, we are guaranteed the globally optimal solution. To the best of our knowledge, our models are the first to handle many convex objects and multiple foreground classes. Our models can be solved to global optimality in small yet practical cases. Figure 1 gives an overview of the multicut problems as well as our proposed convexity constraints, as described in detail in Sections 2 and 3.
2 Image Decomposition by Multicuts
Given the pixel grid graph of an image, image segmentation tasks are often modeled as the problem of assigning, to each node , one label from a label set so as to minimize some objective function. A widely used objective function is the energy of a pairwise conditional random field. A particular instance of this type of objective is the well-known Potts model. Its pairwise terms are non-zero only for edges that connect nodes with different labels. A special case of the Potts model is the Correlation Clustering or Partitioning model [2]. The respective energy neglects unary terms, and the number of labels equals the number of nodes.
In the following we describe two Multicut Problems. The first one is equivalent to Correlation Clustering. The second one is equivalent to the Potts model. We also discuss respective solvers as proposed in [8, 1]. These Multicut Problems are ILPs that form the basis of our contribution: In Section 3 we take the set theoretic definition of convexity of the connected components of a segmentation, and directly translate it into inequality constraints that we add to the respective ILPs.
The Minimum Cost Multicut Problem.
The minimum cost multicut problem [4] is equivalent to the correlation clustering problem. Its feasible solutions are all decompositions of the graph . A decomposition of is a partition of such that, for every , the subgraph of induced by is connected. A subgraph of that is connected and induced by a node set is called a component of . Any decomposition of is characterized by the subset of edges that straddle distinct components: . Such a subset of edges is called a multicut of . There is exactly one multicut related to each decomposition of . The following Theorem forms the basis of multicut problems:
Theorem 1
The multicuts of are precisely the subsets for which every cycle in satisfies .
Let be a 01-encoding of a multicut . It makes explicit, for any pair of neighboring nodes, whether and are in distinct components, namely iff .111Note that in [4] the interpretation of the 01-encoding is flipped, i.e. means that an edge is an element of the multicut. These edge labels allow for an equivalent formulation of as linear inequality constraints (2), which leads to the following Definition:
Definition 1
[4] Given a finite, simple, non-empty graph and a map (that is, for any pair of neighboring nodes, a cost or reward for and being in distinct components), the instance of the Minimum Cost Multicut Problem (MC) with respect to and is the ILP
|subject to
The Minimum Cost Multicut Problem with Node Labels.
We also consider a Multicut Problem that is equivalent to the Potts model. This is a more constrained optimization problem in which every node assumes precisely one out of finitely many labels, and neighboring nodes are in the same component iff they have the same label:
Definition 2
Given a finite, simple, non-empty graph , a map , a finite set and a map (that is, for any node and any label , a cost or reward for being labeled ), the instance of the Minimum Cost Multicut Problem with Node Labels (MCN) with respect to , , and is the ILP
|subject to
Here, any feasible solution is constrained such that every node is assigned at least and at most one label, namely the unique such that , by (4) and (5). It is also constrained such that, for any edge , if and only if and have distinct labels, by (6) and (7). Thus,
is the characteristic function of a multicut of. It defines uniquely a decomposition of .
Branch-and-cut algorithms for Problem 1 are proposed in [8, 1]. They find globally optimal solutions in reasonable run-time in many practical cases by including constraints (2) per instance of the problem only in case they are violated. Problem 2 is solved by [8] by transforming it into an equivalent Minimum Cost Multicut Problem on a modified graph. This transformation involves flipping the meaning of node label variables resulting in the so-called multiway cut problem.
3 Method
This Section provides the methodological contribution of our work. In Section 3.1, we propose a model for image decomposition under the constraint that each component of the resulting partition has to be convex. We achieve this via additional inequality constraints that we include into the Minimum Cost Multicut Problem 1. Furthermore, we propose a respective model with node labels. With this model, we can enforce for any pair of labels, , that a component of label does not contain any node labeled in its convex hull. This is more general than "simply" enforcing convexity of components. We achieve this, again, via inequality constraints that we include into the Minimum Cost Multicut Problem with Node Labels 2. In Section 3.2 we propose a solver for the above optimization problems.
