updated blog and pictures
diff --git a/site/_posts/blog/2018-08-08-sql-p1.md b/site/_posts/blog/2018-08-08-sql-p1.md
index 62fb5ab..87fc2f8 100644
--- a/site/_posts/blog/2018-08-08-sql-p1.md
+++ b/site/_posts/blog/2018-08-08-sql-p1.md
@@ -29,14 +29,16 @@
* <a href="https://github.com/apache/incubator-crail/">Apache Crail (incubating) with NVMeF support</a>, commit 64e635e5ce9411041bf47fac5d7fadcb83a84355 (since then Crail has a stable source release v1.0 with a newer NVMeF code-base)
### Overview
+
In a typical cloud-based relational data processing setup, the input data is stored on an external data storage solution like HDFS or AWS S3. Data tables and their associated schema are converted into a storage-friendly format for optimal performance. Examples of some popular and familiar file formats are [Apache Parquet](https://parquet.apache.org/), [Apache ORC](https://orc.apache.org/), [Apache Avro](https://avro.apache.org/), [JSON](https://en.wikipedia.org/wiki/JSON), etc. More recently, [Apache Arrow](https://arrow.apache.org/) has been introduced to standardize the in-memory columnar data representation between multiple frameworks. There is no one size fits all as all these formats have their own strengths, weaknesses, and features. In this blog, we are specifically interested in the performance of these formats on modern high-performance networking and storage devices.
+<figure><div style="text-align:center"><img src ="{{ site.base }}/img/blog/sql-p1/outline.svg" width="550"/><figcaption>Figure 1: The benchmarking setup with HDFS and file formats on a 100 Gbps network with NVMe flash devices. All formats contains routines for compression, encoding, and value materialization with associated I/O buffer management and data copies routines.<p></p></figcaption></div></figure>
To benchmark the performance of file formats, we wrote a set of micro-benchmarks which are available at [https://github.com/zrlio/fileformat-benchmarks](https://github.com/zrlio/fileformat-benchmarks). We cannot use typical SQL micro-benchmarks because every SQL engine has its own favorite file format, on which it performs the best. Hence, in order to ensure parity, we decoupled the performance of reading the input file format from the SQL query processing by writing simple table reading micro-benchmarks. Our benchmark reads in the store_sales table from the TPC-DS dataset (scale factor 100), and calculates a sum of values present in the table. The table contains 23 columns of integers, doubles, and longs.
-<figure><div style="text-align:center"><img src ="{{ site.base }}/img/blog/sql-p1/performance-all.svg" width="550"/><figcaption>Figure 1: Performance of JSON, Avro, Parquet, ORC, and Arrow on NVMe devices over a 100 Gbps network.<p></p></figcaption></div></figure>
+<figure><div style="text-align:center"><img src ="{{ site.base }}/img/blog/sql-p1/performance-all.svg" width="550"/><figcaption>Figure 2: Performance of JSON, Avro, Parquet, ORC, and Arrow on NVMe devices over a 100 Gbps network.<p></p></figcaption></div></figure>
-We evaluate the performance of the benchmark on a 3 node HDFS cluster connected using 100 Gbps RoCE. One datanode in HDFS contains 4 NVMe devices with a collective aggregate bandwidth of 12.5 GB/sec (equals to 100 Gbps, hence, we have a balanced network and storage performance). Figure 1 shows our results where none of the file formats is able to deliver the full hardware performance for reading input files. One third of the performance is already lost in HDFS (maximum throughput 74.9 Gbps out of possible 100 Gbps). The rest of the performance is lost inside the file format implementation, which needs to deal with encoding, buffer and I/O management, compression, etc. The best performer is Apache Arrow which is designed for in-memory columnar datasets. The performance of these file formats are bounded by the performance of the CPU, which is 100% loaded during the experiment. For a detailed analysis of the file formats, please refer to our paper - [Albis: High-Performance File Format for Big Data Systems (USENIX, ATC’18)](https://www.usenix.org/conference/atc18/presentation/trivedi).
+We evaluate the performance of the benchmark on a 3 node HDFS cluster connected using 100 Gbps RoCE. One datanode in HDFS contains 4 NVMe devices with a collective aggregate bandwidth of 12.5 GB/sec (equals to 100 Gbps, hence, we have a balanced network and storage performance). Figure 2 shows our results where none of the file formats is able to deliver the full hardware performance for reading input files. One third of the performance is already lost in HDFS (maximum throughput 74.9 Gbps out of possible 100 Gbps). The rest of the performance is lost inside the file format implementation, which needs to deal with encoding, buffer and I/O management, compression, etc. The best performer is Apache Arrow which is designed for in-memory columnar datasets. The performance of these file formats are bounded by the performance of the CPU, which is 100% loaded during the experiment. For a detailed analysis of the file formats, please refer to our paper - [Albis: High-Performance File Format for Big Data Systems (USENIX, ATC’18)](https://www.usenix.org/conference/atc18/presentation/trivedi).
### Albis: High-Performance File Format for Big Data Systems
@@ -47,7 +49,7 @@
* Careful object materialization using a binary API: To optimize the runtime representation in managed runtimes like the JVM, only objects which are necessary for SQL processing are materialized. Otherwise, a 4 byte integer can be passed around as a byte array (using the binary API of Albis).
-<figure><div style="text-align:center"><img src ="{{ site.base }}/img/blog/sql-p1/core-scalability.svg" width="550"/><figcaption>Figure 2: Core scalability of JSON, Avro, Parquet, ORC, Arrow, and Albis.<p></p></figcaption></div></figure>
+<figure><div style="text-align:center"><img src ="{{ site.base }}/img/blog/sql-p1/core-scalability.svg" width="550"/><figcaption>Figure 3: Core scalability of JSON, Avro, Parquet, ORC, Arrow, and Albis on HDFS/NVMe.<p></p></figcaption></div></figure>
Using the Albis format, we revise our previous experiment where we read the input store_sales table from HDFS. In the figure above, we show the performance of Albis and other file formats with number of CPU cores involved. At the right hand of the x-axis, we have performance with all 16 cores engaged, hence, representing the peak possible performance. As evident, Albis delivers 59.9 Gbps out of 74.9 Gbps possible bandwidth with HDFS over NVMe. Albis performance is 1.9 - 21.4x better than other file formats. To give an impression where the performance is coming from, in the table below we show some micro-architectural features for Parquet, ORC, Arrow, and Albis. Our previously discussed design ideas in Albis result in a shorter code path (shown as less instructions required for each row), better cache performance (shows as lower cache misses per row), and clearly better performance (shown as nanoseconds required per row for processing). For a detailed evaluation of Albis please refer to our paper.
@@ -86,9 +88,9 @@
### Apache Crail (Incubating) with Albis
-For our final experiment, we try to answer the question what it would take to deliver the full 100 Gbps bandwidth for Albis. Certainly, the first bottleneck is to improve the base storage layer performance. Here we use Apache Crail (Incubating) with its [NVMeF](https://en.wikipedia.org/wiki/NVM_Express#NVMeOF) storage tier. This tier uses [jNVMf library](https://github.com/zrlio/jNVMf) to implement NVMeF stack in Java. As we have shown in a previous blog <a href="{{ site.base }}/blog/2017/08/crail-nvme-fabrics-v1.html">post</a> that Crail's NVMeF tier can deliver performance (97.8 Gbps) very close to the hardware limits. Hence, Albis with Crail is a perfect setup to evaluate on high-performance NVMe and RDMA devices. Before we get there, let's get some calculations right. The store_sales table in the TPC-DS dataset has a data density of 93.9% (out of 100 bytes, only 93.9 is data, others are null values). As we measure the goodput, the expected performance of Albis on Crail is 93.9% of 97.8 Gbps, which calculates to 91.8 Gbps. In our experiments, Albis on Crail delivers 85.5 Gbps. Figure 2 shows more detailed results.
+For our final experiment, we try to answer the question what it would take to deliver the full 100 Gbps bandwidth for Albis. Certainly, the first bottleneck is to improve the base storage layer performance. Here we use Apache Crail (Incubating) with its [NVMeF](https://en.wikipedia.org/wiki/NVM_Express#NVMeOF) storage tier. This tier uses [jNVMf library](https://github.com/zrlio/jNVMf) to implement NVMeF stack in Java. As we have shown in a previous blog <a href="{{ site.base }}/blog/2017/08/crail-nvme-fabrics-v1.html">post</a> that Crail's NVMeF tier can deliver performance (97.8 Gbps) very close to the hardware limits. Hence, Albis with Crail is a perfect setup to evaluate on high-performance NVMe and RDMA devices. Before we get there, let's get some calculations right. The store_sales table in the TPC-DS dataset has a data density of 93.9% (out of 100 bytes, only 93.9 is data, others are null values). As we measure the goodput, the expected performance of Albis on Crail is 93.9% of 97.8 Gbps, which calculates to 91.8 Gbps. In our experiments, Albis on Crail delivers 85.5 Gbps. Figure 4 shows more detailed results.
-<figure><div style="text-align:center"><img src ="{{ site.base }}/img/blog/sql-p1/albis-crail.svg" width="550"/><figcaption>Figure 2: Performance of Albis on Crail.<p></p></figcaption></div></figure>
+<figure><div style="text-align:center"><img src ="{{ site.base }}/img/blog/sql-p1/albis-crail.svg" width="550"/><figcaption>Figure 4: Performance of Albis on Crail.<p></p></figcaption></div></figure>
The left half of the figure shows the performance scalability of Albis on Crail in a setup with 1 core (8.9 Gbps) to 16 cores (85.5 Gbps). In comparison, the right half of the figure shows the performance of Crail on HDFS/NVMe at 59.9 Gbps, and on Crail/NVMe at 85.5 Gbps. The last bar shows the performance of Albis if the benchmark does not materialize Java object values. In this configuration, Albis on Crail delivers 91.3 Gbps, which is very close to the expected peak of 91.8 Gbps.
diff --git a/site/img/blog/preview/sql-p1-summary.png b/site/img/blog/preview/sql-p1-summary.png
new file mode 100644
index 0000000..87d80fa
--- /dev/null
+++ b/site/img/blog/preview/sql-p1-summary.png
Binary files differ
diff --git a/site/img/blog/sql-p1/albis-crail.svg b/site/img/blog/sql-p1/albis-crail.svg
index 120f13d..4e85e07 100644
--- a/site/img/blog/sql-p1/albis-crail.svg
+++ b/site/img/blog/sql-p1/albis-crail.svg
@@ -1 +1 @@
-<svg version="1.1" viewBox="0.0 0.0 960.0 540.0" fill="none" stroke="none" stroke-linecap="square" stroke-miterlimit="10" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg"><clipPath id="g401bb40042_0_9.0"><path d="m0 0l960.0 0l0 540.0l-960.0 0l0 -540.0z" clip-rule="nonzero"/></clipPath><g clip-path="url(#g401bb40042_0_9.0)"><path fill="#ffffff" d="m0 0l960.0 0l0 540.0l-960.0 0z" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m16.0 16.0l921.1077 0l0 508.00006l-921.1077 0z" fill-rule="evenodd"/><g transform="matrix(0.7675897637795276 0.0 0.0 0.684636220472441 16.0 16.0)"><clipPath id="g401bb40042_0_9.1"><path d="m0 0l1200.0 0l0 742.0l-1200.0 0z" clip-rule="evenodd"/></clipPath><image clip-path="url(#g401bb40042_0_9.1)" fill="#000" width="1200.0" height="742.0" x="0.0" y="0.0" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/></g><path fill="#000000" fill-opacity="0.0" d="m298.00787 486.6063l275.74805 0l0 48.251984l-275.74805 0z" fill-rule="evenodd"/><path fill="#000000" d="m327.13287 526.3263l-3.015625 0l-11.453125 -17.53125l0 17.53125l-3.015625 0l0 -22.75l3.015625 0l11.484375 17.609375l0 -17.609375l2.984375 0l0 22.75zm15.3125 -1.671875q-1.6875 1.984375 -4.953125 1.984375q-2.703125 0 -4.125 -1.5625q-1.40625 -1.578125 -1.421875 -4.65625l0 -11.0l2.890625 0l0 10.921875q0 3.84375 3.125 3.84375q3.3125 0 4.40625 -2.46875l0 -12.296875l2.890625 0l0 16.90625l-2.75 0l-0.0625 -1.671875zm9.921875 -15.234375l0.078125 1.875q1.859375 -2.1875 5.015625 -2.1875q3.546875 0 4.828125 2.71875q0.84375 -1.21875 2.1875 -1.96875q1.359375 -0.75 3.203125 -0.75q5.5625 0 5.65625 5.890625l0 11.328125l-2.890625 0l0 -11.15625q0 -1.8125 -0.828125 -2.703125q-0.828125 -0.90625 -2.78125 -0.90625q-1.609375 0 -2.671875 0.96875q-1.0625 0.953125 -1.234375 2.578125l0 11.21875l-2.90625 0l0 -11.078125q0 -3.6875 -3.609375 -3.6875q-2.84375 0 -3.890625 2.421875l0 12.34375l-2.890625 0l0 -16.90625l2.734375 0zm39.640625 8.640625q0 3.875 -1.78125 6.234375q-1.78125 2.34375 -4.78125 2.34375q-3.203125 0 -4.953125 -2.265625l-0.140625 1.953125l-2.65625 0l0 -24.0l2.890625 0l0 8.953125q1.75 -2.171875 4.828125 -2.171875q3.078125 0 4.828125 2.328125q1.765625 2.328125 1.765625 6.375l0 0.25zm-2.890625 -0.328125q0 -2.953125 -1.140625 -4.5625q-1.140625 -1.609375 -3.28125 -1.609375q-2.859375 0 -4.109375 2.65625l0 7.3125q1.328125 2.65625 4.140625 2.65625q2.078125 0 3.234375 -1.609375q1.15625 -1.609375 1.15625 -4.84375zm13.546875 8.90625q-3.4375 0 -5.59375 -2.25q-2.15625 -2.265625 -2.15625 -6.046875l0 -0.53125q0 -2.515625 0.953125 -4.484375q0.96875 -1.984375 2.6875 -3.09375q1.734375 -1.125 3.75 -1.125q3.296875 0 5.125 2.171875q1.828125 2.171875 1.828125 6.21875l0 1.203125l-11.453125 0q0.0625 2.5 1.453125 4.046875q1.40625 1.53125 3.5625 1.53125q1.53125 0 2.59375 -0.625q1.0625 -0.625 1.859375 -1.65625l1.765625 1.375q-2.125 3.265625 -6.375 3.265625zm-0.359375 -15.15625q-1.75 0 -2.9375 1.28125q-1.1875 1.265625 -1.46875 3.5625l8.46875 0l0 -0.21875q-0.125 -2.203125 -1.1875 -3.40625q-1.0625 -1.21875 -2.875 -1.21875zm18.46875 0.53125q-0.65625 -0.109375 -1.421875 -0.109375q-2.84375 0 -3.859375 2.421875l0 12.0l-2.890625 0l0 -16.90625l2.8125 0l0.046875 1.953125q1.421875 -2.265625 4.03125 -2.265625q0.84375 0 1.28125 0.21875l0 2.6875zm9.8125 5.703125q0 -2.484375 0.96875 -4.46875q0.984375 -1.984375 2.71875 -3.0625q1.75 -1.078125 3.984375 -1.078125q3.453125 0 5.578125 2.390625q2.140625 2.390625 2.140625 6.359375l0 0.203125q0 2.46875 -0.953125 4.4375q-0.9375 1.953125 -2.703125 3.046875q-1.75 1.09375 -4.03125 1.09375q-3.4375 0 -5.578125 -2.390625q-2.125 -2.390625 -2.125 -6.328125l0 -0.203125zm2.90625 0.34375q0 2.8125 1.296875 4.515625q1.3125 1.703125 3.5 1.703125q2.203125 0 3.5 -1.71875q1.296875 -1.734375 1.296875 -4.84375q0 -2.78125 -1.328125 -4.5q-1.3125 -1.734375 -3.5 -1.734375q-2.140625 0 -3.453125 1.703125q-1.3125 1.703125 -1.3125 4.875zm17.53125 8.265625l0 -14.671875l-2.671875 0l0 -2.234375l2.671875 0l0 -1.734375q0 -2.71875 1.453125 -4.203125q1.453125 -1.484375 4.109375 -1.484375q1.0 0 1.984375 0.265625l-0.15625 2.34375q-0.734375 -0.140625 -1.5625 -0.140625q-1.40625 0 -2.171875 0.828125q-0.765625 0.8125 -0.765625 2.34375l0 1.78125l3.609375 0l0 2.234375l-3.609375 0l0 14.671875l-2.890625 0zm24.390625 -2.046875q1.546875 0 2.703125 -0.9375q1.15625 -0.9375 1.28125 -2.34375l2.734375 0q-0.078125 1.453125 -1.0 2.765625q-0.921875 1.3125 -2.46875 2.09375q-1.53125 0.78125 -3.25 0.78125q-3.453125 0 -5.5 -2.296875q-2.03125 -2.3125 -2.03125 -6.3125l0 -0.484375q0 -2.46875 0.90625 -4.390625q0.90625 -1.921875 2.59375 -2.984375q1.703125 -1.0625 4.015625 -1.0625q2.84375 0 4.71875 1.703125q1.890625 1.703125 2.015625 4.421875l-2.734375 0q-0.125 -1.640625 -1.25 -2.6875q-1.109375 -1.0625 -2.75 -1.0625q-2.203125 0 -3.421875 1.59375q-1.203125 1.578125 -1.203125 4.578125l0 0.546875q0 2.921875 1.203125 4.5q1.203125 1.578125 3.4375 1.578125zm9.203125 -6.5625q0 -2.484375 0.96875 -4.46875q0.984375 -1.984375 2.71875 -3.0625q1.75 -1.078125 3.984375 -1.078125q3.453125 0 5.578125 2.390625q2.140625 2.390625 2.140625 6.359375l0 0.203125q0 2.46875 -0.953125 4.4375q-0.9375 1.953125 -2.703125 3.046875q-1.75 1.09375 -4.03125 1.09375q-3.4375 0 -5.578125 -2.390625q-2.125 -2.390625 -2.125 -6.328125l0 -0.203125zm2.90625 0.34375q0 2.8125 1.296875 4.515625q1.3125 1.703125 3.5 1.703125q2.203125 0 3.5 -1.71875q1.296875 -1.734375 1.296875 -4.84375q0 -2.78125 -1.328125 -4.5q-1.3125 -1.734375 -3.5 -1.734375q-2.140625 0 -3.453125 1.703125q-1.3125 1.703125 -1.3125 4.875zm24.28125 -6.046875q-0.65625 -0.109375 -1.421875 -0.109375q-2.84375 0 -3.859375 2.421875l0 12.0l-2.890625 0l0 -16.90625l2.8125 0l0.046875 1.953125q1.421875 -2.265625 4.03125 -2.265625q0.84375 0 1.28125 0.21875l0 2.6875zm9.671875 14.625q-3.4375 0 -5.59375 -2.25q-2.15625 -2.265625 -2.15625 -6.046875l0 -0.53125q0 -2.515625 0.953125 -4.484375q0.96875 -1.984375 2.6875 -3.09375q1.734375 -1.125 3.75 -1.125q3.296875 0 5.125 2.171875q1.828125 2.171875 1.828125 6.21875l0 1.203125l-11.453125 0q0.0625 2.5 1.453125 4.046875q1.40625 1.53125 3.5625 1.53125q1.53125 0 2.59375 -0.625q1.0625 -0.625 1.859375 -1.65625l1.765625 1.375q-2.125 3.265625 -6.375 3.265625zm-0.359375 -15.15625q-1.75 0 -2.9375 1.28125q-1.1875 1.265625 -1.46875 3.5625l8.46875 0l0 -0.21875q-0.125 -2.203125 -1.1875 -3.40625q-1.0625 -1.21875 -2.875 -1.21875zm20.140625 10.359375q0 -1.171875 -0.890625 -1.8125q-0.875 -0.65625 -3.078125 -1.125q-2.1875 -0.46875 -3.484375 -1.125q-1.28125 -0.65625 -1.90625 -1.5625q-0.609375 -0.90625 -0.609375 -2.15625q0 -2.078125 1.75 -3.515625q1.765625 -1.4375 4.5 -1.4375q2.875 0 4.65625 1.484375q1.796875 1.484375 1.796875 3.796875l-2.90625 0q0 -1.1875 -1.015625 -2.046875q-1.0 -0.859375 -2.53125 -0.859375q-1.578125 0 -2.46875 0.6875q-0.890625 0.6875 -0.890625 1.796875q0 1.046875 0.828125 1.578125q0.828125 0.53125 2.984375 1.015625q2.171875 0.484375 3.515625 1.15625q1.34375 0.671875 1.984375 1.625q0.65625 0.9375 0.65625 2.296875q0 2.265625 -1.8125 3.640625q-1.8125 1.359375 -4.703125 1.359375q-2.03125 0 -3.59375 -0.71875q-1.5625 -0.71875 -2.453125 -2.0q-0.875 -1.296875 -0.875 -2.796875l2.890625 0q0.078125 1.453125 1.15625 2.3125q1.09375 0.84375 2.875 0.84375q1.640625 0 2.625 -0.65625q1.0 -0.671875 1.0 -1.78125z" fill-rule="nonzero"/><path fill="#000000" fill-opacity="0.0" d="m667.30707 452.9685l0 -209.85828l48.252014 0l0 209.85828z" fill-rule="evenodd"/><path fill="#ffffff" d="m696.68555 422.24228l0 9.125l5.6875 2.046875l0 2.96875l-21.796875 -8.3125l0 -2.515625l21.796875 -8.34375l0 2.953125l-5.6875 2.078125zm-2.359375 8.265625l0 -7.421875l-10.203125 3.71875l10.203125 3.703125zm8.046875 -18.810913l0 2.78125l-23.0 0l0 -2.78125l23.0 0zm-7.921875 -18.14264q3.71875 0 5.96875 1.71875q2.25 1.703125 2.25 4.578125q0 3.0625 -2.171875 4.734375l1.875 0.140625l0 2.546875l-23.0 0l0 -2.765625l8.578125 0q-2.078125 -1.6875 -2.078125 -4.625q0 -2.953125 2.234375 -4.640625q2.234375 -1.6875 6.109375 -1.6875l0.234375 0zm-0.3125 2.78125q-2.828125 0 -4.359375 1.09375q-1.546875 1.078125 -1.546875 3.140625q0 2.734375 2.546875 3.9375l7.0 0q2.546875 -1.28125 2.546875 -3.96875q0 -2.0 -1.546875 -3.09375q-1.546875 -1.109375 -4.640625 -1.109375zm8.234375 -9.277374l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm16.203125 -16.86139q-1.125 0 -1.734375 0.859375q-0.625 0.84375 -1.078125 2.953125q-0.453125 2.09375 -1.078125 3.328125q-0.625 1.234375 -1.484375 1.828125q-0.875 0.59375 -2.078125 0.59375q-1.984375 0 -3.359375 -1.6875q-1.390625 -1.6875 -1.390625 -4.3125q0 -2.75 1.421875 -4.453125q1.421875 -1.71875 3.640625 -1.71875l0 2.78125q-1.140625 0 -1.953125 0.96875q-0.828125 0.953125 -0.828125 2.421875q0 1.515625 0.65625 2.375q0.65625 0.84375 1.71875 0.84375q1.0 0 1.515625 -0.78125q0.515625 -0.796875 0.984375 -2.875q0.453125 -2.078125 1.09375 -3.359375q0.640625 -1.28125 1.546875 -1.90625q0.90625 -0.625 2.21875 -0.625q2.171875 0 3.484375 1.734375q1.296875 1.734375 1.296875 4.515625q0 1.9375 -0.6875 3.4375q-0.6875 1.5 -1.921875 2.34375q-1.234375 0.84375 -2.671875 0.84375l0 -2.765625q1.390625 -0.078125 2.21875 -1.109375q0.8125 -1.046875 0.8125 -2.75q0 -1.578125 -0.640625 -2.53125q-0.640625 -0.953125 -1.703125 -0.953125zm-7.390625 -21.896362l0 -6.078125l2.609375 0l0 6.078125l6.890625 0l0 2.78125l-6.890625 0l0 6.078125l-2.609375 0l0 -6.078125l-6.359375 0l0 -2.78125l6.359375 0zm11.6875 -34.21808l0 2.890625l-10.078125 0l0 10.984375l10.078125 0l0 2.875l-21.796875 0l0 -2.875l9.375 0l0 -10.984375l-9.375 0l0 -2.890625l21.796875 0zm0 -5.104553l-21.796875 0l0 -6.15625q0 -2.84375 1.265625 -5.015625q1.25 -2.1875 3.578125 -3.375q2.3125 -1.203125 5.328125 -1.21875l1.390625 0q3.078125 0 5.40625 1.203125q2.3125 1.1875 3.5625 3.390625q1.234375 2.203125 1.265625 5.140625l0 6.03125zm-19.421875 -2.875l17.078125 0l0 -3.015625q0 -3.328125 -2.0625 -5.171875q-2.078125 -1.859375 -5.890625 -1.859375l-1.28125 0q-3.703125 0 -5.765625 1.75q-2.0625 1.75 -2.078125 4.953125l0 3.34375zm9.796875 -29.243805l0 9.140625l9.625 0l0 2.875l-21.796875 0l0 -13.5l2.375 0l0 10.625l7.453125 0l0 -9.140625l2.34375 0zm-0.09375 -11.351013q-1.0625 3.703125 -2.609375 5.390625q-1.546875 1.671875 -3.828125 1.671875q-2.5625 0 -4.25 -2.046875q-1.6875 -2.0625 -1.6875 -5.359375q0 -2.25 0.875 -4.0q0.859375 -1.765625 2.390625 -2.71875q1.53125 -0.96875 3.328125 -0.96875l0 2.890625q-1.96875 0 -3.09375 1.265625q-1.140625 1.25 -1.140625 3.53125q0 2.125 0.9375 3.3125q0.9375 1.1875 2.59375 1.1875q1.34375 0 2.265625 -1.125q0.921875 -1.125 1.6875 -3.84375q0.75 -2.71875 1.671875 -4.25q0.921875 -1.53125 2.15625 -2.265625q1.21875 -0.75 2.890625 -0.75q2.640625 0 4.234375 2.0625q1.59375 2.0625 1.59375 5.515625q0 2.25 -0.859375 4.203125q-0.859375 1.9375 -2.359375 3.0q-1.5 1.046875 -3.390625 1.046875l0 -2.890625q1.96875 0 3.125 -1.453125q1.140625 -1.453125 1.140625 -3.90625q0 -2.265625 -0.921875 -3.46875q-0.9375 -1.21875 -2.53125 -1.21875q-1.609375 0 -2.484375 1.125q-0.875 1.109375 -1.734375 4.0625z" fill-rule="nonzero"/><path fill="#000000" fill-opacity="0.0" d="m747.30707 460.9685l0 -209.85828l48.252014 0l0 209.85828z" fill-rule="evenodd"/><path fill="#ffffff" d="m776.68555 422.6381l0 9.125l5.6875 2.046875l0 2.96875l-21.796875 -8.3125l0 -2.515625l21.796875 -8.34375l0 2.953125l-5.6875 2.078125zm-2.359375 8.265625l0 -7.421875l-10.203125 3.71875l10.203125 3.703125zm8.046875 -18.810913l0 2.78125l-23.0 0l0 -2.78125l23.0 0zm-7.921875 -18.14264q3.71875 0 5.96875 1.71875q2.25 1.703125 2.25 4.578125q0 3.0625 -2.171875 4.734375l1.875 0.140625l0 2.546875l-23.0 0l0 -2.765625l8.578125 0q-2.078125 -1.6875 -2.078125 -4.625q0 -2.953125 2.234375 -4.640625q2.234375 -1.6875 6.109375 -1.6875l0.234375 0zm-0.3125 2.78125q-2.828125 0 -4.359375 1.09375q-1.546875 1.078125 -1.546875 3.140625q0 2.734375 2.546875 3.9375l7.0 0q2.546875 -1.28125 2.546875 -3.96875q0 -2.0 -1.546875 -3.09375q-1.546875 -1.109375 -4.640625 -1.109375zm8.234375 -9.277374l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm16.203125 -16.86139q-1.125 0 -1.734375 0.859375q-0.625 0.84375 -1.078125 2.953125q-0.453125 2.09375 -1.078125 3.328125q-0.625 1.234375 -1.484375 1.828125q-0.875 0.59375 -2.078125 0.59375q-1.984375 0 -3.359375 -1.6875q-1.390625 -1.6875 -1.390625 -4.3125q0 -2.75 1.421875 -4.453125q1.421875 -1.71875 3.640625 -1.71875l0 2.78125q-1.140625 0 -1.953125 0.96875q-0.828125 0.953125 -0.828125 2.421875q0 1.515625 0.65625 2.375q0.65625 0.84375 1.71875 0.84375q1.0 0 1.515625 -0.78125q0.515625 -0.796875 0.984375 -2.875q0.453125 -2.078125 1.09375 -3.359375q0.640625 -1.28125 1.546875 -1.90625q0.90625 -0.625 2.21875 -0.625q2.171875 0 3.484375 1.734375q1.296875 1.734375 1.296875 4.515625q0 1.9375 -0.6875 3.4375q-0.6875 1.5 -1.921875 2.34375q-1.234375 0.84375 -2.671875 0.84375l0 -2.765625q1.390625 -0.078125 2.21875 -1.109375q0.8125 -1.046875 0.8125 -2.75q0 -1.578125 -0.640625 -2.53125q-0.640625 -0.953125 -1.703125 -0.953125zm-7.390625 -21.896362l0 -6.078125l2.609375 0l0 6.078125l6.890625 0l0 2.78125l-6.890625 0l0 6.078125l-2.609375 0l0 -6.078125l-6.359375 0l0 -2.78125l6.359375 0zm4.765625 -33.49933q3.46875 0.40625 5.34375 2.5625q1.875 2.140625 1.875 5.703125q0 3.859375 -2.765625 6.1875q-2.765625 2.328125 -7.40625 2.328125l-2.09375 0q-3.046875 0 -5.34375 -1.078125q-2.3125 -1.09375 -3.546875 -3.078125q-1.234375 -2.0 -1.234375 -4.609375q0 -3.484375 1.9375 -5.578125q1.9375 -2.09375 5.359375 -2.4375l0 2.890625q-2.59375 0.375 -3.765625 1.625q-1.171875 1.25 -1.171875 3.5q0 2.75 2.046875 4.3125q2.03125 1.5625 5.78125 1.5625l2.109375 0q3.5625 0 5.65625 -1.484375q2.09375 -1.484375 2.09375 -4.140625q0 -2.390625 -1.078125 -3.671875q-1.09375 -1.28125 -3.796875 -1.703125l0 -2.890625zm-6.796875 -11.312866q-0.09375 0.625 -0.09375 1.359375q0 2.71875 2.3125 3.703125l11.5 0l0 2.765625l-16.203125 0l0 -2.703125l1.875 -0.03125q-2.171875 -1.375 -2.171875 -3.875q0 -0.796875 0.21875 -1.21875l2.5625 0zm13.71875 -12.545319q-0.484375 0.234375 -1.703125 0.390625q2.0 1.921875 2.0 4.609375q0 2.390625 -1.34375 3.9375q-1.359375 1.53125 -3.4375 1.53125q-2.53125 0 -3.921875 -1.921875q-1.40625 -1.9375 -1.40625 -5.421875l0 -2.6875l-1.28125 0q-1.453125 0 -2.3125 0.875q-0.859375 0.859375 -0.859375 2.546875q0 1.484375 0.75 2.484375q0.75 1.0 1.8125 1.0l0 2.796875q-1.21875 0 -2.34375 -0.859375q-1.125 -0.875 -1.78125 -2.34375q-0.671875 -1.46875 -0.671875 -3.234375q0 -2.8125 1.40625 -4.390625q1.390625 -1.59375 3.859375 -1.65625l7.453125 0q2.21875 0 3.546875 -0.5625l0.234375 0l0 2.90625zm-2.109375 4.59375q0 -1.296875 -0.671875 -2.46875q-0.671875 -1.171875 -1.75 -1.6875l-3.328125 0l0 2.171875q0 5.078125 2.984375 5.078125q1.296875 0 2.03125 -0.859375q0.734375 -0.875 0.734375 -2.234375zm2.109375 -14.2846985l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm20.5 -10.439514l0 2.78125l-23.0 0l0 -2.78125l23.0 0z" fill-rule="nonzero"/><path fill="#000000" fill-opacity="0.0" d="m827.30707 452.9685l0 -314.6457l48.252014 0l0 314.6457z" fill-rule="evenodd"/><path fill="#ffffff" d="m856.68555 425.2334l0 9.125l5.6875 2.046875l0 2.96875l-21.796875 -8.3125l0 -2.515625l21.796875 -8.34375l0 2.953125l-5.6875 2.078125zm-2.359375 8.265625l0 -7.421875l-10.203125 3.71875l10.203125 3.703125zm8.046875 -18.810913l0 2.78125l-23.0 0l0 -2.78125l23.0 0zm-7.921875 -18.14264q3.71875 0 5.96875 1.71875q2.25 1.703125 2.25 4.578125q0 3.0625 -2.171875 4.734375l1.875 0.140625l0 2.546875l-23.0 0l0 -2.765625l8.578125 0q-2.078125 -1.6875 -2.078125 -4.625q0 -2.953125 2.234375 -4.640625q2.234375 -1.6875 6.109375 -1.6875l0.234375 0zm-0.3125 2.78125q-2.828125 0 -4.359375 1.09375q-1.546875 1.078125 -1.546875 3.140625q0 2.734375 2.546875 3.9375l7.0 0q2.546875 -1.28125 2.546875 -3.96875q0 -2.0 -1.546875 -3.09375q-1.546875 -1.109375 -4.640625 -1.109375zm8.234375 -9.277374l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm16.203125 -16.86139q-1.125 0 -1.734375 0.859375q-0.625 0.84375 -1.078125 2.953125q-0.453125 2.09375 -1.078125 3.328125q-0.625 1.234375 -1.484375 1.828125q-0.875 0.59375 -2.078125 0.59375q-1.984375 0 -3.359375 -1.6875q-1.390625 -1.6875 -1.390625 -4.3125q0 -2.75 1.421875 -4.453125q1.421875 -1.71875 3.640625 -1.71875l0 2.78125q-1.140625 0 -1.953125 0.96875q-0.828125 0.953125 -0.828125 2.421875q0 1.515625 0.65625 2.375q0.65625 0.84375 1.71875 0.84375q1.0 0 1.515625 -0.78125q0.515625 -0.796875 0.984375 -2.875q0.453125 -2.078125 1.09375 -3.359375q0.640625 -1.28125 1.546875 -1.90625q0.90625 -0.625 2.21875 -0.625q2.171875 0 3.484375 1.734375q1.296875 1.734375 1.296875 4.515625q0 1.9375 -0.6875 3.4375q-0.6875 1.5 -1.921875 2.34375q-1.234375 0.84375 -2.671875 0.84375l0 -2.765625q1.390625 -0.078125 2.21875 -1.109375q0.8125 -1.046875 0.8125 -2.75q0 -1.578125 -0.640625 -2.53125q-0.640625 -0.953125 -1.703125 -0.953125zm-7.390625 -21.896362l0 -6.078125l2.609375 0l0 6.078125l6.890625 0l0 2.78125l-6.890625 0l0 6.078125l-2.609375 0l0 -6.078125l-6.359375 0l0 -2.78125l6.359375 0zm4.765625 -33.49933q3.46875 0.40625 5.34375 2.5625q1.875 2.140625 1.875 