3.1 Convexity Constraints for Image Decomposition
Let denote an arbitrary open path in . All components of an image decomposition are convex iff for any path that does not contain any edges in , the straight line between the end points of also does not contain any edges in . We discretize this set theoretic definition of convexity as follows: In a pixel grid graph with the usual embedding into the 2d plane, where pixels are Voronoi regions of graph nodes (cf. Fig. 1a), a component is discrete convex iff for every path that does not contain any edges in , the interior of the loop formed by and the straight line between its end points does not enclose any nodes of a distinct component. See Figure 2 for a sketch. We call the set of nodes enclosed by this loop the hull of . Let denote the path in that runs along the boundary of the discrete hull of and connects the first and the last node covered by (cf. Fig. 2). All components of an image partition are discrete convex iff
For a sketch, see Figure 1c. Note that in general, the Bresenham line [3] is different from , as sketched in Figure 2.
We propose to formulate (8) as linear inequality constraints, which enables us to formulate the task of finding the optimal decomposition of into convex components as an ILP:
Definition 3
Given a finite, simple, non-empty graph and a map , the instance of the Minimum Cost Convex Component Multicut Problem (Convex-MC) with respect to and is the ILP
We also refer to this model as correlation clustering with convexity constraints, to put it into well-known terminology.
A proof of Lemma 1 is given in the Appendix.
Now we consider image decomposition with node labels, which is equivalent to the Potts model (cf. Section 2). Let denote the nodes covered by a path , and the nodes covered by the respective straight line but not by (i.e., all but the "end points" of ). Given an image decomposition with node labels , all components assigned to label are convex iff
More generally, components assigned to label have in their convex hulls only nodes with labels from a subset of (where ) iff
This holds because (5) entails . Constraints (11) are a special case of (12), namely with . We propose to formulate (12) as linear inequality constraints and hence yield an ILP that models image decomposition, with node labels, into convex components:
Definition 4
Given a finite, simple, non-empty graph , a map , a finite set , a map , and a set for each with the instance of the Minimum Cost Convex Component Multicut Problem with Node Labels (Convex-MCN) with respect to , , , , and is the ILP
3.2 Optimization
Similar to [8, 1] we pursue a cutting plane approach in which violated cycle- and convexity constraints are separated and added incrementally. Our algorithm starts by solving MC (see Def. 1) or MCN (see Def. 2) with the method described in [8]. Given the resulting image decomposition, we solve the Separation Problem w.r.t. convexity constraints as described below. However, solving an ILP with added convexity constraints can entail new violations of cycle constraints. Hence we propose the algorithm defined in Figure 3. Upon termination, the algorithm gives the globally optimal feasible solution. In practice we can, optionally, allow for ILPs to be solved up to some relative gap of . In this case our algorithm gives a feasible solution whose energy is at most away from the global optimum, where is the gap obtained in the last iteration, i.e. directly before termination.
Separation of Convexity Constraints. Given an image decomposition, assuming a 2D pixel grid, we detect violated convexity constraints by scanning along sequences of nodes, , each defined by a start node and an offset , with co-prime. In case of the Convex-MC problem 3, convexity is violated iff two nodes along a sequence lie in the same component, and there exists a node in the sequence with such that lies in a different component. In case of the Convex-MCN problem 4, there is a violation of (generalized) convexity iff lie in the same component, labeled , and there exists a node with such that is labeled .
The cardinality of the set of orientations of sequences, , is bounded by , where denotes the number of pixels in a 2d image. Scanning for violations along a particular sequence can be done greedily. For each orientation, the union of the sets of sequences to consider covers the whole image. Hence the computational complexity for processing one particular orientation is in . Overall, the computational complexity of scanning for violations is bounded by . Optionally, one may want to consider only a subset of orientations, . Then the effort reduces to .
Given a pair of nodes that constitutes a violation of convexity, we need to find a respective path and straight line . As for a path from to through their component: In general there are many such paths. To form a constraint, we pick just one such path. We explore two variants: In case of Convex-MC (see Def. 3), a shortest path in terms of number of edges; In case of Convex-MCN (see Def. 4), a cheapest path in terms of unaries of the label assigned to the component. Dijkstra's algorithm yields an optimal path for either variant.
We compute the straight line as follows: (1) Determine the orientation of the loop formed by path P and the (continuous) straight line . (2) Infer the direction of the normal on the (continuous) straight line that points to the interior of this loop. Without loss of generality, we assume that and the continuous straight line do not intersect. (3) Greedily find the discrete shortest path with minimal distance of nodes to the continuous straight line, subject to the constraint that no node lies outside the loop.
4 Results and Discussion
We present proof-of-concept results of our method on various photographs and biological images. For each exemplary image, in addition to the result of our method, we also show the respective result obtained without convexity constraints. Finally, we provide a comparison to state of the art [6] on two exemplary images. We employ a four-connected grid graph in all experiments. If not noted otherwise, we check violations of convexity in 8 discrete directions, and set the stopping criterion for the ILP solver to 2%. This is not a hard stopping criterion, and hence smaller gaps are achieved per instance. Table 1 lists the gaps, number of iterations, run-times, and energies obtained for each of the examples.
|# Iter
|Nuclei, 2 label Potts
|15 sec
|0.05 %
|Fly wing, 2 label Potts
|380 sec
|2 %
|Fried eggs, 3 label Potts
|166 sec
|0.04 %
|Synthetic, 3 label Potts
|2 sec
|0 %
|Apple and orange, 3 label Potts
|870 sec
|0.06 %
|Stone wall, correlation clustering
|10519 sec
|1.5 %
|Fly wing, correlation clustering
|251 sec
|1 %
Potts Model. Figure 4 shows examples to which we apply two-label Potts models enriched by convexity constraints on the foreground label by means of the Convex-MCN problem 4. Figure 4(a) shows a biological image of ellipsoidal cell nuclei in the tissue of a nematode worm. The image shows four whole nuclei, and a fraction of a fifth one at the bottom. Convexity constraints allow for a perfect segmentation of the nuclei. In contrast, a Potts model without convexity constraints fails to split apart the nuclei, and yields holes within components. Figure 4(d) shows a biological image of polygonal cells in a fly wing. Again, convexity constraints allow for a perfect segmentation of the nuclei, while a respective Potts model without convexity constraints is not able to correctly split apart the cells. Figure 5(a) shows a photograph to which we apply a three-label Potts model with convexity constraints on one foreground label. Our method is able to accurately segment two convex foreground objects on top of a second, non-convex foreground label.
Results in Figures 4 and 5(c) were achieved with "simple" convexity constraints as captured by (11). An example for the more general constraints (12) is given in Figure 5(d-f). Here, we enforce components labeled "apple" to be convex as such, while we enforce components labeled "orange" to be convex only w.r.t. the background. In other words, we allow concavities in orange-labeled components as long as they are filled exclusively by apple-labeled nodes. Consequently such concavities appear as desired. However, incorrect spurious apple components also appear within orange components. This result is interesting despite the fact that our model does not achieve a perfect segmentation, because it shows potential implications of the generalized constraints.
Correlation Clustering. Figure 6 shows two exemplary results for correlation clustering enriched by convexity constraints by means of the Convex-MC problem 3. In both examples, densely packed objects, namely bricks in a stone wall and cells in a fly wing, are nicely separated due to convexity constraints. At the same time, the space between these objects is tesselated into convex components. Although these results might not be of direct use as segmentations of the respective objects, they may well serve as convex supervoxelizations to be used as input for further processing.
Comparison to State-Of-The-Art on Two Exemplary Images.
We compare our method to the state-of-the-art for segmentation with convexity constraints [6]. The method of Gorelick et al. [6] is able to handle only one convex structure of one foreground label, and we chose exemplary images accordingly (Figure 7). We use the code provided by the authors. First we study a synthetic image (Figure 7 top). The method of [6] initializes via the Graph Cuts solution, yielding a hole in the foreground object. In the process of resolving this high energy configuration, the method breaks the outer boundary of the object and settles to a sub-optimal solution. In contrast, our method is able to obtain the globally optimal solution. On a second, biological image (Figure 7 bottom), we ran [6] with two different initializations, namely the standard Graph Cut solution, as well as a box that we manually placed around the sought structure. Both initializations result in sub-optimal solutions, whereas our method is again able to obtain a globally optimal solution. However, we note that the method of [6] is considerably faster than ours.