5.703125q0 3.859375 -2.765625 6.1875q-2.765625 2.328125 -7.40625 2.328125l-2.09375 0q-3.046875 0 -5.34375 -1.078125q-2.3125 -1.09375 -3.546875 -3.078125q-1.234375 -2.0 -1.234375 -4.609375q0 -3.484375 1.9375 -5.578125q1.9375 -2.09375 5.359375 -2.4375l0 2.890625q-2.59375 0.375 -3.765625 1.625q-1.171875 1.25 -1.171875 3.5q0 2.75 2.046875 4.3125q2.03125 1.5625 5.78125 1.5625l2.109375 0q3.5625 0 5.65625 -1.484375q2.09375 -1.484375 2.09375 -4.140625q0 -2.390625 -1.078125 -3.671875q-1.09375 -1.28125 -3.796875 -1.703125l0 -2.890625zm-6.796875 -11.312866q-0.09375 0.625 -0.09375 1.359375q0 2.71875 2.3125 3.703125l11.5 0l0 2.765625l-16.203125 0l0 -2.703125l1.875 -0.03125q-2.171875 -1.375 -2.171875 -3.875q0 -0.796875 0.21875 -1.21875l2.5625 0zm13.71875 -12.545319q-0.484375 0.234375 -1.703125 0.390625q2.0 1.921875 2.0 4.609375q0 2.390625 -1.34375 3.9375q-1.359375 1.53125 -3.4375 1.53125q-2.53125 0 -3.921875 -1.921875q-1.40625 -1.9375 -1.40625 -5.421875l0 -2.6875l-1.28125 0q-1.453125 0 -2.3125 0.875q-0.859375 0.859375 -0.859375 2.546875q0 1.484375 0.75 2.484375q0.75 1.0 1.8125 1.0l0 2.796875q-1.21875 0 -2.34375 -0.859375q-1.125 -0.875 -1.78125 -2.34375q-0.671875 -1.46875 -0.671875 -3.234375q0 -2.8125 1.40625 -4.390625q1.390625 -1.59375 3.859375 -1.65625l7.453125 0q2.21875 0 3.546875 -0.5625l0.234375 0l0 2.90625zm-2.109375 4.59375q0 -1.296875 -0.671875 -2.46875q-0.671875 -1.171875 -1.75 -1.6875l-3.328125 0l0 2.171875q0 5.078125 2.984375 5.078125q1.296875 0 2.03125 -0.859375q0.734375 -0.875 0.734375 -2.234375zm2.109375 -14.2846985l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm20.5 -10.439514l0 2.78125l-23.0 0l0 -2.78125l23.0 0zm-11.6875 -19.950623l0 -6.078125l2.609375 0l0 6.078125l6.890625 0l0 2.78125l-6.890625 0l0 6.078125l-2.609375 0l0 -6.078125l-6.359375 0l0 -2.78125l6.359375 0zm11.6875 -34.21808l0 2.890625l-16.796875 10.96875l16.796875 0l0 2.890625l-21.796875 0l0 -2.890625l16.875 -11.0l-16.875 0l0 -2.859375l21.796875 0zm-8.25 -3.9326782q-2.375 0 -4.28125 -0.9375q-1.90625 -0.9375 -2.9375 -2.609375q-1.03125 -1.671875 -1.03125 -3.8125q0 -3.296875 2.296875 -5.34375q2.28125 -2.046875 6.09375 -2.046875l0.1875 0q2.375 0 4.25 0.90625q1.875 0.90625 2.921875 2.59375q1.046875 1.6875 1.046875 3.875q0 3.28125 -2.28125 5.328125q-2.296875 2.046875 -6.0625 2.046875l-0.203125 0zm0.328125 -2.78125q2.703125 0 4.34375 -1.25q1.625 -1.25 1.625 -3.34375q0 -2.125 -1.65625 -3.359375q-1.65625 -1.25 -4.640625 -1.25q-2.65625 0 -4.3125 1.265625q-1.65625 1.265625 -1.65625 3.359375q0 2.0625 1.640625 3.328125q1.625 1.25 4.65625 1.25zm-2.265625 -32.639893q3.203125 0 5.59375 1.078125q2.375 1.078125 3.640625 3.0625q1.25 1.96875 1.25 4.609375q0 2.5625 -1.265625 4.5625q-1.265625 1.984375 -3.609375 3.09375q-2.34375 1.09375 -5.421875 1.125l-1.578125 0q-3.140625 0 -5.546875 -1.09375q-2.40625 -1.09375 -3.6875 -3.09375q-1.28125 -2.0 -1.28125 -4.5625q0 -2.625 1.265625 -4.625q1.265625 -2.0 3.671875 -3.078125q2.390625 -1.078125 5.578125 -1.078125l1.390625 0zm-1.40625 2.859375q-3.890625 0 -5.953125 1.5625q-2.078125 1.546875 -2.078125 4.359375q0 2.71875 2.078125 4.28125q2.0625 1.5625 5.75 1.609375l1.609375 0q3.75 0 5.90625 -1.578125q2.140625 -1.578125 2.140625 -4.34375q0 -2.796875 -2.03125 -4.3125q-2.03125 -1.53125 -5.8125 -1.578125l-1.609375 0zm3.671875 -20.451172q3.71875 0 5.96875 1.71875q2.25 1.703125 2.25 4.578125q0 3.0625 -2.171875 4.734375l1.875 0.140625l0 2.546875l-23.0 0l0 -2.765625l8.578125 0q-2.078125 -1.6875 -2.078125 -4.625q0 -2.953125 2.234375 -4.640625q2.234375 -1.6875 6.109375 -1.6875l0.234375 0zm-0.3125 2.78125q-2.828125 0 -4.359375 1.09375q-1.546875 1.078125 -1.546875 3.140625q0 2.734375 2.546875 3.9375l7.0 0q2.546875 -1.28125 2.546875 -3.96875q0 -2.0 -1.546875 -3.09375q-1.546875 -1.109375 -4.640625 -1.109375zm3.9375 -15.699249q-1.125 0 -1.734375 0.859375q-0.625 0.84375 -1.078125 2.953125q-0.453125 2.09375 -1.078125 3.328125q-0.625 1.234375 -1.484375 1.828125q-0.875 0.59375 -2.078125 0.59375q-1.984375 0 -3.359375 -1.6875q-1.390625 -1.6875 -1.390625 -4.3125q0 -2.75 1.421875 -4.453125q1.421875 -1.71875 3.640625 -1.71875l0 2.78125q-1.140625 0 -1.953125 0.96875q-0.828125 0.953125 -0.828125 2.421875q0 1.515625 0.65625 2.375q0.65625 0.84375 1.71875 0.84375q1.0 0 1.515625 -0.78125q0.515625 -0.796875 0.984375 -2.875q0.453125 -2.078125 1.09375 -3.359375q0.640625 -1.28125 1.546875 -1.90625q0.90625 -0.625 2.21875 -0.625q2.171875 0 3.484375 1.734375q1.296875 1.734375 1.296875 4.515625q0 1.9375 -0.6875 3.4375q-0.6875 1.5 -1.921875 2.34375q-1.234375 0.84375 -2.671875 0.84375l0 -2.765625q1.390625 -0.078125 2.21875 -1.109375q0.8125 -1.046875 0.8125 -2.75q0 -1.578125 -0.640625 -2.53125q-0.640625 -0.953125 -1.703125 -0.953125z" fill-rule="nonzero"/></g></svg>
\ No newline at end of file
+<svg version="1.1" viewBox="0.0 0.0 960.0 540.0" fill="none" stroke="none" stroke-linecap="square" stroke-miterlimit="10" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg"><clipPath id="g401bb40042_0_9.0"><path d="m0 0l960.0 0l0 540.0l-960.0 0l0 -540.0z" clip-rule="nonzero"/></clipPath><g clip-path="url(#g401bb40042_0_9.0)"><path fill="#ffffff" d="m0 0l960.0 0l0 540.0l-960.0 0z" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m16.0 16.0l921.1077 0l0 508.00006l-921.1077 0z" fill-rule="evenodd"/><g transform="matrix(0.7675897637795276 0.0 0.0 0.684636220472441 16.0 16.0)"><clipPath id="g401bb40042_0_9.1"><path d="m0 0l1200.0 0l0 742.0l-1200.0 0z" clip-rule="evenodd"/></clipPath><image clip-path="url(#g401bb40042_0_9.1)" fill="#000" width="1200.0" height="742.0" x="0.0" y="0.0" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/></g><path fill="#000000" fill-opacity="0.0" d="m298.00787 486.6063l275.74805 0l0 48.251984l-275.74805 0z" fill-rule="evenodd"/><path fill="#000000" d="m327.13287 526.3263l-3.015625 0l-11.453125 -17.53125l0 17.53125l-3.015625 0l0 -22.75l3.015625 0l11.484375 17.609375l0 -17.609375l2.984375 0l0 22.75zm15.3125 -1.671875q-1.6875 1.984375 -4.953125 1.984375q-2.703125 0 -4.125 -1.5625q-1.40625 -1.578125 -1.421875 -4.65625l0 -11.0l2.890625 0l0 10.921875q0 3.84375 3.125 3.84375q3.3125 0 4.40625 -2.46875l0 -12.296875l2.890625 0l0 16.90625l-2.75 0l-0.0625 -1.671875zm9.921875 -15.234375l0.078125 1.875q1.859375 -2.1875 5.015625 -2.1875q3.546875 0 4.828125 2.71875q0.84375 -1.21875 2.1875 -1.96875q1.359375 -0.75 3.203125 -0.75q5.5625 0 5.65625 5.890625l0 11.328125l-2.890625 0l0 -11.15625q0 -1.8125 -0.828125 -2.703125q-0.828125 -0.90625 -2.78125 -0.90625q-1.609375 0 -2.671875 0.96875q-1.0625 0.953125 -1.234375 2.578125l0 11.21875l-2.90625 0l0 -11.078125q0 -3.6875 -3.609375 -3.6875q-2.84375 0 -3.890625 2.421875l0 12.34375l-2.890625 0l0 -16.90625l2.734375 0zm39.640625 8.640625q0 3.875 -1.78125 6.234375q-1.78125 2.34375 -4.78125 2.34375q-3.203125 0 -4.953125 -2.265625l-0.140625 1.953125l-2.65625 0l0 -24.0l2.890625 0l0 8.953125q1.75 -2.171875 4.828125 -2.171875q3.078125 0 4.828125 2.328125q1.765625 2.328125 1.765625 6.375l0 0.25zm-2.890625 -0.328125q0 -2.953125 -1.140625 -4.5625q-1.140625 -1.609375 -3.28125 -1.609375q-2.859375 0 -4.109375 2.65625l0 7.3125q1.328125 2.65625 4.140625 2.65625q2.078125 0 3.234375 -1.609375q1.15625 -1.609375 1.15625 -4.84375zm13.546875 8.90625q-3.4375 0 -5.59375 -2.25q-2.15625 -2.265625 -2.15625 -6.046875l0 -0.53125q0 -2.515625 0.953125 -4.484375q0.96875 -1.984375 2.6875 -3.09375q1.734375 -1.125 3.75 -1.125q3.296875 0 5.125 2.171875q1.828125 2.171875 1.828125 6.21875l0 1.203125l-11.453125 0q0.0625 2.5 1.453125 4.046875q1.40625 1.53125 3.5625 1.53125q1.53125 0 2.59375 -0.625q1.0625 -0.625 1.859375 -1.65625l1.765625 1.375q-2.125 3.265625 -6.375 3.265625zm-0.359375 -15.15625q-1.75 0 -2.9375 1.28125q-1.1875 1.265625 -1.46875 3.5625l8.46875 0l0 -0.21875q-0.125 -2.203125 -1.1875 -3.40625q-1.0625 -1.21875 -2.875 -1.21875zm18.46875 0.53125q-0.65625 -0.109375 -1.421875 -0.109375q-2.84375 0 -3.859375 2.421875l0 12.0l-2.890625 0l0 -16.90625l2.8125 0l0.046875 1.953125q1.421875 -2.265625 4.03125 -2.265625q0.84375 0 1.28125 0.21875l0 2.6875zm9.8125 5.703125q0 -2.484375 0.96875 -4.46875q0.984375 -1.984375 2.71875 -3.0625q1.75 -1.078125 3.984375 -1.078125q3.453125 0 5.578125 2.390625q2.140625 2.390625 2.140625 6.359375l0 0.203125q0 2.46875 -0.953125 4.4375q-0.9375 1.953125 -2.703125 3.046875q-1.75 1.09375 -4.03125 1.09375q-3.4375 0 -5.578125 -2.390625q-2.125 -2.390625 -2.125 -6.328125l0 -0.203125zm2.90625 0.34375q0 2.8125 1.296875 4.515625q1.3125 1.703125 3.5 1.703125q2.203125 0 3.5 -1.71875q1.296875 -1.734375 1.296875 -4.84375q0 -2.78125 -1.328125 -4.5q-1.3125 -1.734375 -3.5 -1.734375q-2.140625 0 -3.453125 1.703125q-1.3125 1.703125 -1.3125 4.875zm17.53125 8.265625l0 -14.671875l-2.671875 0l0 -2.234375l2.671875 0l0 -1.734375q0 -2.71875 1.453125 -4.203125q1.453125 -1.484375 4.109375 -1.484375q1.0 0 1.984375 0.265625l-0.15625 2.34375q-0.734375 -0.140625 -1.5625 -0.140625q-1.40625 0 -2.171875 0.828125q-0.765625 0.8125 -0.765625 2.34375l0 1.78125l3.609375 0l0 2.234375l-3.609375 0l0 14.671875l-2.890625 0zm24.390625 -2.046875q1.546875 0 2.703125 -0.9375q1.15625 -0.9375 1.28125 -2.34375l2.734375 0q-0.078125 1.453125 -1.0 2.765625q-0.921875 1.3125 -2.46875 2.09375q-1.53125 0.78125 -3.25 0.78125q-3.453125 0 -5.5 -2.296875q-2.03125 -2.3125 -2.03125 -6.3125l0 -0.484375q0 -2.46875 0.90625 -4.390625q0.90625 -1.921875 2.59375 -2.984375q1.703125 -1.0625 4.015625 -1.0625q2.84375 0 4.71875 1.703125q1.890625 1.703125 2.015625 4.421875l-2.734375 0q-0.125 -1.640625 -1.25 -2.6875q-1.109375 -1.0625 -2.75 -1.0625q-2.203125 0 -3.421875 1.59375q-1.203125 1.578125 -1.203125 4.578125l0 0.546875q0 2.921875 1.203125 4.5q1.203125 1.578125 3.4375 1.578125zm9.203125 -6.5625q0 -2.484375 0.96875 -4.46875q0.984375 -1.984375 2.71875 -3.0625q1.75 -1.078125 3.984375 -1.078125q3.453125 0 5.578125 2.390625q2.140625 2.390625 2.140625 6.359375l0 0.203125q0 2.46875 -0.953125 4.4375q-0.9375 1.953125 -2.703125 3.046875q-1.75 1.09375 -4.03125 1.09375q-3.4375 0 -5.578125 -2.390625q-2.125 -2.390625 -2.125 -6.328125l0 -0.203125zm2.90625 0.34375q0 2.8125 1.296875 4.515625q1.3125 1.703125 3.5 1.703125q2.203125 0 3.5 -1.71875q1.296875 -1.734375 1.296875 -4.84375q0 -2.78125 -1.328125 -4.5q-1.3125 -1.734375 -3.5 -1.734375q-2.140625 0 -3.453125 1.703125q-1.3125 1.703125 -1.3125 4.875zm24.28125 -6.046875q-0.65625 -0.109375 -1.421875 -0.109375q-2.84375 0 -3.859375 2.421875l0 12.0l-2.890625 0l0 -16.90625l2.8125 0l0.046875 1.953125q1.421875 -2.265625 4.03125 -2.265625q0.84375 0 1.28125 0.21875l0 2.6875zm9.671875 14.625q-3.4375 0 -5.59375 -2.25q-2.15625 -2.265625 -2.15625 -6.046875l0 -0.53125q0 -2.515625 0.953125 -4.484375q0.96875 -1.984375 2.6875 -3.09375q1.734375 -1.125 3.75 -1.125q3.296875 0 5.125 2.171875q1.828125 2.171875 1.828125 6.21875l0 1.203125l-11.453125 0q0.0625 2.5 1.453125 4.046875q1.40625 1.53125 3.5625 1.53125q1.53125 0 2.59375 -0.625q1.0625 -0.625 1.859375 -1.65625l1.765625 1.375q-2.125 3.265625 -6.375 3.265625zm-0.359375 -15.15625q-1.75 0 -2.9375 1.28125q-1.1875 1.265625 -1.46875 3.5625l8.46875 0l0 -0.21875q-0.125 -2.203125 -1.1875 -3.40625q-1.0625 -1.21875 -2.875 -1.21875zm20.140625 10.359375q0 -1.171875 -0.890625 -1.8125q-0.875 -0.65625 -3.078125 -1.125q-2.1875 -0.46875 -3.484375 -1.125q-1.28125 -0.65625 -1.90625 -1.5625q-0.609375 -0.90625 -0.609375 -2.15625q0 -2.078125 1.75 -3.515625q1.765625 -1.4375 4.5 -1.4375q2.875 0 4.65625 1.484375q1.796875 1.484375 1.796875 3.796875l-2.90625 0q0 -1.1875 -1.015625 -2.046875q-1.0 -0.859375 -2.53125 -0.859375q-1.578125 0 -2.46875 0.6875q-0.890625 0.6875 -0.890625 1.796875q0 1.046875 0.828125 1.578125q0.828125 0.53125 2.984375 1.015625q2.171875 0.484375 3.515625 1.15625q1.34375 0.671875 1.984375 1.625q0.65625 0.9375 0.65625 2.296875q0 2.265625 -1.8125 3.640625q-1.8125 1.359375 -4.703125 1.359375q-2.03125 0 -3.59375 -0.71875q-1.5625 -0.71875 -2.453125 -2.0q-0.875 -1.296875 -0.875 -2.796875l2.890625 0q0.078125 1.453125 1.15625 2.3125q1.09375 0.84375 2.875 0.84375q1.640625 0 2.625 -0.65625q1.0 -0.671875 1.0 -1.78125z" fill-rule="nonzero"/><path fill="#000000" fill-opacity="0.0" d="m667.30707 452.9685l0 -209.85828l48.252014 0l0 209.85828z" fill-rule="evenodd"/><path fill="#ffffff" d="m696.68555 422.24228l0 9.125l5.6875 2.046875l0 2.96875l-21.796875 -8.3125l0 -2.515625l21.796875 -8.34375l0 2.953125l-5.6875 2.078125zm-2.359375 8.265625l0 -7.421875l-10.203125 3.71875l10.203125 3.703125zm8.046875 -18.810913l0 2.78125l-23.0 0l0 -2.78125l23.0 0zm-7.921875 -18.14264q3.71875 0 5.96875 1.71875q2.25 1.703125 2.25 4.578125q0 3.0625 -2.171875 4.734375l1.875 0.140625l0 2.546875l-23.0 0l0 -2.765625l8.578125 0q-2.078125 -1.6875 -2.078125 -4.625q0 -2.953125 2.234375 -4.640625q2.234375 -1.6875 6.109375 -1.6875l0.234375 0zm-0.3125 2.78125q-2.828125 0 -4.359375 1.09375q-1.546875 1.078125 -1.546875 3.140625q0 2.734375 2.546875 3.9375l7.0 0q2.546875 -1.28125 2.546875 -3.96875q0 -2.0 -1.546875 -3.09375q-1.546875 -1.109375 -4.640625 -1.109375zm8.234375 -9.277374l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm16.203125 -16.86139q-1.125 0 -1.734375 0.859375q-0.625 0.84375 -1.078125 2.953125q-0.453125 2.09375 -1.078125 3.328125q-0.625 1.234375 -1.484375 1.828125q-0.875 0.59375 -2.078125 0.59375q-1.984375 0 -3.359375 -1.6875q-1.390625 -1.6875 -1.390625 -4.3125q0 -2.75 1.421875 -4.453125q1.421875 -1.71875 3.640625 -1.71875l0 2.78125q-1.140625 0 -1.953125 0.96875q-0.828125 0.953125 -0.828125 2.421875q0 1.515625 0.65625 2.375q0.65625 0.84375 1.71875 0.84375q1.0 0 1.515625 -0.78125q0.515625 -0.796875 0.984375 -2.875q0.453125 -2.078125 1.09375 -3.359375q0.640625 -1.28125 1.546875 -1.90625q0.90625 -0.625 2.21875 -0.625q2.171875 0 3.484375 1.734375q1.296875 1.734375 1.296875 4.515625q0 1.9375 -0.6875 3.4375q-0.6875 1.5 -1.921875 2.34375q-1.234375 0.84375 -2.671875 0.84375l0 -2.765625q1.390625 -0.078125 2.21875 -1.109375q0.8125 -1.046875 0.8125 -2.75q0 -1.578125 -0.640625 -2.53125q-0.640625 -0.953125 -1.703125 -0.953125zm-7.390625 -21.896362l0 -6.078125l2.609375 0l0 6.078125l6.890625 0l0 2.78125l-6.890625 0l0 6.078125l-2.609375 0l0 -6.078125l-6.359375 0l0 -2.78125l6.359375 0zm11.6875 -34.21808l0 2.890625l-10.078125 0l0 10.984375l10.078125 0l0 2.875l-21.796875 0l0 -2.875l9.375 0l0 -10.984375l-9.375 0l0 -2.890625l21.796875 0zm0 -5.104553l-21.796875 0l0 -6.15625q0 -2.84375 1.265625 -5.015625q1.25 -2.1875 3.578125 -3.375q2.3125 -1.203125 5.328125 -1.21875l1.390625 0q3.078125 0 5.40625 1.203125q2.3125 1.1875 3.5625 3.390625q1.234375 2.203125 1.265625 5.140625l0 6.03125zm-19.421875 -2.875l17.078125 0l0 -3.015625q0 -3.328125 -2.0625 -5.171875q-2.078125 -1.859375 -5.890625 -1.859375l-1.28125 0q-3.703125 0 -5.765625 1.75q-2.0625 1.75 -2.078125 4.953125l0 3.34375zm9.796875 -29.243805l0 9.140625l9.625 0l0 2.875l-21.796875 0l0 -13.5l2.375 0l0 10.625l7.453125 0l0 -9.140625l2.34375 0zm-0.09375 -11.351013q-1.0625 3.703125 -2.609375 5.390625q-1.546875 1.671875 -3.828125 1.671875q-2.5625 0 -4.25 -2.046875q-1.6875 -2.0625 -1.6875 -5.359375q0 -2.25 0.875 -4.0q0.859375 -1.765625 2.390625 -2.71875q1.53125 -0.96875 3.328125 -0.96875l0 2.890625q-1.96875 0 -3.09375 1.265625q-1.140625 1.25 -1.140625 3.53125q0 2.125 0.9375 3.3125q0.9375 1.1875 2.59375 1.1875q1.34375 0 2.265625 -1.125q0.921875 -1.125 1.6875 -3.84375q0.75 -2.71875 1.671875 -4.25q0.921875 -1.53125 2.15625 -2.265625q1.21875 -0.75 2.890625 -0.75q2.640625 0 4.234375 2.0625q1.59375 2.0625 1.59375 5.515625q0 2.25 -0.859375 4.203125q-0.859375 1.9375 -2.359375 3.0q-1.5 1.046875 -3.390625 1.046875l0 -2.890625q1.96875 0 3.125 -1.453125q1.140625 -1.453125 1.140625 -3.90625q0 -2.265625 -0.921875 -3.46875q-0.9375 -1.21875 -2.53125 -1.21875q-1.609375 0 -2.484375 1.125q-0.875 1.109375 -1.734375 4.0625z" fill-rule="nonzero"/><path fill="#000000" fill-opacity="0.0" d="m747.30707 460.9685l0 -209.85828l48.252014 0l0 209.85828z" fill-rule="evenodd"/><path fill="#ffffff" d="m776.68555 422.6381l0 9.125l5.6875 2.046875l0 2.96875l-21.796875 -8.3125l0 -2.515625l21.796875 -8.34375l0 2.953125l-5.6875 2.078125zm-2.359375 8.265625l0 -7.421875l-10.203125 3.71875l10.203125 3.703125zm8.046875 -18.810913l0 2.78125l-23.0 0l0 -2.78125l23.0 0zm-7.921875 -18.14264q3.71875 0 5.96875 1.71875q2.25 1.703125 2.25 4.578125q0 3.0625 -2.171875 4.734375l1.875 0.140625l0 2.546875l-23.0 0l0 -2.765625l8.578125 0q-2.078125 -1.6875 -2.078125 -4.625q0 -2.953125 2.234375 -4.640625q2.234375 -1.6875 6.109375 -1.6875l0.234375 0zm-0.3125 2.78125q-2.828125 0 -4.359375 1.09375q-1.546875 1.078125 -1.546875 3.140625q0 2.734375 2.546875 3.9375l7.0 0q2.546875 -1.28125 2.546875 -3.96875q0 -2.0 -1.546875 -3.09375q-1.546875 -1.109375 -4.640625 -1.109375zm8.234375 -9.277374l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm16.203125 -16.86139q-1.125 0 -1.734375 0.859375q-0.625 0.84375 -1.078125 2.953125q-0.453125 2.09375 -1.078125 3.328125q-0.625 1.234375 -1.484375 1.828125q-0.875 0.59375 -2.078125 0.59375q-1.984375 0 -3.359375 -1.6875q-1.390625 -1.6875 -1.390625 -4.3125q0 -2.75 1.421875 -4.453125q1.421875 -1.71875 3.640625 -1.71875l0 2.78125q-1.140625 0 -1.953125 0.96875q-0.828125 0.953125 -0.828125 2.421875q0 1.515625 0.65625 2.375q0.65625 0.84375 1.71875 0.84375q1.0 0 1.515625 -0.78125q0.515625 -0.796875 0.984375 -2.875q0.453125 -2.078125 1.09375 -3.359375q0.640625 -1.28125 1.546875 -1.90625q0.90625 -0.625 2.21875 -0.625q2.171875 0 3.484375 1.734375q1.296875 1.734375 1.296875 4.515625q0 1.9375 -0.6875 3.4375q-0.6875 1.5 -1.921875 2.34375q-1.234375 0.84375 -2.671875 0.84375l0 -2.765625q1.390625 -0.078125 2.21875 -1.109375q0.8125 -1.046875 0.8125 -2.75q0 -1.578125 -0.640625 -2.53125q-0.640625 -0.953125 -1.703125 -0.953125zm-7.390625 -21.896362l0 -6.078125l2.609375 0l0 6.078125l6.890625 0l0 2.78125l-6.890625 0l0 6.078125l-2.609375 0l0 -6.078125l-6.359375 0l0 -2.78125l6.359375 0zm4.765625 -33.49933q3.46875 0.40625 5.34375 2.5625q1.875 2.140625 1.875 5.703125q0 3.859375 -2.765625 6.1875q-2.765625 2.328125 -7.40625 2.328125l-2.09375 0q-3.046875 0 -5.34375 -1.078125q-2.3125 -1.09375 -3.546875 -3.078125q-1.234375 -2.0 -1.234375 -4.609375q0 -3.484375 1.9375 -5.578125q1.9375 -2.09375 5.359375 -2.4375l0 2.890625q-2.59375 0.375 -3.765625 1.625q-1.171875 1.25 -1.171875 3.5q0 2.75 2.046875 4.3125q2.03125 1.5625 5.78125 1.5625l2.109375 0q3.5625 0 5.65625 -1.484375q2.09375 -1.484375 2.09375 -4.140625q0 -2.390625 -1.078125 -3.671875q-1.09375 -1.28125 -3.796875 -1.703125l0 -2.890625zm-6.796875 -11.312866q-0.09375 0.625 -0.09375 1.359375q0 2.71875 2.3125 3.703125l11.5 0l0 2.765625l-16.203125 0l0 -2.703125l1.875 -0.03125q-2.171875 -1.375 -2.171875 -3.875q0 -0.796875 0.21875 -1.21875l2.5625 0zm13.71875 -12.545319q-0.484375 0.234375 -1.703125 0.390625q2.0 1.921875 2.0 4.609375q0 2.390625 -1.34375 3.9375q-1.359375 1.53125 -3.4375 1.53125q-2.53125 0 -3.921875 -1.921875q-1.40625 -1.9375 -1.40625 -5.421875l0 -2.6875l-1.28125 0q-1.453125 0 -2.3125 0.875q-0.859375 0.859375 -0.859375 2.546875q0 1.484375 0.75 2.484375q0.75 1.0 1.8125 1.0l0 2.796875q-1.21875 0 -2.34375 -0.859375q-1.125 -0.875 -1.78125 -2.34375q-0.671875 -1.46875 -0.671875 -3.234375q0 -2.8125 1.40625 -4.390625q1.390625 -1.59375 3.859375 -1.65625l7.453125 0q2.21875 0 3.546875 -0.5625l0.234375 0l0 2.90625zm-2.109375 4.59375q0 -1.296875 -0.671875 -2.46875q-0.671875 -1.171875 -1.75 -1.6875l-3.328125 0l0 2.171875q0 5.078125 2.984375 5.078125q1.296875 0 2.03125 -0.859375q0.734375 -0.875 0.734375 -2.234375zm2.109375 -14.2846985l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm20.5 -10.439514l0 2.78125l-23.0 0l0 -2.78125l23.0 0z" fill-rule="nonzero"/><path fill="#000000" fill-opacity="0.0" d="m827.30707 452.9685l0 -314.6457l48.252014 0l0 314.6457z" fill-rule="evenodd"/><path fill="#ffffff" d="m856.68555 425.2334l0 9.125l5.6875 2.046875l0 2.96875l-21.796875 -8.3125l0 -2.515625l21.796875 -8.34375l0 2.953125l-5.6875 2.078125zm-2.359375 8.265625l0 -7.421875l-10.203125 3.71875l10.203125 3.703125zm8.046875 -18.810913l0 2.78125l-23.0 0l0 -2.78125l23.0 0zm-7.921875 -18.14264q3.71875 0 5.96875 1.71875q2.25 1.703125 2.25 4.578125q0 3.0625 -2.171875 4.734375l1.875 0.140625l0 2.546875l-23.0 0l0 -2.765625l8.578125 0q-2.078125 -1.6875 -2.078125 -4.625q0 -2.953125 2.234375 -4.640625q2.234375 -1.6875 6.109375 -1.6875l0.234375 0zm-0.3125 2.78125q-2.828125 0 -4.359375 1.09375q-1.546875 1.078125 -1.546875 3.140625q0 2.734375 2.546875 3.9375l7.0 0q2.546875 -1.28125 2.546875 -3.96875q0 -2.0 -1.546875 -3.09375q-1.546875 -1.109375 -4.640625 -1.109375zm8.234375 -9.277374l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm16.203125 -16.86139q-1.125 0 -1.734375 0.859375q-0.625 0.84375 -1.078125 2.953125q-0.453125 2.09375 -1.078125 3.328125q-0.625 1.234375 -1.484375 1.828125q-0.875 0.59375 -2.078125 0.59375q-1.984375 0 -3.359375 -1.6875q-1.390625 -1.6875 -1.390625 -4.3125q0 -2.75 1.421875 -4.453125q1.421875 -1.71875 3.640625 -1.71875l0 2.78125q-1.140625 0 -1.953125 0.96875q-0.828125 0.953125 -0.828125 2.421875q0 1.515625 0.65625 2.375q0.65625 0.84375 1.71875 0.84375q1.0 0 1.515625 -0.78125q0.515625 -0.796875 0.984375 -2.875q0.453125 -2.078125 1.09375 -3.359375q0.640625 -1.28125 1.546875 -1.90625q0.90625 -0.625 2.21875 -0.625q2.171875 0 3.484375 1.734375q1.296875 1.734375 1.296875 4.515625q0 1.9375 -0.6875 3.4375q-0.6875 1.5 -1.921875 2.34375q-1.234375 0.84375 -2.671875 0.84375l0 -2.765625q1.390625 -0.078125 2.21875 -1.109375q0.8125 -1.046875 0.8125 -2.75q0 -1.578125 -0.640625 -2.53125q-0.640625 -0.953125 -1.703125 -0.953125zm-7.390625 -21.896362l0 -6.078125l2.609375 0l0 6.078125l6.890625 0l0 2.78125l-6.890625 0l0 6.078125l-2.609375 0l0 -6.078125l-6.359375 0l0 -2.78125l6.359375 0zm4.765625 -33.49933q3.46875 0.40625 5.34375 2.5625q1.875 2.140625 1.875 5.703125q0 3.859375 -2.765625 6.1875q-2.765625 2.328125 -7.40625 2.328125l-2.09375 0q-3.046875 0 -5.34375 -1.078125q-2.3125 -1.09375 -3.546875 -3.078125q-1.234375 -2.0 -1.234375 -4.609375q0 -3.484375 1.9375 -5.578125q1.9375 -2.09375 5.359375 -2.4375l0 2.890625q-2.59375 0.375 -3.765625 1.625q-1.171875 1.25 -1.171875 3.5q0 2.75 2.046875 4.3125q2.03125 1.5625 5.78125 1.5625l2.109375 0q3.5625 0 5.65625 -1.484375q2.09375 -1.484375 2.09375 -4.140625q0 -2.390625 -1.078125 -3.671875q-1.09375 -1.28125 -3.796875 -1.703125l0 -2.890625zm-6.796875 -11.312866q-0.09375 0.625 -0.09375 1.359375q0 2.71875 2.3125 3.703125l11.5 0l0 2.765625l-16.203125 0l0 -2.703125l1.875 -0.03125q-2.171875 -1.375 -2.171875 -3.875q0 -0.796875 0.21875 -1.21875l2.5625 0zm13.71875 -12.545319q-0.484375 0.234375 -1.703125 0.390625q2.0 1.921875 2.0 4.609375q0 2.390625 -1.34375 3.9375q-1.359375 1.53125 -3.4375 1.53125q-2.53125 0 -3.921875 -1.921875q-1.40625 -1.9375 -1.40625 -5.421875l0 -2.6875l-1.28125 0q-1.453125 0 -2.3125 0.875q-0.859375 0.859375 -0.859375 2.546875q0 1.484375 0.75 2.484375q0.75 1.0 1.8125 1.0l0 2.796875q-1.21875 0 -2.34375 -0.859375q-1.125 -0.875 -1.78125 -2.34375q-0.671875 -1.46875 -0.671875 -3.234375q0 -2.8125 1.40625 -4.390625q1.390625 -1.59375 3.859375 -1.65625l7.453125 0q2.21875 0 3.546875 -0.5625l0.234375 0l0 2.90625zm-2.109375 4.59375q0 -1.296875 -0.671875 -2.46875q-0.671875 -1.171875 -1.75 -1.6875l-3.328125 0l0 2.171875q0 5.078125 2.984375 5.078125q1.296875 0 2.03125 -0.859375q0.734375 -0.875 0.734375 -2.234375zm2.109375 -14.2846985l0 2.78125l-16.203125 0l0 -2.78125l16.203125 0zm-20.5 3.0q-0.671875 0 -1.125 -0.40625q-0.46875 -0.421875 -0.46875 -1.21875q0 -0.8125 0.46875 -1.234375q0.453125 -0.421875 1.140625 -0.421875q0.671875 0 1.125 0.421875q0.4375 0.421875 0.4375 1.234375q0 0.796875 -0.4375 1.21875q-0.453125 0.40625 -1.140625 0.40625zm20.5 -10.439514l0 2.78125l-23.0 0l0 -2.78125l23.0 0zm-11.6875 -19.950623l0 -6.078125l2.609375 0l0 6.078125l6.890625 0l0 2.78125l-6.890625 0l0 6.078125l-2.609375 0l0 -6.078125l-6.359375 0l0 -2.78125l6.359375 0zm11.6875 -34.21808l0 2.890625l-16.796875 10.96875l16.796875 0l0 2.890625l-21.796875 0l0 -2.890625l16.875 -11.0l-16.875 0l0 -2.859375l21.796875 0zm-8.25 -3.9326782q-2.375 0 -4.28125 -0.9375q-1.90625 -0.9375 -2.9375 -2.609375q-1.03125 -1.671875 -1.03125 -3.8125q0 -3.296875 2.296875 -5.34375q2.28125 -2.046875 6.09375 -2.046875l0.1875 0q2.375 0 4.25 0.90625q1.875 0.90625 2.921875 2.59375q1.046875 1.6875 1.046875 3.875q0 3.28125 -2.28125 5.328125q-2.296875 2.046875 -6.0625 2.046875l-0.203125 0zm0.328125 -2.78125q2.703125 0 4.34375 -1.25q1.625 -1.25 1.625 -3.34375q0 -2.125 -1.65625 -3.359375q-1.65625 -1.25 -4.640625 -1.25q-2.65625 0 -4.3125 1.265625q-1.65625 1.265625 -1.65625 3.359375q0 2.0625 1.640625 3.328125q1.625 1.25 4.65625 1.25zm-2.265625 -32.639893q3.203125 0 5.59375 1.078125q2.375 1.078125 3.640625 3.0625q1.25 1.96875 1.25 4.609375q0 2.5625 -1.265625 4.5625q-1.265625 1.984375 -3.609375 3.09375q-2.34375 1.09375 -5.421875 1.125l-1.578125 0q-3.140625 0 -5.546875 -1.09375q-2.40625 -1.09375 -3.6875 -3.09375q-1.28125 -2.0 -1.28125 -4.5625q0 -2.625 1.265625 -4.625q1.265625 -2.0 3.671875 -3.078125q2.390625 -1.078125 5.578125 -1.078125l1.390625 0zm-1.40625 2.859375q-3.890625 0 -5.953125 1.5625q-2.078125 1.546875 -2.078125 4.359375q0 2.71875 2.078125 4.28125q2.0625 1.5625 5.75 1.609375l1.609375 0q3.75 0 5.90625 -1.578125q2.140625 -1.578125 2.140625 -4.34375q0 -2.796875 -2.03125 -4.3125q-2.03125 -1.53125 -5.8125 -1.578125l-1.609375 0zm3.671875 -20.451172q3.71875 0 5.96875 1.71875q2.25 1.703125 2.25 4.578125q0 3.0625 -2.171875 4.734375l1.875 0.140625l0 2.546875l-23.0 0l0 -2.765625l8.578125 0q-2.078125 -1.6875 -2.078125 -4.625q0 -2.953125 2.234375 -4.640625q2.234375 -1.6875 6.109375 -1.6875l0.234375 0zm-0.3125 2.78125q-2.828125 0 -4.359375 1.09375q-1.546875 1.078125 -1.546875 3.140625q0 2.734375 2.546875 3.9375l7.0 0q2.546875 -1.28125 2.546875 -3.96875q0 -2.0 -1.546875 -3.09375q-1.546875 -1.109375 -4.640625 -1.109375zm3.9375 -15.699249q-1.125 0 -1.734375 0.859375q-0.625 0.84375 -1.078125 2.953125q-0.453125 2.09375 -1.078125 3.328125q-0.625 1.234375 -1.484375 1.828125q-0.875 0.59375 -2.078125 0.59375q-1.984375 0 -3.359375 -1.6875q-1.390625 -1.6875 -1.390625 -4.3125q0 -2.75 1.421875 -4.453125q1.421875 -1.71875 3.640625 -1.71875l0 2.78125q-1.140625 0 -1.953125 0.96875q-0.828125 0.953125 -0.828125 2.421875q0 1.515625 0.65625 2.375q0.65625 0.84375 1.71875 0.84375q1.0 0 1.515625 -0.78125q0.515625 -0.796875 0.984375 -2.875q0.453125 -2.078125 1.09375 -3.359375q0.640625 -1.28125 1.546875 -1.90625q0.90625 -0.625 2.21875 -0.625q2.171875 0 3.484375 1.734375q1.296875 1.734375 1.296875 4.515625q0 1.9375 -0.6875 3.4375q-0.6875 1.5 -1.921875 2.34375q-1.234375 0.84375 -2.671875 0.84375l0 -2.765625q1.390625 -0.078125 2.21875 -1.109375q0.8125 -1.046875 0.8125 -2.75q0 -1.578125 -0.640625 -2.53125q-0.640625 -0.953125 -1.703125 -0.953125z" fill-rule="nonzero"/></g></svg>
\ No newline at end of file
diff --git a/site/img/blog/sql-p1/outline.svg b/site/img/blog/sql-p1/outline.svg
new file mode 100644
index 0000000..10ded7e
--- /dev/null
+++ b/site/img/blog/sql-p1/outline.svg
@@ -0,0 +1 @@
+<svg version="1.1" viewBox="70.0 120.0 890.0 410.0" fill="none" stroke="none" stroke-linecap="square" stroke-miterlimit="10" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg"><clipPath id="g3f921d992e_1_0.0"><path d="m0 0l960.0 0l0 540.0l-960.0 0l0 -540.0z" clip-rule="nonzero"/></clipPath><g clip-path="url(#g3f921d992e_1_0.0)"><path fill="#ffffff" d="m0 0l960.0 0l0 540.0l-960.0 0z" fill-rule="evenodd"/><path fill="#fff2cc" d="m236.15613 212.85564l520.049 0l0 150.42522l-520.049 0z" fill-rule="evenodd"/><path stroke="#434343" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m236.15613 212.85564l520.049 0l0 150.42522l-520.049 0z" fill-rule="evenodd"/><path fill="#990000" d="m539.7121 340.17572l15.248108 -15.248108l15.248108 15.248108l-7.6240845 0l0 16.216461l-15.248108 0l0 -16.216461z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m539.7121 340.17572l15.248108 -15.248108l15.248108 15.248108l-7.6240845 0l0 16.216461l-15.248108 0l0 -16.216461z" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m570.8175 295.5538l169.76129 0l0 62.456696l-169.76129 0z" fill-rule="evenodd"/><path fill="#000000" d="m618.3505 298.63464l-7.984375 0l0 6.96875l9.1875 0l0 1.21875l-10.625 0l0 -17.0625l10.5625 0l0 1.234375l-9.125 0l0 6.421875l7.984375 0l0 1.21875zm5.2460938 -4.5l0.046875 2.171875q0.703125 -1.171875 1.765625 -1.78125q1.078125 -0.625 2.359375 -0.625q2.046875 0 3.03125 1.15625q1.0 1.140625 1.015625 3.4375l0 8.328125l-1.390625 0l0 -8.328125q-0.015625 -1.703125 -0.734375 -2.53125q-0.703125 -0.84375 -2.25 -0.84375q-1.3125 0 -2.3125 0.828125q-1.0 0.8125 -1.484375 2.1875l0 8.6875l-1.390625 0l0 -12.6875l1.34375 0zm16.527344 11.734375q1.46875 0 2.453125 -0.828125q1.0 -0.828125 1.078125 -2.140625l1.34375 0q-0.0625 1.171875 -0.734375 2.125q-0.65625 0.953125 -1.765625 1.5q-1.109375 0.53125 -2.375 0.53125q-2.5 0 -3.953125 -1.734375q-1.453125 -1.734375 -1.453125 -4.671875l0 -0.421875q0 -1.875 0.65625 -3.3125q0.65625 -1.4375 1.875 -2.21875q1.21875 -0.796875 2.859375 -0.796875q2.09375 0 3.4375 1.25q1.359375 1.234375 1.453125 3.265625l-1.34375 0q-0.09375 -1.484375 -1.078125 -2.390625q-0.96875 -0.921875 -2.46875 -0.921875q-1.890625 0 -2.9375 1.375q-1.046875 1.359375 -1.046875 3.84375l0 0.40625q0 2.421875 1.046875 3.78125q1.046875 1.359375 2.953125 1.359375zm6.9101562 -5.578125q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 2.0 -2.28125q1.296875 -0.828125 2.9375 -0.828125q2.53125 0 4.09375 1.78125q1.578125 1.78125 1.578125 4.703125l0 0.296875q0 1.84375 -0.71875 3.3125q-0.703125 1.46875 -2.0 2.265625q-1.28125 0.796875 -2.921875 0.796875q-2.53125 0 -4.109375 -1.765625q-1.5625 -1.78125 -1.5625 -4.71875l0 -0.28125zm1.40625 0.390625q0 2.265625 1.171875 3.734375q1.171875 1.453125 3.09375 1.453125q1.890625 0 3.0625 -1.453125q1.1875 -1.46875 1.1875 -3.859375l0 -0.265625q0 -1.453125 -0.546875 -2.65625q-0.53125 -1.203125 -1.515625 -1.859375q-0.96875 -0.671875 -2.21875 -0.671875q-1.875 0 -3.0625 1.46875q-1.171875 1.46875 -1.171875 3.84375l0 0.265625zm12.238281 -0.3125q0 -2.953125 1.3125 -4.703125q1.328125 -1.765625 3.59375 -1.765625q2.5625 0 3.90625 2.03125l0 -7.109375l1.390625 0l0 18.0l-1.3125 0l-0.046875 -1.6875q-1.359375 1.921875 -3.96875 1.921875q-2.1875 0 -3.53125 -1.765625q-1.34375 -1.765625 -1.34375 -4.765625l0 -0.15625zm1.421875 0.234375q0 2.4375 0.96875 3.84375q0.96875 1.390625 2.75 1.390625q2.578125 0 3.671875 -2.28125l0 -5.953125q-1.09375 -2.484375 -3.65625 -2.484375q-1.765625 0 -2.75 1.390625q-0.984375 1.390625 -0.984375 4.09375zm14.0546875 6.21875l-1.40625 0l0 -12.6875l1.40625 0l0 12.6875zm-1.65625 -16.34375q0 -0.40625 0.25 -0.671875q0.265625 -0.28125 0.703125 -0.28125q0.453125 0 0.71875 0.28125q0.265625 0.265625 0.265625 0.671875q0 0.390625 -0.265625 0.671875q-0.265625 0.265625 -0.71875 0.265625q-0.4375 0 -0.703125 -0.265625q-0.25 -0.28125 -0.25 -0.671875zm6.8007812 3.65625l0.046875 2.171875q0.703125 -1.171875 1.765625 -1.78125q1.078125 -0.625 2.359375 -0.625q2.046875 0 3.03125 1.15625q1.0 1.140625 1.015625 3.4375l0 8.328125l-1.390625 0l0 -8.328125q-0.015625 -1.703125 -0.734375 -2.53125q-0.703125 -0.84375 -2.25 -0.84375q-1.3125 0 -2.3125 0.828125q-1.0 0.8125 -1.484375 2.1875l0 8.6875l-1.390625 0l0 -12.6875l1.34375 0zm11.277344 6.234375q0 -2.984375 1.3125 -4.71875q1.328125 -1.75 3.59375 -1.75q2.578125 0 3.9375 2.0625l0.0625 -1.828125l1.3125 0l0 12.421875q0 2.453125 -1.375 3.875q-1.359375 1.4375 -3.703125 1.4375q-1.328125 0 -2.53125 -0.59375q-1.203125 -0.578125 -1.890625 -1.5625l0.78125 -0.84375q1.484375 1.828125 3.546875 1.828125q1.75 0 2.734375 -1.046875q0.984375 -1.03125 1.015625 -2.875l0 -1.59375q-1.34375 1.875 -3.921875 1.875q-2.203125 0 -3.546875 -1.75q-1.328125 -1.765625 -1.328125 -4.75l0 -0.1875zm1.421875 0.234375q0 2.4375 0.96875 3.84375q0.96875 1.390625 2.75 1.390625q2.578125 0 3.65625 -2.328125l0 -5.890625q-0.484375 -1.21875 -1.421875 -1.859375q-0.921875 -0.640625 -2.21875 -0.640625q-1.765625 0 -2.75 1.390625q-0.984375 1.390625 -0.984375 4.09375z" fill-rule="nonzero"/><path fill="#000000" d="m599.7431 344.49402q-0.28125 2.703125 -1.921875 4.140625q-1.640625 1.421875 -4.359375 1.421875q-1.890625 0 -3.359375 -0.953125q-1.453125 -0.953125 -2.25 -2.6875q-0.796875 -1.734375 -0.8125 -3.984375l0 -2.203125q0 -2.28125 0.796875 -4.03125q0.796875 -1.765625 2.296875 -2.71875q1.5 -0.953125 3.4375 -0.953125q2.75 0 4.328125 1.484375q1.59375 1.484375 1.84375 4.09375l-1.453125 0q-0.53125 -4.34375 -4.71875 -4.34375q-2.3125 0 -3.703125 1.734375q-1.375 1.734375 -1.375 4.78125l0 2.09375q0 2.953125 1.34375 4.71875q1.34375 1.75 3.625 1.75q2.265625 0 3.40625 -1.078125q1.15625 -1.09375 1.421875 -3.265625l1.453125 0zm2.4140625 -1.203125q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 2.0 -2.28125q1.296875 -0.828125 2.9375 -0.828125q2.53125 0 4.09375 1.78125q1.578125 1.78125 1.578125 4.703125l0 0.296875q0 1.84375 -0.71875 3.3125q-0.703125 1.46875 -2.0 2.265625q-1.28125 0.796875 -2.921875 0.796875q-2.53125 0 -4.109375 -1.765625q-1.5625 -1.78125 -1.5625 -4.71875l0 -0.28125zm1.40625 0.390625q0 2.265625 1.171875 3.734375q1.171875 1.453125 3.09375 1.453125q1.890625 0 3.0625 -1.453125q1.1875 -1.46875 1.1875 -3.859375l0 -0.265625q0 -1.453125 -0.546875 -2.65625q-0.53125 -1.203125 -1.515625 -1.859375q-0.96875 -0.671875 -2.21875 -0.671875q-1.875 0 -3.0625 1.46875q-1.171875 1.46875 -1.171875 3.84375l0 0.265625zm14.082031 -6.546875l0.046875 2.0625q0.703125 -1.140625 1.75 -1.71875q1.0625 -0.578125 2.34375 -0.578125q3.0 0 3.8125 2.46875q0.6875 -1.1875 1.8125 -1.828125q1.140625 -0.640625 2.515625 -0.640625q4.078125 0 4.15625 4.453125l0 8.46875l-1.40625 0l0 -8.359375q-0.015625 -1.703125 -0.734375 -2.515625q-0.71875 -0.828125 -2.34375 -0.828125q-1.515625 0.03125 -2.5625 0.984375q-1.03125 0.953125 -1.15625 2.328125l0 8.390625l-1.40625 0l0 -8.46875q-0.015625 -1.625 -0.765625 -2.421875q-0.75 -0.8125 -2.328125 -0.8125q-1.328125 0 -2.28125 0.765625q-0.9375 0.75 -1.390625 2.234375l0 8.703125l-1.40625 0l0 -12.6875l1.34375 0zm30.191406 6.46875q0 2.96875 -1.3125 4.71875q-1.3125 1.734375 -3.515625 1.734375q-2.609375 0 -3.984375 -1.828125l0 6.46875l-1.40625 0l0 -17.5625l1.3125 0l0.0625 1.796875q1.375 -2.03125 3.96875 -2.03125q2.28125 0 3.578125 1.734375q1.296875 1.71875 1.296875 4.78125l0 0.1875zm-1.40625 -0.234375q0 -2.4375 -1.0 -3.84375q-1.0 -1.40625 -2.78125 -1.40625q-1.28125 0 -2.21875 0.625q-0.921875 0.625 -1.40625 1.8125l0 6.078125q0.5 1.09375 1.4375 1.671875q0.9375 0.5625 2.21875 0.5625q1.765625 0 2.75 -1.40625q1.0 -1.421875 1.0 -4.09375zm10.363281 -5.03125q-0.4375 -0.078125 -0.953125 -0.078125q-1.3125 0 -2.21875 0.734375q-0.90625 0.71875 -1.296875 2.125l0 8.703125l-1.390625 0l0 -12.6875l1.375 0l0.015625 2.015625q1.125 -2.25 3.578125 -2.25q0.59375 0 0.921875 0.15625l-0.03125 1.28125zm7.1210938 11.71875q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm15.3359375 8.5q0 -1.046875 -0.84375 -1.671875q-0.828125 -0.640625 -2.515625 -1.0q-1.6875 -0.359375 -2.625 -0.8125q-0.921875 -0.46875 -1.375 -1.140625q-0.453125 -0.671875 -0.453125 -1.609375q0 -1.5 1.25 -2.484375q1.25 -0.984375 3.21875 -0.984375q2.109375 0 3.390625 1.0625q1.296875 1.046875 1.296875 2.734375l-1.40625 0q0 -1.125 -0.9375 -1.859375q-0.9375 -0.734375 -2.34375 -0.734375q-1.390625 0 -2.234375 0.625q-0.828125 0.609375 -0.828125 1.59375q0 0.9375 0.6875 1.46875q0.703125 0.515625 2.546875 0.953125q1.84375 0.4375 2.765625 0.9375q0.921875 0.484375 1.359375 1.171875q0.453125 0.6875 0.453125 1.671875q0 1.609375 -1.296875 2.578125q-1.296875 0.953125 -3.375 0.953125q-2.21875 0 -3.59375 -1.0625q-1.375 -1.078125 -1.375 -2.71875l1.40625 0q0.078125 1.21875 1.03125 1.90625q0.953125 0.6875 2.53125 0.6875q1.46875 0 2.359375 -0.640625q0.90625 -0.640625 0.90625 -1.625zm12.152344 0q0 -1.046875 -0.84375 -1.671875q-0.828125 -0.640625 -2.515625 -1.0q-1.6875 -0.359375 -2.625 -0.8125q-0.921875 -0.46875 -1.375 -1.140625q-0.453125 -0.671875 -0.453125 -1.609375q0 -1.5 1.25 -2.484375q1.25 -0.984375 3.21875 -0.984375q2.109375 0 3.390625 1.0625q1.296875 1.046875 1.296875 2.734375l-1.40625 0q0 -1.125 -0.9375 -1.859375q-0.9375 -0.734375 -2.34375 -0.734375q-1.390625 0 -2.234375 0.625q-0.828125 0.609375 -0.828125 1.59375q0 0.9375 0.6875 1.46875q0.703125 0.515625 2.546875 0.953125q1.84375 0.4375 2.765625 0.9375q0.921875 0.484375 1.359375 1.171875q0.453125 0.6875 0.453125 1.671875q0 1.609375 -1.296875 2.578125q-1.296875 0.953125 -3.375 0.953125q-2.21875 0 -3.59375 -1.0625q-1.375 -1.078125 -1.375 -2.71875l1.40625 0q0.078125 1.21875 1.03125 1.90625q0.953125 0.6875 2.53125 0.6875q1.46875 0 2.359375 -0.640625q0.90625 -0.640625 0.90625 -1.625zm6.1367188 3.21875l-1.40625 0l0 -12.6875l1.40625 0l0 12.6875zm-1.65625 -16.34375q0 -0.40625 0.25 -0.671875q0.265625 -0.28125 0.703125 -0.28125q0.453125 0 0.71875 0.28125q0.265625 0.265625 0.265625 0.671875q0 0.390625 -0.265625 0.671875q-0.265625 0.265625 -0.71875 0.265625q-0.4375 0 -0.703125 -0.265625q-0.25 -0.28125 -0.25 -0.671875zm4.6914062 9.8125q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 2.0 -2.28125q1.296875 -0.828125 2.9375 -0.828125q2.53125 0 4.09375 1.78125q1.578125 1.78125 1.578125 4.703125l0 0.296875q0 1.84375 -0.71875 3.3125q-0.703125 1.46875 -2.0 2.265625q-1.28125 0.796875 -2.921875 0.796875q-2.53125 0 -4.109375 -1.765625q-1.5625 -1.78125 -1.5625 -4.71875l0 -0.28125zm1.40625 0.390625q0 2.265625 1.171875 3.734375q1.171875 1.453125 3.09375 1.453125q1.890625 0 3.0625 -1.453125q1.1875 -1.46875 1.1875 -3.859375l0 -0.265625q0 -1.453125 -0.546875 -2.65625q-0.53125 -1.203125 -1.515625 -1.859375q-0.96875 -0.671875 -2.21875 -0.671875q-1.875 0 -3.0625 1.46875q-1.171875 1.46875 -1.171875 3.84375l0 0.265625zm14.144531 -6.546875l0.046875 2.171875q0.703125 -1.171875 1.765625 -1.78125q1.078125 -0.625 2.359375 -0.625q2.046875 0 3.03125 1.15625q1.0 1.140625 1.015625 3.4375l0 8.328125l-1.390625 0l0 -8.328125q-0.015625 -1.703125 -0.734375 -2.53125q-0.703125 -0.84375 -2.25 -0.84375q-1.3125 0 -2.3125 0.828125q-1.0 0.8125 -1.484375 2.1875l0 8.6875l-1.390625 0l0 -12.6875l1.34375 0z" fill-rule="nonzero"/><path fill="#fff2cc" d="m540.13336 355.52487c-13.02179 0 -23.578003 -7.971405 -23.578003 -17.804657l0 -33.950928c0 -9.833252 -10.556183 -17.804657 -23.577911 -17.804657l0 0c13.0217285 0 23.577911 -7.971405 23.577911 -17.804657l0 -35.617844l0 0c0 -9.833237 10.556213 -17.804657 23.578003 -17.804657z" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m540.13336 355.52487c-13.02179 0 -23.578003 -7.971405 -23.578003 -17.804657l0 -33.950928c0 -9.833252 -10.556183 -17.804657 -23.577911 -17.804657l0 0c13.0217285 0 23.577911 -7.971405 23.577911 -17.804657l0 -35.617844l0 0c0 -9.833237 10.556213 -17.804657 23.578003 -17.804657" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m540.13336 355.52487c-13.02179 0 -23.578003 -7.971405 -23.578003 -17.804657l0 -33.950928c0 -9.833252 -10.556183 -17.804657 -23.577911 -17.804657l0 0c13.0217285 0 23.577911 -7.971405 23.577911 -17.804657l0 -35.617844l0 0c0 -9.833237 10.556213 -17.804657 23.578003 -17.804657" fill-rule="evenodd"/><path fill="#cc0000" d="m539.7121 303.1661l15.248108 -15.248108l15.248108 15.248108l-7.6240845 0l0 16.216461l-15.248108 0l0 -16.216461z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m539.7121 303.1661l15.248108 -15.248108l15.248108 15.248108l-7.6240845 0l0 16.216461l-15.248108 0l0 -16.216461z" fill-rule="evenodd"/><path fill="#e06666" d="m539.7121 266.58432l15.248108 -15.248093l15.248108 15.248093l-7.6240845 0l0 16.216461l-15.248108 0l0 -16.216461z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m539.7121 266.58432l15.248108 -15.248093l15.248108 15.248093l-7.6240845 0l0 16.216461l-15.248108 0l0 -16.216461z" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m225.81102 261.9134l282.01575 0l0 62.456696l-282.01575 0z" fill-rule="evenodd"/><path fill="#000000" d="m247.18413 287.18173l-1.453125 0l0 -17.0625l1.453125 0l0 17.0625zm4.0898438 1.46875l-1.265625 0l7.1250153 -18.53125l1.265625 0l-7.1250153 18.53125zm22.667984 -9.078125q0 2.359375 -0.8125 4.140625q-0.8125 1.78125 -2.328125 2.75q-1.515625 0.953125 -3.484375 0.953125q-3.0 0 -4.84375 -2.140625q-1.828125 -2.140625 -1.828125 -5.765625l0 -1.765625q0 -2.328125 0.828125 -4.125q0.828125 -1.796875 2.328125 -2.765625q1.515625 -0.96875 3.484375 -0.96875q1.96875 0 3.46875 0.953125q1.515625 0.9375 2.328125 2.671875q0.828125 1.734375 0.859375 4.03125l0 2.03125zm-1.4375 -1.84375q0 -3.09375 -1.40625 -4.828125q-1.390625 -1.75 -3.8125 -1.75q-2.375 0 -3.796875 1.75q-1.40625 1.75 -1.40625 4.890625l0 1.78125q0 3.03125 1.40625 4.8125q1.40625 1.78125 3.828125 1.78125q2.4375 0 3.8125 -1.75q1.375 -1.765625 1.375 -4.890625l0 -1.796875zm20.78125 3.234375q0 2.96875 -1.3125 4.71875q-1.3125 1.734375 -3.515625 1.734375q-2.65625 0 -4.015625 -1.96875l-0.0625 1.734375l-1.3125 0l0 -18.0l1.40625 0l0 7.15625q1.328125 -2.078125 3.953125 -2.078125q2.25 0 3.546875 1.71875q1.3125 1.71875 1.3125 4.78125l0 0.203125zm-1.40625 -0.234375q0 -2.515625 -0.96875 -3.875q-0.96875 -1.375 -2.734375 -1.375q-1.359375 0 -2.296875 0.671875q-0.9375 0.65625 -1.40625 1.9375l0 5.71875q1.046875 2.390625 3.71875 2.390625q1.734375 0 2.703125 -1.375q0.984375 -1.375 0.984375 -4.09375zm12.660156 4.84375q-1.265625 1.84375 -4.046875 1.84375q-2.015625 0 -3.078125 -1.171875q-1.046875 -1.1875 -1.078125 -3.5l0 -8.25l1.390625 0l0 8.078125q0 3.625 2.9375 3.625q3.046875 0 3.859375 -2.515625l0 -9.1875l1.40625 0l0 12.6875l-1.359375 0l-0.03125 -1.609375zm6.0429688 1.609375l0 -11.53125l-2.109375 0l0 -1.15625l2.109375 0l0 -1.53125q0 -1.9375 0.984375 -2.984375q0.984375 -1.046875 2.765625 -1.046875q0.796875 0 1.484375 0.203125l-0.109375 1.171875q-0.578125 -0.140625 -1.28125 -0.140625q-1.15625 0 -1.796875 0.71875q-0.640625 0.71875 -0.640625 2.046875l0 1.5625l3.015625 0l0 1.15625l-3.015625 0l0 11.53125l-1.40625 0zm7.9453125 0l0 -11.53125l-2.109375 