5 Conclusion and Future Work
We proposed a new approach that introduces convexity constraints into two multicut problems that are equivalent to Correlation Clustering and the Potts Model, respectively. Our approach handles convexity constraints for many connected components of multiple different classes, and additionally for pre-specified convexity relationships between objects of different classes. All concepts described in this paper extend in a straightforward way to 3D. In future work we will explore strategies for improving the run-time, e.g. via warm-start of subsequent ILPs, for the application to larger data.
Proof of Theorem 1.
First we show that every multicut satisfies for all cycles. Given a decomposition and related multicut , assume there exists a cycle with . Then straddles distinct components because . On the other hand, the path connects and with edges that are not in , and hence and belong to the same component. By contradiction, this proves that for all cycles. Second we show that every that satisfies for all cycles is a multicut of . Given such a , we construct a decomposition and related multicut of as follows: there exists a path between and such that . Now we show that . If , then , because there is a path between and such that , namely . If , assume . Then, because , there exists a path between and such that . Hence the cycle satisfies . By contradicting , this proves that if , then .
Proof of Lemma 1.
- [1] B. Andres, J. Kappes, T. Beier, U. Köthe, and F. Hamprecht. Probabilistic image segmentation with closedness constraints. In Computer Vision (ICCV), 2011 IEEE International Conference on, pages 2611–2618, Nov 2011.
- [2] N. Bansal, A. Blum, and S. Chawla. Correlation clustering. Machine Learning, 56(1-3):89–113, 2004.
- [3] J. E. Bresenham. Algorithm for computer control of a digital plotter. IBM Systems journal, 4(1):25–30, 1965.
- [4] S. Chopra and M. R. Rao. The partition problem. Mathematical Programming, 59(1-3):87–115, 1993.
- [5] R. Delgado-Gonzalo, P. Thevenaz, C. S. Seelamantula, and M. Unser. Snakes with an ellipse-reproducing property. Image Processing, IEEE Transactions on, 21(3):1258–1271, 2012.
- [6] L. Gorelick, O. Veksler, Y. Boykov, and C. Nieuwenhuis. Convexity shape prior for segmentation. In D. Fleet, T. Pajdla, B. Schiele, and T. Tuytelaars, editors, Computer Vision – ECCV 2014, volume 8693 of Lecture Notes in Computer Science, pages 675–690. Springer International Publishing, 2014.
V. Gulshan, C. Rother, A. Criminisi, A. Blake, and A. Zisserman.
Geodesic star convexity for interactive image segmentation.
Computer Vision and Pattern Recognition (CVPR), 2010 IEEE Conference on, pages 3129–3136, June 2010.
- [8] J. Kappes, M. Speth, B. Andres, G. Reinelt, and C. Schnörr. Globally optimal image partitioning by multicuts. In Y. Boykov, F. Kahl, V. Lempitsky, and F. Schmidt, editors, Energy Minimization Methods in Computer Vision and Pattern Recognition, volume 6819 of Lecture Notes in Computer Science, pages 31–44. Springer Berlin Heidelberg, 2011.
- [9] E. Strekalovskiy and D. Cremers. Generalized ordering constraints for multilabel optimization. International Conference on Computer Vision (ICCV), 2011.
- [10] O. Veksler. Star Shape Prior for Graph-Cut Image Segmentation. In Computer Vision–ECCV 2008, pages 454–467. Springer Berlin Heidelberg, Berlin, Heidelberg, 2008.


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i couldn't stand the headache so i saw my doctor and she said i had a case of sinus infection. he gave me some antibiotic but they just made me feel even worse. i googled natural remedy for sinuses and found sinuvil. Just a few days later i was completly pain free.
" Jill - Florida
A sinus infection frequently starts with an obstruction to normal airflow into the nasal passageway, causing a reduction in the normal elimination of mucous. Some herbs that are suggested as a sinus remedy include Echinacea and Good Seal, both of which help to boost a person's immunity and so to help fight the
. Many herbs have traditionally been used to ease
congestion, including goldenseal, echinacea, ephedra and eucalyptus but most are best avoided during pregnancy.