0l0 -1.15625l2.109375 0l0 -1.53125q0 -1.9375 0.984375 -2.984375q0.984375 -1.046875 2.765625 -1.046875q0.796875 0 1.484375 0.203125l-0.109375 1.171875q-0.578125 -0.140625 -1.28125 -0.140625q-1.15625 0 -1.796875 0.71875q-0.640625 0.71875 -0.640625 2.046875l0 1.5625l3.015625 0l0 1.15625l-3.015625 0l0 11.53125l-1.40625 0zm11.8359375 0.234375q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm13.6015625 0.234375q-0.4375 -0.078125 -0.953125 -0.078125q-1.3125 0 -2.21875 0.734375q-0.90625 0.71875 -1.296875 2.125l0 8.703125l-1.390625 0l0 -12.6875l1.375 0l0.015625 2.015625q1.125 -2.25 3.578125 -2.25q0.59375 0 0.921875 0.15625l-0.03125 1.28125zm9.332031 -1.203125l0.046875 2.0625q0.703125 -1.140625 1.75 -1.71875q1.0625 -0.578125 2.34375 -0.578125q3.0 0 3.8125 2.46875q0.6875 -1.1875 1.8125 -1.828125q1.140625 -0.640625 2.515625 -0.640625q4.078125 0 4.15625 4.453125l0 8.46875l-1.40625 0l0 -8.359375q-0.015625 -1.703125 -0.734375 -2.515625q-0.71875 -0.828125 -2.34375 -0.828125q-1.515625 0.03125 -2.5625 0.984375q-1.03125 0.953125 -1.15625 2.328125l0 8.390625l-1.40625 0l0 -8.46875q-0.015625 -1.625 -0.765625 -2.421875q-0.75 -0.8125 -2.328125 -0.8125q-1.328125 0 -2.28125 0.765625q-0.9375 0.75 -1.390625 2.234375l0 8.703125l-1.40625 0l0 -12.6875l1.34375 0zm27.988281 12.6875q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm10.605469 -11.671875l0.046875 2.171875q0.703125 -1.171875 1.765625 -1.78125q1.078125 -0.625 2.359375 -0.625q2.046875 0 3.03125 1.15625q1.0 1.140625 1.015625 3.4375l0 8.328125l-1.390625 0l0 -8.328125q-0.015625 -1.703125 -0.734375 -2.53125q-0.703125 -0.84375 -2.25 -0.84375q-1.3125 0 -2.3125 0.828125q-1.0 0.8125 -1.484375 2.1875l0 8.6875l-1.390625 0l0 -12.6875l1.34375 0zm19.839844 12.6875q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm8.699219 -5.4375q0 -2.984375 1.3125 -4.71875q1.328125 -1.75 3.59375 -1.75q2.578125 0 3.9375 2.0625l0.0625 -1.828125l1.3125 0l0 12.421875q0 2.453125 -1.375 3.875q-1.359375 1.4375 -3.703125 1.4375q-1.328125 0 -2.53125 -0.59375q-1.203125 -0.578125 -1.890625 -1.5625l0.78125 -0.84375q1.484375 1.828125 3.546875 1.828125q1.75 0 2.734375 -1.046875q0.984375 -1.03125 1.015625 -2.875l0 -1.59375q-1.34375 1.875 -3.921875 1.875q-2.203125 0 -3.546875 -1.75q-1.328125 -1.765625 -1.328125 -4.75l0 -0.1875zm1.421875 0.234375q0 2.4375 0.96875 3.84375q0.96875 1.390625 2.75 1.390625q2.578125 0 3.65625 -2.328125l0 -5.890625q-0.484375 -1.21875 -1.421875 -1.859375q-0.921875 -0.640625 -2.21875 -0.640625q-1.765625 0 -2.75 1.390625q-0.984375 1.390625 -0.984375 4.09375zm17.359375 6.453125q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm9.0234375 -0.96875l0.046875 2.0625q0.703125 -1.140625 1.75 -1.71875q1.0625 -0.578125 2.34375 -0.578125q3.0 0 3.8125 2.46875q0.6875 -1.1875 1.8125 -1.828125q1.140625 -0.640625 2.515625 -0.640625q4.078125 0 4.15625 4.453125l0 8.46875l-1.40625 0l0 -8.359375q-0.015625 -1.703125 -0.734375 -2.515625q-0.71875 -0.828125 -2.34375 -0.828125q-1.515625 0.03125 -2.5625 0.984375q-1.03125 0.953125 -1.15625 2.328125l0 8.390625l-1.40625 0l0 -8.46875q-0.015625 -1.625 -0.765625 -2.421875q-0.75 -0.8125 -2.328125 -0.8125q-1.328125 0 -2.28125 0.765625q-0.9375 0.75 -1.390625 2.234375l0 8.703125l-1.40625 0l0 -12.6875l1.34375 0zm24.894531 12.921875q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm9.0859375 -0.96875l0.046875 2.171875q0.703125 -1.171875 1.765625 -1.78125q1.078125 -0.625 2.359375 -0.625q2.046875 0 3.03125 1.15625q1.0 1.140625 1.015625 3.4375l0 8.328125l-1.390625 0l0 -8.328125q-0.015625 -1.703125 -0.734375 -2.53125q-0.703125 -0.84375 -2.25 -0.84375q-1.3125 0 -2.3125 0.828125q-1.0 0.8125 -1.484375 2.1875l0 8.6875l-1.390625 0l0 -12.6875l1.34375 0zm14.027344 -3.234375l0 3.234375l2.625 0l0 1.15625l-2.625 0l0 8.453125q0 1.046875 0.375 1.5625q0.375 0.515625 1.265625 0.515625q0.359375 0 1.140625 -0.109375l0.0625 1.140625q-0.546875 0.203125 -1.5 0.203125q-1.4375 0 -2.09375 -0.828125q-0.65625 -0.84375 -0.65625 -2.484375l0 -8.453125l-2.34375 0l0 -1.15625l2.34375 0l0 -3.234375l1.40625 0z" fill-rule="nonzero"/><path fill="#000000" d="m293.2271 316.18173q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm10.605469 -11.671875l0.046875 2.171875q0.703125 -1.171875 1.765625 -1.78125q1.078125 -0.625 2.359375 -0.625q2.046875 0 3.03125 1.15625q1.0 1.140625 1.015625 3.4375l0 8.328125l-1.390625 0l0 -8.328125q-0.015625 -1.703125 -0.734375 -2.53125q-0.703125 -0.84375 -2.25 -0.84375q-1.3125 0 -2.3125 0.828125q-1.0 0.8125 -1.484375 2.1875l0 8.6875l-1.390625 0l0 -12.6875l1.34375 0zm11.277344 6.234375q0 -2.953125 1.3125 -4.703125q1.328125 -1.765625 3.59375 -1.765625q2.5625 0 3.90625 2.03125l0 -7.109375l1.390625 0l0 18.0l-1.3125 0l-0.046875 -1.6875q-1.359375 1.921875 -3.96875 1.921875q-2.1875 0 -3.53125 -1.765625q-1.34375 -1.765625 -1.34375 -4.765625l0 -0.15625zm1.421875 0.234375q0 2.4375 0.96875 3.84375q0.96875 1.390625 2.75 1.390625q2.578125 0 3.671875 -2.28125l0 -5.953125q-1.09375 -2.484375 -3.65625 -2.484375q-1.765625 0 -2.75 1.390625q-0.984375 1.390625 -0.984375 4.09375zm17.75 -0.234375q0 -2.953125 1.3125 -4.703125q1.328125 -1.765625 3.59375 -1.765625q2.5625 0 3.90625 2.03125l0 -7.109375l1.390625 0l0 18.0l-1.3125 0l-0.046875 -1.6875q-1.359375 1.921875 -3.96875 1.921875q-2.1875 0 -3.53125 -1.765625q-1.34375 -1.765625 -1.34375 -4.765625l0 -0.15625zm1.421875 0.234375q0 2.4375 0.96875 3.84375q0.96875 1.390625 2.75 1.390625q2.578125 0 3.671875 -2.28125l0 -5.953125q-1.09375 -2.484375 -3.65625 -2.484375q-1.765625 0 -2.75 1.390625q-0.984375 1.390625 -0.984375 4.09375zm20.476562 6.21875q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm11.449219 -14.90625l0 3.234375l2.625 0l0 1.15625l-2.625 0l0 8.453125q0 1.046875 0.375 1.5625q0.375 0.515625 1.265625 0.515625q0.359375 0 1.140625 -0.109375l0.0625 1.140625q-0.546875 0.203125 -1.5 0.203125q-1.4375 0 -2.09375 -0.828125q-0.65625 -0.84375 -0.65625 -2.484375l0 -8.453125l-2.34375 0l0 -1.15625l2.34375 0l0 -3.234375l1.40625 0zm13.5234375 15.921875q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm19.785156 0.0625q1.46875 0 2.453125 -0.828125q1.0 -0.828125 1.078125 -2.140625l1.34375 0q-0.0625 1.171875 -0.734375 2.125q-0.65625 0.953125 -1.765625 1.5q-1.109375 0.53125 -2.375 0.53125q-2.5 0 -3.953125 -1.734375q-1.453125 -1.734375 -1.453125 -4.671875l0 -0.421875q0 -1.875 0.65625 -3.3125q0.65625 -1.4375 1.875 -2.21875q1.21875 -0.796875 2.859375 -0.796875q2.09375 0 3.4375 1.25q1.359375 1.234375 1.453125 3.265625l-1.34375 0q-0.09375 -1.484375 -1.078125 -2.390625q-0.96875 -0.921875 -2.46875 -0.921875q-1.890625 0 -2.9375 1.375q-1.046875 1.359375 -1.046875 3.84375l0 0.40625q0 2.421875 1.046875 3.78125q1.046875 1.359375 2.953125 1.359375zm6.9101562 -5.578125q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 2.0 -2.28125q1.296875 -0.828125 2.9375 -0.828125q2.53125 0 4.09375 1.78125q1.578125 1.78125 1.578125 4.703125l0 0.296875q0 1.84375 -0.71875 3.3125q-0.703125 1.46875 -2.0 2.265625q-1.28125 0.796875 -2.921875 0.796875q-2.53125 0 -4.109375 -1.765625q-1.5625 -1.78125 -1.5625 -4.71875l0 -0.28125zm1.40625 0.390625q0 2.265625 1.171875 3.734375q1.171875 1.453125 3.09375 1.453125q1.890625 0 3.0625 -1.453125q1.1875 -1.46875 1.1875 -3.859375l0 -0.265625q0 -1.453125 -0.546875 -2.65625q-0.53125 -1.203125 -1.515625 -1.859375q-0.96875 -0.671875 -2.21875 -0.671875q-1.875 0 -3.0625 1.46875q-1.171875 1.46875 -1.171875 3.84375l0 0.265625zm23.003906 -0.078125q0 2.96875 -1.3125 4.71875q-1.3125 1.734375 -3.515625 1.734375q-2.609375 0 -3.984375 -1.828125l0 6.46875l-1.40625 0l0 -17.5625l1.3125 0l0.0625 1.796875q1.375 -2.03125 3.96875 -2.03125q2.28125 0 3.578125 1.734375q1.296875 1.71875 1.296875 4.78125l0 0.1875zm-1.40625 -0.234375q0 -2.4375 -1.0 -3.84375q-1.0 -1.40625 -2.78125 -1.40625q-1.28125 0 -2.21875 0.625q-0.921875 0.625 -1.40625 1.8125l0 6.078125q0.5 1.09375 1.4375 1.671875q0.9375 0.5625 2.21875 0.5625q1.765625 0 2.75 -1.40625q1.0 -1.421875 1.0 -4.09375zm6.0820312 6.453125l-1.40625 0l0 -12.6875l1.40625 0l0 12.6875zm-1.65625 -16.34375q0 -0.40625 0.25 -0.671875q0.265625 -0.28125 0.703125 -0.28125q0.453125 0 0.71875 0.28125q0.265625 0.265625 0.265625 0.671875q0 0.390625 -0.265625 0.671875q-0.265625 0.265625 -0.71875 0.265625q-0.4375 0 -0.703125 -0.265625q-0.25 -0.28125 -0.25 -0.671875zm10.363281 16.578125q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm15.3359375 8.5q0 -1.046875 -0.84375 -1.671875q-0.828125 -0.640625 -2.515625 -1.0q-1.6875 -0.359375 -2.625 -0.8125q-0.921875 -0.46875 -1.375 -1.140625q-0.453125 -0.671875 -0.453125 -1.609375q0 -1.5 1.25 -2.484375q1.25 -0.984375 3.21875 -0.984375q2.109375 0 3.390625 1.0625q1.296875 1.046875 1.296875 2.734375l-1.40625 0q0 -1.125 -0.9375 -1.859375q-0.9375 -0.734375 -2.34375 -0.734375q-1.390625 0 -2.234375 0.625q-0.828125 0.609375 -0.828125 1.59375q0 0.9375 0.6875 1.46875q0.703125 0.515625 2.546875 0.953125q1.84375 0.4375 2.765625 0.9375q0.921875 0.484375 1.359375 1.171875q0.453125 0.6875 0.453125 1.671875q0 1.609375 -1.296875 2.578125q-1.296875 0.953125 -3.375 0.953125q-2.21875 0 -3.59375 -1.0625q-1.375 -1.078125 -1.375 -2.71875l1.40625 0q0.078125 1.21875 1.03125 1.90625q0.953125 0.6875 2.53125 0.6875q1.46875 0 2.359375 -0.640625q0.90625 -0.640625 0.90625 -1.625z" fill-rule="nonzero"/><path fill="#d9ead3" d="m428.5013 456.49606l145.76376 0l0 38.771667l-145.76376 0z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m428.5013 456.49606l145.76376 0l0 38.771667l-145.76376 0z" fill-rule="evenodd"/><path fill="#d9ead3" d="m420.5013 464.49606l145.76376 0l0 38.771667l-145.76376 0z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m420.5013 464.49606l145.76376 0l0 38.771667l-145.76376 0z" fill-rule="evenodd"/><path fill="#d9ead3" d="m412.5013 472.49606l145.76376 0l0 38.771667l-145.76376 0z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m412.5013 472.49606l145.76376 0l0 38.771667l-145.76376 0z" fill-rule="evenodd"/><path fill="#d9ead3" d="m404.5013 480.49606l145.76376 0l0 38.771637l-145.76376 0z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m404.5013 480.49606l145.76376 0l0 38.771637l-145.76376 0z" fill-rule="evenodd"/><path fill="#000000" d="m431.0707 508.42188l-1.4375 0l-9.8125 -14.609375l0 14.609375l-1.453125 0l0 -17.0625l1.453125 0l9.828125 14.609375l0 -14.609375l1.421875 0l0 17.0625zm9.4765625 -2.109375l0.09375 0.359375l0.109375 -0.359375l5.375 -14.953125l1.578125 0l-6.359375 17.0625l-1.375 0l-6.359375 -17.0625l1.578125 0l5.359375 14.953125zm11.566406 -14.953125l6.296875 15.0625l6.3125 -15.0625l1.921875 0l0 17.0625l-1.4375 0l0 -7.4375l0.125 -7.609375l-6.359375 15.046875l-1.109375 0l-6.328125 -14.984375l0.109375 7.5l0 7.484375l-1.4375 0l0 -17.0625l1.90625 0zm23.4375 17.296875q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm14.59375 11.71875l0 -11.53125l-2.109375 0l0 -1.15625l2.109375 0l0 -1.53125q0 -1.9375 0.984375 -2.984375q0.984375 -1.046875 2.765625 -1.046875q0.796875 0 1.484375 0.203125l-0.109375 1.171875q-0.578125 -0.140625 -1.28125 -0.140625q-1.15625 0 -1.796875 0.71875q-0.640625 0.71875 -0.640625 2.046875l0 1.5625l3.015625 0l0 1.15625l-3.015625 0l0 11.53125l-1.40625 0zm8.5078125 0l-1.40625 0l0 -18.0l1.40625 0l0 18.0zm11.800781 0q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm16.855438 -2.203125q0 -1.046875 -0.84375 -1.671875q-0.828125 -0.640625 -2.515625 -1.0q-1.6875 -0.359375 -2.625 -0.8125q-0.921875 -0.46875 -1.375 -1.140625q-0.453125 -0.671875 -0.453125 -1.609375q0 -1.5 1.25 -2.484375q1.25 -0.984375 3.21875 -0.984375q2.109375 0 3.390625 1.0625q1.296875 1.046875 1.296875 2.734375l-1.40625 0q0 -1.125 -0.9375 -1.859375q-0.9375 -0.734375 -2.34375 -0.734375q-1.390625 0 -2.234375 0.625q-0.828125 0.609375 -0.828125 1.59375q0 0.9375 0.6875 1.46875q0.703125 0.515625 2.546875 0.953125q1.84375 0.4375 2.765625 0.9375q0.921875 0.484375 1.359375 1.171875q0.453125 0.6875 0.453125 1.671875q0 1.609375 -1.296875 2.578125q-1.296875 0.953125 -3.375 0.953125q-2.21875 0 -3.59375 -1.0625q-1.375 -1.078125 -1.375 -2.71875l1.40625 0q0.078125 1.21875 1.03125 1.90625q0.953125 0.6875 2.53125 0.6875q1.46875 0 2.359375 -0.640625q0.90625 -0.640625 0.90625 -1.625zm5.9492188 -7.3125q0.703125 -1.140625 1.78125 -1.765625q1.078125 -0.625 2.343811 -0.625q2.046875 0 3.03125 1.15625q1.0 1.140625 1.015625 3.4375l0 8.328125l-1.390625 0l0 -8.328125q-0.015625 -1.703125 -0.734375 -2.53125q-0.703125 -0.84375 -2.250061 -0.84375q-1.3125 0 -2.3125 0.828125q-1.0 0.8125 -1.484375 2.1875l0 8.6875l-1.390625 0l0 -18.0l1.390625 0l0 7.46875z" fill-rule="nonzero"/><path fill="#fce5cd" d="m237.67586 372.66928l517.0079 0l0 35.527557l-517.0079 0z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m237.67586 372.66928l517.0079 0l0 35.527557l-517.0079 0z" fill-rule="evenodd"/><path fill="#000000" d="m417.0333 398.97308l-1.453125 0l0 -8.1875l-9.75 0l0 8.1875l-1.4375 0l0 -17.0625l1.4375 0l0 7.65625l9.75 0l0 -7.65625l1.453125 0l0 17.0625zm4.3398438 0l0 -17.0625l4.765625 0q2.109375 0 3.765625 0.953125q1.671875 0.953125 2.59375 2.734375q0.9375 1.78125 0.9375 4.0625l0 1.5625q0 2.28125 -0.9375 4.0625q-0.921875 1.765625 -2.609375 2.734375q-1.671875 0.953125 -3.84375 0.953125l-4.671875 0zm1.4375 -15.828125l0 14.609375l3.234375 0q2.703125 0 4.328125 -1.78125q1.625 -1.796875 1.625 -4.84375l0 -1.5q0 -2.9375 -1.609375 -4.703125q-1.59375 -1.78125 -4.21875 -1.78125l-3.359375 0zm23.683594 7.859375l-7.96875 0l0 7.96875l-1.4375 0l0 -17.0625l10.578125 0l0 1.234375l-9.140625 0l0 6.625l7.96875 0l0 1.234375zm13.75 3.765625q0 -1.40625 -1.0 -2.234375q-0.984375 -0.828125 -3.640625 -1.5625q-2.640625 -0.75 -3.859375 -1.640625q-1.734375 -1.234375 -1.734375 -3.25q0 -1.953125 1.609375 -3.171875q1.609375 -1.234375 4.109375 -1.234375q1.703125 0 3.046875 0.65625q1.34375 0.65625 2.078125 1.828125q0.734375 1.171875 0.734375 2.609375l-1.453125 0q0 -1.75 -1.203125 -2.796875q-1.1875 -1.0625 -3.203125 -1.0625q-1.953125 0 -3.109375 0.875q-1.15625 0.859375 -1.15625 2.265625q0 1.3125 1.03125 