Did you know Acute
can last 2-8 weeks, Sub-acute-lasting from 1-3 months long and Chronic - which are those infections that have lasted longer than 3 months. Can your body system afford to survive that long? Discover how you, friends and family members can stay healthy and free from
infections and constantly running noses or stuffed noses, no longer suffer today. Find out this natural treatment and get rid of your
problems forever. Please visit the link below.
Other common symptoms for sinus infections are pain in the head, ear or neck; headaches early in the morning; pain in the upper jaw/ cheeks /teeth; swelling of the eyelids; pain between the eyes; nasal discharge; stuffy nose; loss of smell; and tenderness near the nose. Sometimes, there could be fever, tiredness, weakness, severe cough and runny nose.
itis' target=_blank>
itis can be diagnosed by tapping the
areas with fingertips. Very rarely, acute
can lead to infection in the brain or some other complications.
The best
cures are time tested natural home remedies for sinus infections. Other natural treatment methods can also be looked into for curing your sinusitis permanently. But the next time you are stuck with a
problem, try out these home remedies for
- Steam Inhalation: Another effective home remedy for
infections without any side effects whatsoever. Inhale steam by using a bowl full of hot steaming water or a vaporizer at least three to four times a day for 2-3 minutes. This drains mucus from your
and provides instant relief.
Equivalent amount of powdered clove, ginger, and cayenne pepper ginger mixed with warm water and used to rinse your throat help clear a sore throat and clean the mucus in the
Did you know Acute
itis can last 2-8 weeks, Sub-acute-lasting from 1-3 months long and Chronic - which are those infections that have lasted longer than 3 months. Can your body system afford to survive that long? Discover how you, friends and family members can stay healthy and free from
infections and constantly running noses or stuffed noses, no longer suffer today. Find out this natural treatment and get rid of your
problems forever. Please visit the link below.
Another home remedy for
problems is to take Horseradish with a drop of lemon juice placed in the mouth which can clear blocked nasal passages. Taking apple cider vinegar with water 2-3 times a day can cure the infection. Even grape fruit seed extract has excellent curative properties.
infection, or
, is an inflammation of the
es and nasal passages. The sinus cavities which are behind the eyes, forehead, nose and cheekbones get inflamed due to cold or some allergic reaction. People prefer to use home remedies for
problems as they are outgrown the allopathic medication which gives not much relief.
- Garlic: Garlic is one of the best anti-fungal and anti-bacterial ingredients known to man and is an extremely effective home remedy for
sinus infections
. To get the maximum effect of these pills, crush fresh raw garlic and eat it all by itself or mixed with a juice or soup. If you cannot stand eating raw garlic, you can use garlic pills, but make sure that they are of a very good quality.
Home remedies for sinus problems are best used at the onset of the infection. It can give a long cure to the infection and in many times even kill the bacteria. One very good remedy is the nasal wash. A nose washing tool known as the Neti- Pot is used to pour warm salt water from one nostril to another. In the process it washes out dried mucous and kill bacteria from the nose and open blocked nasal passage.
There are many over-the-counter decongestions and pain killers available to provide relief from
sinus infections
. These can be in the form of tablets or sprays. There are also home remedies for
infections like a cold/hot compress, jalapeno pepper, ripe grape juice, etc. These can provide effective relief from
symptoms. But acute or chronic
itis requires continuous treatment from a specialist.
Would you like to know how I treated my
infection in 4 days without any drugs? If yes then visit sinus cure or
Learn More about Natural Sinusitis Remedy
Use Sinusitis Remedies That Suits You Best
Sinusitis remedies have over the years helped people suffering from sinusitis get relieved from all sorts of symptoms that may come together with the disease. Although these remedies do not directly cure the sinusitis condition, they help a lot in achieving this goal. Knowing that the health condition is caused by the inflammation of sinuses, sinusitis remedies usually deal with all the...
Kinds Of Sinusitis
After years of having sinusitis, are you still having trouble identifying what kind of sinusitis you have? Identifying what kind of sinusitis you have is important for you to apply the right treatment. Generally, sinusitis is the inflammation of the lining of one or more of the sinuses. Thus, in medical terms, sinusitis is classified according to the inflamed sinuses and its involved side. Be...
What is the Sinus Tract?