2.140625q1.046875 0.8125 3.34375 1.4375q2.296875 0.625 3.484375 1.296875q1.1875 0.671875 1.78125 1.609375q0.59375 0.9375 0.59375 2.21875q0 2.015625 -1.609375 3.234375q-1.609375 1.21875 -4.25 1.21875q-1.796875 0 -3.3125 -0.640625q-1.5 -0.65625 -2.28125 -1.8125q-0.78125 -1.15625 -0.78125 -2.65625l1.4375 0q0 1.796875 1.34375 2.84375q1.359375 1.046875 3.59375 1.046875q2.0 0 3.203125 -0.875q1.203125 -0.890625 1.203125 -2.34375zm19.800781 -3.765625l-7.96875 0l0 7.96875l-1.4375 0l0 -17.0625l10.578125 0l0 1.234375l-9.140625 0l0 6.625l7.96875 0l0 1.234375zm5.34375 7.96875l-1.40625 0l0 -12.6875l1.40625 0l0 12.6875zm-1.65625 -16.34375q0 -0.40625 0.25 -0.671875q0.265625 -0.28125 0.703125 -0.28125q0.453125 0 0.71875 0.28125q0.265625 0.265625 0.265625 0.671875q0 0.390625 -0.265625 0.671875q-0.265625 0.265625 -0.71875 0.265625q-0.4375 0 -0.703125 -0.265625q-0.25 -0.28125 -0.25 -0.671875zm7.0351562 16.34375l-1.40625 0l0 -18.0l1.40625 0l0 18.0zm8.707031 0.234375q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm23.56253 7.515625q0 -1.40625 -1.0 -2.234375q-0.984375 -0.828125 -3.640625 -1.5625q-2.640625 -0.75 -3.859375 -1.640625q-1.734375 -1.234375 -1.734375 -3.25q0 -1.953125 1.609375 -3.171875q1.609375 -1.234375 4.109375 -1.234375q1.703125 0 3.046875 0.65625q1.34375 0.65625 2.078125 1.828125q0.734375 1.171875 0.734375 2.609375l-1.453125 0q0 -1.75 -1.203125 -2.796875q-1.1875 -1.0625 -3.203125 -1.0625q-1.953125 0 -3.109375 0.875q-1.15625 0.859375 -1.15625 2.265625q0 1.3125 1.03125 2.140625q1.046875 0.8125 3.34375 1.4375q2.296875 0.625 3.484375 1.296875q1.1875 0.671875 1.78125 1.609375q0.59375 0.9375 0.59375 2.21875q0 2.015625 -1.609375 3.234375q-1.609375 1.21875 -4.25 1.21875q-1.796875 0 -3.3125 -0.640625q-1.5 -0.65625 -2.28125 -1.8125q-0.78125 -1.15625 -0.78125 -2.65625l1.4375 0q0 1.796875 1.34375 2.84375q1.359375 1.046875 3.59375 1.046875q2.0 0 3.203125 -0.875q1.203125 -0.890625 1.203125 -2.34375zm8.246094 2.1875l3.703125 -10.671875l1.515625 0l-5.40625 14.84375l-0.28125 0.65625q-1.046875 2.3125 -3.234375 2.3125q-0.5 0 -1.078125 -0.171875l0 -1.15625l0.71875 0.078125q1.03125 0 1.671875 -0.515625q0.640625 -0.515625 1.078125 -1.75l0.625 -1.71875l-4.78125 -12.578125l1.53125 0l3.9375 10.671875zm14.980469 -1.203125q0 -1.046875 -0.84375 -1.671875q-0.828125 -0.640625 -2.515625 -1.0q-1.6875 -0.359375 -2.625 -0.8125q-0.921875 -0.46875 -1.375 -1.140625q-0.453125 -0.671875 -0.453125 -1.609375q0 -1.5 1.25 -2.484375q1.25 -0.984375 3.21875 -0.984375q2.109375 0 3.390625 1.0625q1.296875 1.046875 1.296875 2.734375l-1.40625 0q0 -1.125 -0.9375 -1.859375q-0.9375 -0.734375 -2.34375 -0.734375q-1.390625 0 -2.234375 0.625q-0.828125 0.609375 -0.828125 1.59375q0 0.9375 0.6875 1.46875q0.703125 0.515625 2.546875 0.953125q1.84375 0.4375 2.765625 0.9375q0.921875 0.484375 1.359375 1.171875q0.453125 0.6875 0.453125 1.671875q0 1.609375 -1.296875 2.578125q-1.296875 0.953125 -3.375 0.953125q-2.21875 0 -3.59375 -1.0625q-1.375 -1.078125 -1.375 -2.71875l1.40625 0q0.078125 1.21875 1.03125 1.90625q0.953125 0.6875 2.53125 0.6875q1.46875 0 2.359375 -0.640625q0.90625 -0.640625 0.90625 -1.625zm6.7460938 -12.703125l0 3.234375l2.625 0l0 1.15625l-2.625 0l0 8.453125q0 1.046875 0.375 1.5625q0.375 0.515625 1.265625 0.515625q0.359375 0 1.140625 -0.109375l0.0625 1.140625q-0.546875 0.203125 -1.5 0.203125q-1.4375 0 -2.09375 -0.828125q-0.65625 -0.84375 -0.65625 -2.484375l0 -8.453125l-2.34375 0l0 -1.15625l2.34375 0l0 -3.234375l1.40625 0zm10.4296875 16.15625q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm9.0234375 -0.96875l0.046875 2.0625q0.703125 -1.140625 1.75 -1.71875q1.0625 -0.578125 2.34375 -0.578125q3.0 0 3.8125 2.46875q0.6875 -1.1875 1.8125 -1.828125q1.140625 -0.640625 2.515625 -0.640625q4.078125 0 4.15625 4.453125l0 8.46875l-1.40625 0l0 -8.359375q-0.015625 -1.703125 -0.734375 -2.515625q-0.71875 -0.828125 -2.34375 -0.828125q-1.515625 0.03125 -2.5625 0.984375q-1.03125 0.953125 -1.15625 2.328125l0 8.390625l-1.40625 0l0 -8.46875q-0.015625 -1.625 -0.765625 -2.421875q-0.75 -0.8125 -2.328125 -0.8125q-1.328125 0 -2.28125 0.765625q-0.9375 0.75 -1.390625 2.234375l0 8.703125l-1.40625 0l0 -12.6875l1.34375 0z" fill-rule="nonzero"/><path fill="#000000" fill-opacity="0.0" d="m500.89764 412.98425l136.69293 0l0 45.259827l-136.69293 0z" fill-rule="evenodd"/><path fill="#000000" d="m518.9289 447.58426l-1.5625 0l0 -17.078125l-5.15625 1.921875l0 -1.46875l6.453125 -2.390625l0.265625 0l0 19.015625zm18.960388 -7.90625q0 4.015625 -1.484375 6.09375q-1.46875 2.078125 -4.328125 2.078125q-2.8125 0 -4.3125 -2.03125q-1.5 -2.046875 -1.53125 -5.9375l0 -3.40625q0 -3.984375 1.484375 -6.046875q1.484375 -2.0625 4.328125 -2.0625q2.8125 0 4.296875 2.0q1.484375 1.984375 1.546875 5.84375l0 3.46875zm-1.5625 -3.390625q0 -3.25 -1.0625 -4.921875q-1.0625 -1.671875 -3.21875 -1.671875q-2.109375 0 -3.171875 1.640625q-1.0625 1.625 -1.09375 4.796875l0 3.71875q0 3.25 1.09375 4.96875q1.109375 1.71875 3.203125 1.71875q2.078125 0 3.15625 -1.671875q1.078125 -1.6875 1.09375 -4.9375l0 -3.640625zm16.335327 3.390625q0 4.015625 -1.484375 6.09375q-1.46875 2.078125 -4.328125 2.078125q-2.8125 0 -4.3125 -2.03125q-1.5 -2.046875 -1.53125 -5.9375l0 -3.40625q0 -3.984375 1.484375 -6.046875q1.484375 -2.0625 4.328125 -2.0625q2.8125 0 4.296875 2.0q1.484375 1.984375 1.546875 5.84375l0 3.46875zm-1.5625 -3.390625q0 -3.25 -1.0625 -4.921875q-1.0625 -1.671875 -3.21875 -1.671875q-2.109375 0 -3.171875 1.640625q-1.0625 1.625 -1.09375 4.796875l0 3.71875q0 3.25 1.09375 4.96875q1.109375 1.71875 3.203125 1.71875q2.078125 0 3.15625 -1.671875q1.078125 -1.6875 1.09375 -4.9375l0 -3.640625zm25.676636 9.046875q-0.84375 1.1875 -2.625 1.859375q-1.765625 0.65625 -3.96875 0.65625q-2.21875 0 -3.953125 -1.0625q-1.734375 -1.078125 -2.6875 -3.03125q-0.9375 -1.953125 -0.953125 -4.46875l0 -2.40625q0 -3.9375 1.984375 -6.21875q2.0 -2.296875 5.359375 -2.296875q2.921875 0 4.703125 1.5q1.78125 1.484375 2.125 4.109375l-1.609375 0q-0.34375 -2.09375 -1.6875 -3.15625q-1.34375 -1.078125 -3.53125 -1.078125q-2.640625 0 -4.203125 1.890625q-1.546875 1.890625 -1.546875 5.3125l0 2.25q0 2.15625 0.734375 3.8125q0.734375 1.65625 2.109375 2.578125q1.375 0.90625 3.15625 0.90625q2.078125 0 3.5625 -0.65625q0.953125 -0.421875 1.421875 -1.0l0 -4.890625l-5.078125 0l0 -1.359375l6.6875 0l0 6.75zm15.503296 -4.640625q0 3.28125 -1.453125 5.21875q-1.453125 1.9375 -3.921875 1.9375q-2.9375 0 -4.4375 -2.1875l-0.078125 1.921875l-1.453125 0l0 -20.0l1.546875 0l0 7.953125q1.484375 -2.296875 4.40625 -2.296875q2.5 0 3.9375 1.90625q1.453125 1.90625 1.453125 5.3125l0 0.234375zm-1.546875 -0.28125q0 -2.78125 -1.09375 -4.296875q-1.078125 -1.515625 -3.046875 -1.515625q-1.484375 0 -2.53125 0.734375q-1.046875 0.734375 -1.578125 2.15625l0 6.34375q1.171875 2.65625 4.140625 2.65625q1.921875 0 3.015625 -1.515625q1.09375 -1.53125 1.09375 -4.5625zm16.319702 0.28125q0 3.28125 -1.46875 5.21875q-1.453125 1.9375 -3.90625 1.9375q-2.875 0 -4.421875 -2.03125l0 7.1875l-1.546875 0l0 -19.5l1.453125 0l0.078125 1.984375q1.515625 -2.25 4.40625 -2.25q2.53125 0 3.96875 1.921875q1.4375 1.90625 1.4375 5.296875l0 0.234375zm-1.5625 -0.28125q0 -2.6875 -1.109375 -4.25q-1.109375 -1.5625 -3.09375 -1.5625q-1.421875 0 -2.453125 0.6875q-1.03125 0.6875 -1.578125 2.0l0 6.75q0.5625 1.21875 1.59375 1.859375q1.046875 0.640625 2.46875 0.640625q1.96875 0 3.0625 -1.5625q1.109375 -1.578125 1.109375 -4.5625zm13.444763 3.59375q0 -1.15625 -0.9375 -1.859375q-0.921875 -0.703125 -2.796875 -1.09375q-1.875 -0.40625 -2.921875 -0.921875q-1.03125 -0.515625 -1.53125 -1.25q-0.5 -0.75 -0.5 -1.796875q0 -1.671875 1.390625 -2.75q1.390625 -1.09375 3.5625 -1.09375q2.359375 0 3.78125 1.171875q1.4375 1.15625 1.4375 3.03125l-1.5625 0q0 -1.234375 -1.046875 -2.046875q-1.03125 -0.828125 -2.609375 -0.828125q-1.53125 0 -2.46875 0.6875q-0.921875 0.671875 -0.921875 1.765625q0 1.0625 0.765625 1.640625q0.78125 0.578125 2.828125 1.0625q2.0625 0.484375 3.078125 1.03125q1.015625 0.546875 1.515625 1.3125q0.5 0.765625 0.5 1.859375q0 1.78125 -1.4375 2.859375q-1.4375 1.0625 -3.765625 1.0625q-2.453125 0 -3.984375 -1.1875q-1.53125 -1.203125 -1.53125 -3.015625l1.5625 0q0.09375 1.359375 1.15625 2.125q1.0625 0.765625 2.796875 0.765625q1.625 0 2.625 -0.71875q1.015625 -0.71875 1.015625 -1.8125z" fill-rule="nonzero"/><path fill="#eeeeee" d="m305.61154 336.77692l33.66931 0l0 20.944855l-33.66931 0z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m305.61154 336.77692l33.66931 0l0 20.944855l-33.66931 0z" fill-rule="evenodd"/><path fill="#eeeeee" d="m365.65353 358.46194l0 -26.26773l34.33072 26.26773z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m365.65353 358.46194l0 -26.26773l34.33072 26.26773z" fill-rule="evenodd"/><path fill="#eeeeee" d="m427.34253 334.03674l26.141724 0l0 22.582672l-26.141724 0z" fill-rule="evenodd"/><path fill="#f1f1f1" d="m423.57874 330.27298l33.66928 0l-3.7637634 3.7637634l-26.141724 0z" fill-rule="evenodd"/><path fill="#bebebe" d="m423.57874 360.3832l3.763794 -3.763794l26.141724 0l3.7637634 3.763794z" fill-rule="evenodd"/><path fill="#f4f4f4" d="m423.57874 330.27298l3.763794 3.7637634l0 22.582672l-3.763794 3.763794z" fill-rule="evenodd"/><path fill="#8e8e8e" d="m457.24802 330.27298l0 30.11023l-3.7637634 -3.763794l0 -22.582672z" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m423.57874 330.27298l33.66928 0l0 30.11023l-33.66928 0zm3.763794 3.7637634l26.141724 0l0 22.582672l-26.141724 0zm-3.763794 -3.7637634l3.763794 3.7637634m-3.763794 26.346466l3.763794 -3.763794m29.905487 -26.346436l-3.7637634 3.7637634m3.7637634 26.346466l-3.7637634 -3.763794" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m423.57874 330.27298l33.66928 0l0 30.11023l-33.66928 0zm3.763794 3.7637634l26.141724 0l0 22.582672l-26.141724 0zm-3.763794 -3.7637634l3.763794 3.7637634m-3.763794 26.346466l3.763794 -3.763794m29.905487 -26.346436l-3.7637634 3.7637634m3.7637634 26.346466l-3.7637634 -3.763794" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m359.66928 121.93964l282.01578 0l0 45.259842l-282.01578 0z" fill-rule="evenodd"/><path fill="#000000" d="m375.6015 159.09964l0 -20.84375l6.15625 0q3.34375 0 5.078125 1.375q1.734375 1.375 1.734375 4.078125q0 1.609375 -0.890625 2.8125q-0.875 1.1875 -2.40625 1.703125q1.828125 0.40625 2.9375 1.796875q1.109375 1.390625 1.109375 3.203125q0 2.765625 -1.796875 4.328125q-1.78125 1.546875 -4.953125 1.546875l-6.96875 0zm1.75 -10.03125l0 8.546875l5.296875 0q2.25 0 3.578125 -1.15625q1.328125 -1.15625 1.328125 -3.203125q0 -1.9375 -1.265625 -3.0625q-1.265625 -1.125 -3.5 -1.125l-5.4375 0zm0 -1.46875l4.8125 0q2.203125 -0.046875 3.40625 -1.03125q1.21875 -1.0 1.21875 -2.90625q0 -2.0 -1.25 -2.953125q-1.25 -0.953125 -3.78125 -0.953125l-4.40625 0l0 7.84375zm21.815826 11.78125q-1.96875 0 -3.578125 -0.96875q-1.59375 -0.96875 -2.484375 -2.703125q-0.890625 -1.75 -0.890625 -3.90625l0 -0.625q0 -2.234375 0.859375 -4.015625q0.875 -1.796875 2.421875 -2.8125q1.546875 -1.03125 3.359375 -1.03125q2.8125 0 4.46875 1.9375q1.65625 1.921875 1.65625 5.25l0 0.96875l-11.046875 0l0 0.328125q0 2.625 1.5 4.390625q1.515625 1.75 3.8125 1.75q1.375 0 2.421875 -0.5q1.046875 -0.5 1.90625 -1.609375l1.078125 0.8125q-1.890625 2.734375 -5.484375 2.734375zm-0.3125 -14.609375q-1.9375 0 -3.265625 1.421875q-1.3125 1.421875 -1.609375 3.8125l9.296875 0l0 -0.1875q-0.078125 -2.234375 -1.28125 -3.640625q-1.203125 -1.40625 -3.140625 -1.40625zm11.08844 -1.171875l0.0625 2.65625q0.875 -1.4375 2.171875 -2.1875q1.3125 -0.75 2.890625 -0.75q2.484375 0 3.703125 1.40625q1.21875 1.40625 1.234375 4.203125l0 10.171875l-1.703125 0l0 -10.1875q-0.015625 -2.078125 -0.890625 -3.09375q-0.859375 -1.015625 -2.765625 -1.015625q-1.59375 0 -2.8125 1.0q-1.21875 1.0 -1.8125 2.6875l0 10.609375l-1.703125 0l0 -15.5l1.625 0zm20.219818 14.34375q1.78125 0 2.984375 -1.0q1.21875 -1.015625 1.3125 -2.625l1.65625 0q-0.078125 1.421875 -0.890625 2.59375q-0.8125 1.15625 -2.171875 1.8125q-1.34375 0.65625 -2.890625 0.65625q-3.0625 0 -4.84375 -2.109375q-1.78125 -2.125 -1.78125 -5.703125l0 -0.515625q0 -2.296875 0.796875 -4.046875q0.8125 -1.765625 2.296875 -2.71875q1.5 -0.96875 3.515625 -0.96875q2.546875 0 4.203125 1.515625q1.65625 1.515625 1.765625 4.0l-1.65625 0q-0.109375 -1.828125 -1.3125 -2.9375q-1.1875 -1.125 -3.0 -1.125q-2.328125 0 -3.609375 1.6875q-1.28125 1.671875 -1.28125 4.6875l0 0.5q0 2.96875 1.28125 4.640625q1.28125 1.65625 3.625 1.65625zm11.076752 -11.71875q0.84375 -1.390625 2.15625 -2.140625q1.328125 -0.765625 2.890625 -0.765625q2.484375 0 3.703125 1.40625q1.21875 1.40625 1.234375 4.203125l0 10.171875l-1.703125 0l0 -10.1875q-0.015625 -2.078125 -0.890625 -3.09375q-0.859375 -1.015625 -2.765625 -1.015625q-1.59375 0 -2.8125 1.0q-1.21875 1.0 -1.8125 2.6875l0 10.609375l-1.703125 0l0 -22.0l1.703125 0l0 9.125zm15.955475 -2.625l0.0625 2.53125q0.859375 -1.40625 2.140625 -2.109375q1.296875 -0.703125 2.859375 -0.703125q3.671875 0 4.65625 3.0q0.828125 -1.4375 2.21875 -2.21875q1.390625 -0.78125 3.0625 -0.78125q4.984375 0 5.09375 5.4375l0 10.34375l-1.71875 0l0 -10.203125q-0.015625 -2.078125 -0.90625 -3.078125q-0.875 -1.015625 -2.859375 -1.015625q-1.859375 0.03125 -3.140625 1.203125q-1.265625 1.171875 -1.40625 2.84375l0 10.25l-1.71875 0l0 -10.34375q-0.015625 -1.984375 -0.9375 -2.96875q-0.921875 -0.984375 -2.84375 -0.984375q-1.609375 0 -2.78125 0.9375q-1.15625 0.921875 -1.71875 2.734375l0 10.625l-1.71875 0l0 -15.5l1.65625 0zm34.210236 15.5q-0.265625 -0.734375 -0.328125 -2.15625q-0.90625 1.171875 -2.3125 1.8125q-1.390625 0.625 -2.9375 0.625q-2.234375 0 -3.625 -1.234375q-1.375 -1.25 -1.375 -3.15625q0 -2.265625 1.875 -3.578125q1.890625 -1.3125 5.25 -1.3125l3.109375 0l0 -1.765625q0 -1.671875 -1.03125 -2.609375q-1.015625 -0.953125 -2.984375 -0.953125q-1.78125 0 -2.96875 0.921875q-1.171875 0.90625 -1.171875 2.1875l-1.71875 -0.015625q0 -1.84375 1.71875 -3.1875q1.71875 -1.359375 4.234375 -1.359375q2.59375 0 4.078125 1.296875q1.5 1.296875 1.546875 3.609375l0 7.34375q0 2.25 0.46875 3.359375l0 0.171875l-1.828125 0zm-5.390625 -1.234375q1.71875 0 3.078125 -0.828125q1.359375 -0.828125 1.96875 -2.21875l0 -3.40625l-3.0625 0q-2.5625 0.03125 -4.015625 0.9375q-1.4375 0.90625 -1.4375 2.5q0 1.296875 0.953125 2.15625q0.96875 0.859375 2.515625 0.859375zm18.475067 -12.796875q-0.546875 -0.109375 -1.15625 -0.109375q-1.609375 0 -2.71875 0.90625q-1.109375 0.890625 -1.578125 2.59375l0 10.640625l-1.703125 0l0 -15.5l1.671875 0l0.03125 2.46875q1.359375 -2.75 4.375 -2.75q0.703125 0 1.125 0.1875l-0.046875 1.5625zm6.3980103 6.234375l-1.96875 1.875l0 5.921875l-1.71875 0l0 -22.0l1.71875 0l0 14.078125l1.625 -1.75l5.921875 -5.828125l2.15625 0l-6.5625 6.53125l7.140625 8.96875l-2.046875 0l-6.265625 -7.796875zm12.597717 7.796875l-1.71875 0l0 -15.5l1.71875 0l0 15.5zm-2.015625 -19.984375q0 -0.484375 0.3125 -0.8125q0.3125 -0.34375 0.859375 -0.34375q0.546875 0 0.859375 0.34375q0.328125 0.328125 0.328125 0.828125q0 0.484375 -0.328125 0.8125q-0.3125 0.328125 -0.859375 0.328125q-0.546875 0 -0.859375 -0.328125q-0.3125 -0.328125 -0.3125 -0.828125zm8.291809 4.484375l0.0625 2.65625q0.875 -1.4375 2.171875 -2.1875q1.3125 -0.75 2.890625 -0.75q2.484375 0 3.703125 1.40625q1.21875 1.40625 1.234375 4.203125l0 10.171875l-1.703125 0l0 -10.1875q-0.015625 -2.078125 -0.890625 -3.09375q-0.859375 -1.015625 -2.765625 -1.015625q-1.59375 0 -2.8125 1.0q-1.21875 1.0 -1.8125 2.6875l0 10.609375l-1.703125 0l0 -15.5l1.625 0zm13.797913 7.609375q0 -3.640625 1.609375 -5.765625q1.609375 -2.125 4.375 -2.125q3.171875 0 4.8125 2.515625l0.09375 -2.234375l1.59375 0l0 15.1875q0 2.984375 -1.671875 4.734375q-1.671875 1.75 -4.546875 1.75q-1.609375 0 -3.078125 -0.734375q-1.46875 -0.71875 -2.3125 -1.921875l0.953125 -1.03125q1.828125 2.234375 4.328125 2.234375q2.15625 0 3.359375 -1.265625q1.203125 -1.265625 1.234375 -3.515625l0 -1.9375q-1.640625 2.28125 -4.796875 2.28125q-2.6875 0 -4.328125 -2.140625q-1.625 -2.15625 -1.625 -5.796875l0 -0.234375zm1.734375 0.296875q0 2.96875 1.1875 4.6875q1.1875 1.703125 3.34375 1.703125q3.171875 0 4.484375 -2.828125l0 -7.203125q-0.59375 -1.5 -1.734375 -2.28125q-1.125 -0.78125 -2.71875 -0.78125q-2.15625 0 -3.359375 1.703125q-1.203125 1.703125 -1.203125 5.0zm28.086975 6.4375q1.78125 0 2.984375 -1.0q1.21875 -1.015625 1.3125 -2.625l1.65625 0q-0.078125 1.421875 -0.890625 2.59375q-0.8125 1.15625 -2.171875 1.8125q-1.34375 0.65625 -2.890625 0.65625q-3.0625 0 -4.84375 -2.109375q-1.78125 -2.125 -1.78125 -5.703125l0 -0.515625q0 -2.296875 0.796875 -4.046875q0.8125 -1.765625 2.296875 -2.71875q1.5 -0.96875 3.515625 -0.96875q2.546875 0 4.203125 1.515625q1.65625 1.515625 1.765625 4.0l-1.65625 0q-0.109375 -1.828125 -1.3125 -2.9375q-1.1875 -1.125 -3.0 -1.125q-2.328125 0 -3.609375 1.6875q-1.28125 1.671875 -1.28125 4.6875l0 0.5q0 2.96875 1.28125 4.640625q1.28125 1.65625 3.625 1.65625zm8.420532 -6.8125q0 -2.234375 0.859375 -4.03125q0.875 -1.796875 2.453125 -2.78125q1.59375 -1.0 3.59375 -1.0q3.09375 0 5.015625 2.171875q1.921875 2.171875 1.921875 5.75l0 0.359375q0 2.25 -0.875 4.046875q-0.859375 1.796875 -2.4375 2.765625q-1.578125 0.96875 -3.59375 0.96875q-3.078125 0 -5.015625 -2.15625q-1.921875 -2.171875 -1.921875 -5.75l0 -0.34375zm1.71875 0.46875q0 2.78125 1.4375 4.5625q1.453125 1.78125 3.78125 1.78125q2.328125 0 3.765625 -1.78125q1.4375 -1.78125 1.4375 -4.703125l0 -0.328125q0 -1.78125 -0.671875 -3.25q-0.65625 -1.484375 -1.84375 -2.296875q-1.1875 -0.8125 -2.71875 -0.8125q-2.28125 0 -3.734375 1.8125q-1.453125 1.796875 -1.453125 4.703125l0 0.3125zm14.972351 -0.390625q0 -3.609375 1.609375 -5.75q1.609375 -2.140625 4.375 -2.140625q3.140625 0 4.78125 2.484375l0 -8.703125l1.703125 0l0 22.0l-1.59375 0l-0.078125 -2.0625q-1.640625 2.34375 -4.84375 2.34375q-2.671875 0 -4.3125 -2.15625q-1.640625 -2.15625 -1.640625 -5.8125l0 -0.203125zm1.734375 0.296875q0 2.96875 1.1875 4.6875q1.1875 1.703125 3.34375 1.703125q3.171875 0 4.5 -2.796875l0 -7.265625q-1.328125 -3.03125 -4.46875 -3.03125q-2.15625 0 -3.359375 1.703125q-1.203125 1.703125 -1.203125 5.0zm21.249695 7.875q-1.96875 0 -3.578125 -0.96875q-1.59375 -0.96875 -2.484375 -2.703125q-0.890625 -1.75 -0.890625 -3.90625l0 -0.625q0 -2.234375 0.859375 -4.015625q0.875 -1.796875 2.421875 -2.8125q1.546875 -1.03125 3.359375 -1.03125q2.8125 0 4.46875 1.9375q1.65625 1.921875 1.65625 5.25l0 0.96875l-11.046875 0l0 0.328125q0 2.625 1.5 4.390625q1.515625 1.75 3.8125 1.75q1.375 0 2.421875 -0.5q1.046875 -0.5 1.90625 -1.609375l1.078125 0.8125q-1.890625 2.734375 -5.484375 2.734375zm-0.3125 -14.609375q-1.9375 0 -3.265625 1.421875q-1.3125 1.421875 -1.609375 3.8125l9.296875 0l0 -0.1875q-0.078125 -2.234375 -1.28125 -3.640625q-1.203125 -1.40625 -3.140625 -1.40625z" fill-rule="nonzero"/><path fill="#f4cccc" d="m486.81628 187.5853l17.165344 -17.165344l17.165344 17.165344l-8.582642 0l0 25.291351l-17.165375 0l0 -25.291351z" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m89.11814 299.18765l136.69293 0l0 54.053436l-136.69293 0z" fill-rule="evenodd"/><g transform="matrix(0.26908057742782154 0.0 0.0 0.2623952755905512 89.11814225721784 299.18766482939634)"><clipPath id="g3f921d992e_1_0.1"><path d="m0 0l508.0 0l0 206.0l-508.0 0z" clip-rule="evenodd"/></clipPath><image clip-path="url(#g3f921d992e_1_0.1)" fill="#000" width="508.0" height="206.0" x="0.0" y="0.0" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/></g><path fill="#000000" fill-opacity="0.0" d="m73.78667 235.23389l152.02359 0l0 46.07547l-152.02359 0z" fill-rule="evenodd"/><g transform="matrix(0.5135931758530183 0.0 0.0 0.5008202099737533 73.78666929133858 235.2338900262467)"><clipPath id="g3f921d992e_1_0.2"><path d="m0 0l296.0 0l0 92.0l-296.0 0z" clip-rule="evenodd"/></clipPath><image clip-path="url(#g3f921d992e_1_0.2)" fill="#000" width="296.0" height="92.0" x="0.0" y="0.0" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/></g><path fill="#000000" fill-opacity="0.0" d="m756.20416 235.2341l188.99335 0l0 46.07544l-188.99335 0z" fill-rule="evenodd"/><g transform="matrix(0.20105669291338582 0.0 0.0 0.19606561679790024 756.2041910761155 235.234105511811)"><clipPath id="g3f921d992e_1_0.3"><path d="m4.5474735E-13 0l940.0 0l0 235.0l-940.0 0z" clip-rule="evenodd"/></clipPath><image clip-path="url(#g3f921d992e_1_0.3)" fill="#000" width="940.0" height="235.0" x="0.0" y="0.0" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/></g><path fill="#000000" fill-opacity="0.0" d="m571.60895 215.18059l176.5039 0l0 62.45671l-176.5039 0z" fill-rule="evenodd"/><path fill="#000000" d="m637.8492 238.33957l0.09375 0.359375l0.109375 -0.359375l5.375 -14.953125l1.578125 0l-6.359375 17.0625l-1.375 0l-6.359375 -17.0625l1.578125 0l5.359375 14.953125zm17.332031 2.109375q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm10.839844 1.015625l-1.40625 0l0 -18.0l1.40625 0l0 18.0zm11.957031 -1.609375q-1.265625 1.84375 -4.046875 1.84375q-2.015625 0 -3.078125 -1.171875q-1.046875 -1.1875 -1.078125 -3.5l0 -8.25l1.390625 0l0 8.078125q0 3.625 2.9375 3.625q3.046875 0 3.859375 -2.515625l0 -9.1875l1.40625 0l0 12.6875l-1.359375 0l-0.03125 -1.609375zm9.933594 1.84375q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625z" fill-rule="nonzero"/><path fill="#000000" d="m585.1988 256.76144l0.046875 2.0625q0.703125 -1.140625 1.75 -1.71875q1.0625 -0.578125 2.34375 -0.578125q3.0 0 3.8125 2.46875q0.6875 -1.1875 1.8125 -1.828125q1.140625 -0.640625 2.515625 -0.640625q4.078125 0 4.15625 4.453125l0 8.46875l-1.40625 0l0 -8.359375q-0.015625 -1.703125 -0.734375 -2.515625q-0.71875 -0.828125 -2.34375 -0.828125q-1.515625 0.03125 -2.5625 0.984375q-1.03125 0.953125 -1.15625 2.328125l0 8.390625l-1.40625 0l0 -8.46875q-0.015625 -1.625 -0.765625 -2.421875q-0.75 -0.8125 -2.328125 -0.8125q-1.328125 0 -2.28125 0.765625q-0.9375 0.75 -1.390625 2.234375l0 8.703125l-1.40625 0l0 -12.6875l1.34375 0zm27.988281 12.6875q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm11.449219 -14.90625l0 3.234375l2.625 0l0 1.15625l-2.625 0l0 8.453125q0 1.046875 0.375 1.5625q0.375 0.515625 1.265625 0.515625q0.359375 0 1.140625 -0.109375l0.0625 1.140625q-0.546875 0.203125 -1.5 0.203125q-1.4375 0 -2.09375 -0.828125q-0.65625 -0.84375 -0.65625 -2.484375l0 -8.453125l-2.34375 0l0 -1.15625l2.34375 0l0 -3.234375l1.40625 0zm10.4296875 16.15625q-1.609375 0 -2.921875 -0.796875q-1.296875 -0.796875 -2.03125 -2.21875q-0.71875 -1.421875 -0.71875 -3.203125l0 -0.5q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 1.96875 -2.3125q1.265625 -0.84375 2.75 -0.84375q2.3125 0 3.65625 1.578125q1.359375 1.578125 1.359375 4.3125l0 0.78125l-9.046875 0l0 0.265625q0 2.15625 1.234375 3.59375q1.234375 1.4375 3.109375 1.4375q1.125 0 1.984375 -0.40625q0.859375 -0.40625 1.5625 -1.3125l0.890625 0.671875q-1.546875 2.234375 -4.5 2.234375zm-0.25 -11.953125q-1.578125 0 -2.671875 1.15625q-1.078125 1.15625 -1.3125 3.125l7.609375 0l0 -0.15625q-0.0625 -1.828125 -1.046875 -2.96875q-0.984375 -1.15625 -2.578125 -1.15625zm13.6015625 0.234375q-0.4375 -0.078125 -0.953125 -0.078125q-1.3125 0 -2.21875 0.734375q-0.90625 0.71875 -1.296875 2.125l0 8.703125l-1.390625 0l0 -12.6875l1.375 0l0.015625 2.015625q1.125 -2.25 3.578125 -2.25q0.59375 0 0.921875 0.15625l-0.03125 1.28125zm3.7929688 11.484375l-1.40625 0l0 -12.6875l1.40625 0l0 12.6875zm-1.65625 -16.34375q0 -0.40625 0.25 -0.671875q0.265625 -0.28125 0.703125 -0.28125q0.453125 0 0.71875 0.28125q0.265625 0.265625 0.265625 0.671875q0 0.390625 -0.265625 0.671875q-0.265625 0.265625 -0.71875 0.265625q-0.4375 0 -0.703125 -0.265625q-0.25 -0.28125 -0.25 -0.671875zm13.457031 16.34375q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm10.839844 1.015625l-1.40625 0l0 -18.0l1.40625 0l0 18.0zm5.3789062 0l-1.40625 0l0 -12.6875l1.40625 0l0 12.6875zm-1.65625 -16.34375q0 -0.40625 0.25 -0.671875q0.265625 -0.28125 0.703125 -0.28125q0.453125 0 0.71875 0.28125q0.265625 0.265625 0.265625 0.671875q0 0.390625 -0.265625 0.671875q-0.265625 0.265625 -0.71875 0.265625q-0.4375 0 -0.703125 -0.265625q-0.25 -0.28125 -0.25 -0.671875zm6.3789062 15.15625l8.25 0l0 1.1875l-9.984375 0l0 -1.03125l7.6875 -10.4375l-7.453125 0l0 -1.21875l9.234375 0l0 1.046875l-7.734375 10.453125zm18.75 1.1875q-0.203125 -0.59375 -0.265625 -1.765625q-0.734375 0.953125 -1.875 1.484375q-1.140625 0.515625 -2.421875 0.515625q-1.828125 0 -2.96875 -1.015625q-1.125 -1.03125 -1.125 -2.578125q0 -1.859375 1.53125 -2.9375q1.546875 -1.078125 4.3125 -1.078125l2.53125 0l0 -1.4375q0 -1.359375 -0.84375 -2.140625q-0.828125 -0.78125 -2.4375 -0.78125q-1.453125 0 -2.421875 0.75q-0.953125 0.75 -0.953125 1.8125l-1.40625 -0.015625q0 -1.515625 1.40625 -2.625q1.40625 -1.109375 3.453125 -1.109375q2.125 0 3.34375 1.0625q1.21875 1.0625 1.265625 2.96875l0 6.0q0 1.828125 0.375 2.75l0 0.140625l-1.5 0zm-4.40625 -1.015625q1.40625 0 2.515625 -0.671875q1.109375 -0.6875 1.609375 -1.8125l0 -2.796875l-2.5 0q-2.09375 0.03125 -3.28125 0.78125q-1.1875 0.734375 -1.1875 2.03125q0 1.0625 0.78125 1.765625q0.796875 0.703125 2.0625 0.703125zm11.449219 -14.90625l0 3.234375l2.625 0l0 1.15625l-2.625 0l0 8.453125q0 1.046875 0.375 1.5625q0.375 0.515625 1.265625 0.515625q0.359375 0 1.140625 -0.109375l0.0625 1.140625q-0.546875 0.203125 -1.5 0.203125q-1.4375 0 -2.09375 -0.828125q-0.65625 -0.84375 -0.65625 -2.484375l0 -8.453125l-2.34375 0l0 -1.15625l2.34375 0l0 -3.234375l1.40625 0zm7.1015625 15.921875l-1.40625 0l0 -12.6875l1.40625 0l0 12.6875zm-1.65625 -16.34375q0 -0.40625 0.25 -0.671875q0.265625 -0.28125 0.703125 -0.28125q0.453125 0 0.71875 0.28125q0.265625 0.265625 0.265625 0.671875q0 0.390625 -0.265625 0.671875q-0.265625 0.265625 -0.71875 0.265625q-0.4375 0 -0.703125 -0.265625q-0.25 -0.28125 -0.25 -0.671875zm4.6914062 9.8125q0 -1.828125 0.703125 -3.28125q0.703125 -1.46875 2.0 -2.28125q1.296875 -0.828125 2.9375 -0.828125q2.53125 0 4.09375 1.78125q1.578125 1.78125 1.578125 4.703125l0 0.296875q0 1.84375 -0.71875 3.3125q-0.703125 1.46875 -2.0 2.265625q-1.28125 0.796875 -2.921875 0.796875q-2.53125 0 -4.109375 -1.765625q-1.5625 -1.78125 -1.5625 -4.71875l0 -0.28125zm1.40625 0.390625q0 2.265625 1.171875 3.734375q1.171875 1.453125 3.09375 1.453125q1.890625 0 3.0625 -1.453125q1.1875 -1.46875 1.1875 -3.859375l0 -0.265625q0 -1.453125 -0.546875 -2.65625q-0.53125 -1.203125 -1.515625 -1.859375q-0.96875 -0.671875 -2.21875 -0.671875q-1.875 0 -3.0625 1.46875q-1.171875 1.46875 -1.171875 3.84375l0 0.265625zm14.144531 -6.546875l0.046875 2.171875q0.703125 -1.171875 1.765625 -1.78125q1.078125 -0.625 2.359375 -0.625q2.046875 0 3.03125 1.15625q1.0 1.140625 1.015625 3.4375l0 8.328125l-1.390625 0l0 -8.328125q-0.015625 -1.703125 -0.734375 -2.53125q-0.703125 -0.84375 -2.25 -0.84375q-1.3125 0 -2.3125 0.828125q-1.0 0.8125 -1.484375 2.1875l0 8.6875l-1.390625 0l0 -12.6875l1.34375 0z" fill-rule="nonzero"/><path fill="#eeeeee" d="m468.91602 422.5748l13.637787 -13.637787l13.637787 13.637787l-6.818878 0l0 32.44095l-13.637817 0l0 -32.44095z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m468.91602 422.5748l13.637787 -13.637787l13.637787 13.637787l-6.818878 0l0 32.44095l-13.637817 0l0 -32.44095z" fill-rule="evenodd"/><path fill="#ea9999" d="m537.7541 231.08426l15.24408 -15.244095l15.24408 15.244095l-7.6220093 0l0 16.220474l-15.24408 0l0 -16.220474z" fill-rule="evenodd"/><path stroke="#595959" stroke-width="1.0" stroke-linejoin="round" stroke-linecap="butt" d="m537.7541 231.08426l15.24408 -15.244095l15.24408 15.244095l-7.6220093 0l0 16.220474l-15.24408 0l0 -16.220474z" fill-rule="evenodd"/><path fill="#000000" fill-opacity="0.0" d="m771.76117 299.11542l136.693 0l0 54.196808l-136.693 0z" fill-rule="evenodd"/><g transform="matrix(0.2669784776902887 0.0 0.0 0.2669792650918635 771.761154855643 299.11542572178473)"><clipPath id="g3f921d992e_1_0.4"><path d="m4.5474735E-13 -2.2737368E-13l512.0 0l0 203.0l-512.0 0z" clip-rule="evenodd"/></clipPath><image clip-path="url(#g3f921d992e_1_0.4)" fill="#000" width="512.0" height="203.0" x="0.0" y="0.0" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/></g></g></svg>