I think the sinus tract is the most horrible and terrible infection caused by bacteria. Essentially this sinus infection is a skin problem that can ruin the charm and the fascination of your skin. So what is sinus tract? This is an abnormal channel that leads from bones or any other structures in your body to the skin surface and this passageway is also called fistula. This may be the result of...
Sinus Infection and Dizziness Symptoms
Feeling dizzy is really a problem, vertigo is another symptoms associated with a sinusitis infection. Dizziness is described as the state of physical unsteadiness, lightheadedness which is related to imbalance. Sinus infection and dizziness symptoms can be treated with proper medication, instability sensation has a connection with various complications; they can range from being harmless to...
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Category: Home & Kitchen | Last Updated: 2019-09-04 15:17:57 by Melyssa Durgan
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The Nigeria Liquefied Natural Gas, NLNG, has said that plans are on the way for contractors to resume work at the Bodo and Bonny road project. The Managing Director, Nigeria LNG Mr. Tony Attah, promised that works will resume at the sites under a revised COVID-19 protocol to ensure safety of personnel and continued sources …read more →
AfDB Commits $13m More to Abidjan–Lagos Motorway Corridor Development Project
The African Development Bank (AfDB) has approved additional US $13m for the implementation of the Abidjan–Lagos motorway corridor development project. The loan, which will particularly be used to cover part of the costs related to the study of the project, was requested by ECOWAS commission on behalf of Côte d'Ivoire, Ghana, Togo, Benin and Nigeria, the West African …read more →
Lagos 4th Mainland Bridge: Julius Berger, CCECC, 8 others Scale First hurdle
Julius Berger and Chinese construction firm CCECC Nigeria Limited and eight other companies have been shortlisted by the Lagos State government to participate in the construction of the proposed fourth mainland bridge. Chief Press Secretary to the state governor, Gboyega Akosile said the 10 companies were shortlisted from the list of 32 eligible firms that …read more →
2.2Km Loko-Oweto Bridge to Reduce Travel Time across River Benue
The Minister of Works and Housing, Mr. Babatunde Fashola SAN, at the weekend inspected the progress of work on the Loko-Oweto Bridge. The Bridge that links Nasarawa and Benue States has been described as a major bridge. Travelers from the South East to the North will have their journey time reduced by 4 hours as a result of the completed 2.2Km …read more →
Ijebu Ode-Epe 10-Lane Road Project Kicks off
The Governor of Ogun State, Dapo Abiodun has flagged off the construction of the 10-lane Ijebu Ode-Epe road project promising that the road would be completed and commissioned by February 2021. The flag off which was with fanfare was held at Ikoto near Ijebu Ode in Odogbolu local government area of the state. The road …read more →
Bariga LCDA Delivers Three Quality Infrastructure Projects
Bariga Local Council Development Area (LCDA) of Lagos State has completed and delivered stae-of-the art classroom blocks, 11 road network and a primary health centre which the Governor of Lagos commissioned. Governor Babajide Sanwo-Olu inaugurated 11 road network recently completed by the council chairman, Hon. Alabi Kolade. The Governor, accompanied by his deputy, Dr. Obafemi …read more →
President Buhari Commissions Ore-Interchange Flyover, Assures FG Will Sustain Massive Investments in Infrastructure
President Muhammadu Buhari has inaugurated the Ore Interchange Flyover on the Shagamu–Ore–Benin Expressway in Ondo State with an assurance that the Federal Government will sustain massive investments in the provision of infrastructure across the country.The President during a working visit to Ondo State also commissioned the Ondo-Linyi industrial hub. Speaking at the inauguration of the …read more →
Makinde Appoints Adepoju Adviser on Infrastructure
Governor Seyi Makinde, has appointed Mr Simiyu Adekola James Adepoju, an engineer as his Special Adviser on Infrastructure, Moses Alao, the governor's special assistant on Print Media said. The appointment, which took effect from 9 March, was conveyed through a letter signed by the Secretary to the State Government, Mrs Olubamiwo Adeosun. "Prior to his …read more →
Lagos raises N100bn infrastructure bond for key infrastructure projects
The Lagos state government says it has raised a N100 billion series III bond under its N500 billion bond issuance programme. Babajide Sanwo-Olu, the state governor, said the proceeds from the bond will be used to execute key infrastructure projects. Sanwo-Olu said that the signing was Lagos State's third bond programme; as the state had …read more →


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COVID-19 APPEAL for Help in Our Local Community
Community Fundraising: Help those who have been affected by COVID-19Auckland
We are asking for monetary donations, Zakat & Sadaqa to help those who have been affected by Covid-19.
Many have or will be losing their jobs or simply struggling to cope financially with all the different aspects that this pandemic is having on everyone.
May God accept your generous efforts and protect all of us in this difficult time, Ameen.
About us
Jannah Road has been incorporated as a non-profit organisation in May 2015, our registration number is: CC51652
Our main charitable objective is to be beneficial to the Muslim and wider communities.
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All donations received to this page will be given to the local families and individuals who have been affected by COVID-19 financially.
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23rd May Update 31 May 2020
Alhamdulillah, Thank God, we have distributed over $7000 to a lot of families who needed financial & food support during lockdown. We are still continuing to hand over your donations. Thanks very much.
Jazak Allah Khair.
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Taking a knee at Austrian GP discussed by F1 drivers, says Norris
Sportspersons have been taking a knee as a mark of solidarity with the Black Lives Matter movement
Formula One drivers have discussed 'taking a knee' at the season-opening Austrian Grand Prix this weekend, McLaren's Lando Norris has said.
Sportspersons have been taking a knee as a mark of solidarity with the Black Lives Matter movement.
We go again. Together.#WeRaceAsOne ?? pic.twitter.com/JALY6ZlUC7- Lando Norris (@LandoNorris) June 30, 2020
Britain's Norris, 20, was quoted as saying by BBC: "If we are going to do it, we should all do it as a grid.
"We will do whatever we can to show we care and respect everyone. We will do what is right when the time comes.
Austria's Red Bull Ring in Spielberg will play host to the first race of the season, which otherwise would have been the 11th race on the normal calendar.
Messi scores 700th goal but Atletico draw hurts...
The result gives Real Madrid the chance to move four points clear at... READ MORE
Juventus keep Lazio at bay with Genoa stroll
Turin side maintain four-point lead at top of the league after Dybala,... READ MORE
Fernandes double steers Man United to 3-0 win at...
Cajoled by the dazzling Portuguese, United produced one of their best ... READ MORE
Lionel Messi scores his 700th career goal
Argentinian ace nets a penalty to give Barcelona a 2-1 lead over... READ MORE
Hope Misson To Mars
UAE Mars Hope probe launch delayed to Friday
The probe was scheduled to launch at 00.51 on July 15. READ MORE
Coronavirus Pandemic
'Third stage' of Covid-19 vaccine trials underway ...
There are 15,000 volunteers for the study and trials. READ MORE
Hope Misson To Mars
Watch: UAE astronauts' special message for Mars...
Hope will blast off to space at 00:51 UAE time on July 15 from Japan, ... READ MORE
Coronavirus Pandemic
Rapid Covid screening facility for people...
New test using a laser-based technique costs only Dh50 and detects... READ MORE
Dubai restaurant gutted in gas leak blast


text:
Saturday 11/07/2020
New Hamburg, Ontario, Canada, May 15, 2020 -- An exceedingly rare Dominion Cartridge Company ammunition board, produced in Canada in the 1930s, sold for $4,500, and antique and vintage sewing machines from the world-class collection of Carl Koenig brought nice high prices in an online Signs, Toys & Historic Objects auction held May 9th by Miller & Miller Auctions, Ltd.
The auction included a generous offering of advertising, toys and historic objects, in addition to Mr. Koenig's nearly 100 significant sewing machines of international origin. Also sold was a collection of rare American automobilia that including dealer-issued literature and new old stock parts from manufacturers like Cadillac, Buick, Packard, and Chevrolet, plus the fabulous automobile hood ornament collection of Stewart Ferguson.
"A month ago, we actually considered deferring this sale because of the unknown impact of the COVID pandemic," said Ethan Miller of Miller & Miller Auctions, Ltd., adding, "That would have been a grave mistake. Despite the challenges facing the world, bidding was spirited and prices were stronger than predicted. We recorded our highest pre-sale registration rate to date.
Mr. Miller continued, "Selling without an audience to three carefully-spaced family members felt strange. Yet, as bids rolled in, it was quickly apparent that the sale was going to work out really, really well. As far as prices estimated versus prices realized, this could easily be considered our most successful sale to date. What do collectors want in the midst of a global pandemic? The factors of rarity, condition, and fresh-to-the market are more important now than ever before."
The Dominion Cartridge ammo board was the auction's top earner. Awarded first prize for a "Vintage Canadian Outdoor Collectible" at the 2007 Canadian Decoy & Outdoor Collectibles Association Meet in 2007, the litho pasted to Masonite board was housed in a 37 inch by 26 inch contemporary marked oak frame and featured a polar bear graphic.
The sewing machines from the Koenig collection were plentiful and included the following:
- Victoria "Family" Sewing Machine, Canadian, 1880s, condition 6 (out of 10). This early Canadian sewing machine sold for $15 when it was first introduced in the late 1860s. It utilized a single thread to make a twisted loop stitch ($3,245).
- Grover & Baker Sewing Machine, American, 1860s, one of fewer than 200 known and an early example of the first portable sewing machine. The two-stitch machine was manufactured by Grover, Baker & Co. of Boston, Mass. ($2,950).
- Two Singer Featherweight Model 221s, American, 1960s, both with cases and both manufactured by Singer Sewing Machine Mfg. Co. Condition: 7. One of the machines is marked 'Made in Great Britain,' the other 'Made in Canada' ($2,360).
- Singer Featherweight Model 222K, American, circa 1954-1955, a Free Arm Featherweight machine, condition 9, with manual, attachments and oil can. It has the gold "Prism Design" decals and the serial number was #EK326662 ($2,280).
All of the above sewing machines sold for far above their estimates. In all, 577 lots came up for bid in an auction that grossed $262,933 (all prices quoted are in Canadian dollars). There was no live gallery bidding, but 431 people registered online (267 were new users) and placed 6,882 bids on LiveAuctioneers.com, Invaluable.com and Miller & Miller Live.
Media Contact:
Ethan Miller
Miller & Miller Auctions, Ltd.
59 Webster Street
New Hamburg, Ontario, CD N3A 1W8
(519) 573-3710
Company :-Miller & Miller Auctions, Ltd.
User :- Ethan Miller
Email :-firstname.lastname@example.com
Phone :-5195733710


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Oct 12, 2019, 04:19 am
Oct 12, 2019, 11:00 am
Oct 12, 2019, 12:44 pm
(Oct 12, 2019, 11:00 am)workerbee Wrote: [ -> ]https://archive.org/details/probableprovable0064cohe (PDF)
I was hoping for a downloadble pdf, so as not to carry my own hard copy (long bibliographical lists are a real pain), but at least it's a click away, if I need to borrow. Thanks workerbee,
Oct 12, 2019, 13:53 pm
(Oct 12, 2019, 12:44 pm)Zenodotus_the_Ephesian Wrote: [ -> ]I was hoping for a downloadble pdf
Maybe I'm misunderstanding but the book is downloadable. Once you've got it, simply de-DRM the file and you can carry it everywhere for as long as you want. To download, you'll need to have a free copy of Adobe Digital Editions installed first.
EDIT -- I shouldn't have assumed. My apologies.
Because I get asked the same question from others, I've prepared a quick-and-dirty primer on downloading from Open Library and Internet Archive here: https://pirates-forum.org/Thread-How-to-...et-Archive
In your case, there is a Wait List of one person for the book, so be sure to register an account and put your name on the list.


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Researchers from Stanford Medicine are attempting to use data derived from wearable technology to predict the onset of different illnesses, including COVID-19. The wearable technology data will be used to develop algorithms that could potentially inform patients they are sick before the onset of their symptoms. Data related to changes in heart rate, or skin temperature, can be compared to a COVID-19 timeline to identify early warning signs.
Michael Snyder, a professor and chair of genetics at Stanford Medicine, spoke about the role wearable technology can play in acquiring data, "Smartwatches and other wearables make many, many measurements per day — at least 250,000, which is what makes them such powerful monitoring devices."
Image Credit: Shutterstock
Stanford Medicine is Using Wearable Technology to Predict Illness Onset
Daniel Johnson — June 3, 2020 — Tech
References: med.stanford.edu & med.stanford.edu


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